%------------------------------------------------------------------------------ % File : CSE---1.7 % Problem : SWW194+1 : TPTP v8.2.0. Released v5.2.0. % Transfm : none % Format : tptp:raw % Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %d %s % Computer : n029.cluster.edu % Model : x86_64 x86_64 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz % Memory : 8042.1875MB % OS : Linux 3.10.0-693.el7.x86_64 % CPULimit : 300s % WCLimit : 300s % DateTime : Mon Jun 24 18:06:21 EDT 2024 % Result : Theorem 129.02s 129.21s % Output : CNFRefutation 129.81s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.03/0.13 % Problem : SWW194+1 : TPTP v8.2.0. Released v5.2.0. % 0.03/0.13 % Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %d %s % 0.13/0.34 % Computer : n029.cluster.edu % 0.13/0.34 % Model : x86_64 x86_64 % 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.13/0.34 % Memory : 8042.1875MB % 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64 % 0.13/0.34 % CPULimit : 300 % 0.13/0.34 % WCLimit : 300 % 0.13/0.34 % DateTime : Wed Jun 19 04:15:39 EDT 2024 % 0.13/0.34 % CPUTime : % 0.50/0.58 start to proof:theBenchmark % 129.02/129.14 %------------------------------------------- % 129.02/129.14 % File :CSE---1.7 % 129.02/129.14 % Problem :theBenchmark % 129.02/129.14 % Transform :cnf % 129.02/129.14 % Format :tptp:raw % 129.02/129.14 % Command :java -jar mcs_scs.jar %d %s % 129.02/129.14 % 129.02/129.14 % Result :Theorem 127.770000s % 129.02/129.14 % Output :CNFRefutation 127.770000s % 129.02/129.14 %------------------------------------------- % 129.02/129.15 %------------------------------------------------------------------------------ % 129.02/129.15 % File : SWW194+1 : TPTP v8.2.0. Released v5.2.0. % 129.02/129.15 % Domain : Software Verification % 129.02/129.15 % Problem : Fundamental Theorem of Algebra 436385, 1000 axioms selected % 129.02/129.15 % Version : Especial. % 129.02/129.15 % English : % 129.02/129.15 % 129.02/129.15 % Refs : [BN10] Boehme & Nipkow (2010), Sledgehammer: Judgement Day % 129.02/129.15 % : [Bla11] Blanchette (2011), Email to Geoff Sutcliffe % 129.02/129.15 % Source : [Bla11] % 129.02/129.15 % Names : fta_436385.1000.p [Bla11] % 129.02/129.15 % 129.02/129.15 % Status : Theorem % 129.02/129.15 % Rating : 0.31 v8.2.0, 0.33 v8.1.0, 0.39 v7.5.0, 0.41 v7.4.0, 0.43 v7.3.0, 0.38 v7.1.0, 0.35 v7.0.0, 0.33 v6.4.0, 0.42 v6.3.0, 0.33 v6.2.0, 0.36 v6.1.0, 0.47 v6.0.0, 0.35 v5.5.0, 0.59 v5.4.0, 0.61 v5.3.0, 0.63 v5.2.0 % 129.02/129.15 % Syntax : Number of formulae : 1199 ( 430 unt; 0 def) % 129.02/129.15 % Number of atoms : 2810 ( 765 equ) % 129.02/129.15 % Maximal formula atoms : 10 ( 2 avg) % 129.02/129.15 % Number of connectives : 1803 ( 192 ~; 51 |; 148 &) % 129.02/129.15 % ( 248 <=>;1164 =>; 0 <=; 0 <~>) % 129.02/129.15 % Maximal formula depth : 13 ( 5 avg) % 129.02/129.15 % Maximal term depth : 13 ( 2 avg) % 129.02/129.15 % Number of predicates : 71 ( 70 usr; 0 prp; 1-3 aty) % 129.02/129.15 % Number of functors : 37 ( 37 usr; 12 con; 0-3 aty) % 129.02/129.15 % Number of variables : 2543 (2538 !; 5 ?) % 129.02/129.15 % SPC : FOF_THM_RFO_SEQ % 129.02/129.15 % 129.02/129.15 % Comments : This file was generated by Isabelle (most likely Sledgehammer) % 129.02/129.15 % 2011-03-01 11:23:48 % 129.02/129.15 %------------------------------------------------------------------------------ % 129.02/129.15 %----Relevant facts (994) % 129.02/129.15 fof(fact_ext,axiom, % 129.02/129.15 ! [V_g_2,V_f_2] : % 129.02/129.15 ( ! [B_x] : hAPP(V_f_2,B_x) = hAPP(V_g_2,B_x) % 129.02/129.15 => V_f_2 = V_g_2 ) ). % 129.02/129.15 % 129.02/129.15 fof(fact__096abs_A_I2_A_K_Ax_J_A_060_061_A1_096,axiom, % 129.02/129.15 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),v_x____)),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ). % 129.02/129.15 % 129.02/129.15 fof(fact__096abs_A_I2_A_K_Ay_J_A_060_061_A1_096,axiom, % 129.02/129.15 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),v_y____)),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ). % 129.02/129.15 % 129.02/129.15 fof(fact__0962_A_K_Ax_A_060_061_A1_096,axiom, % 129.02/129.15 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),v_x____),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ). % 129.02/129.15 % 129.02/129.15 fof(fact__0962_A_K_Ay_A_060_061_A1_096,axiom, % 129.02/129.15 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),v_y____),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ). % 129.02/129.15 % 129.02/129.15 fof(fact_two__realpow__ge__one,axiom, % 129.02/129.15 ! [V_n] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_n)) ). % 129.02/129.15 % 129.02/129.15 fof(fact_four__x__squared,axiom, % 129.02/129.15 ! [V_x] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) = hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_x)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) ). % 129.02/129.15 % 129.02/129.15 fof(fact_power2__eq__square__number__of,axiom, % 129.02/129.15 ! [V_w,T_b] : % 129.02/129.15 ( ( class_Groups_Omonoid__mult(T_b) % 129.02/129.15 & class_Int_Onumber(T_b) ) % 129.02/129.15 => hAPP(hAPP(c_Power_Opower__class_Opower(T_b),c_Int_Onumber__class_Onumber__of(T_b,V_w)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),c_Int_Onumber__class_Onumber__of(T_b,V_w)),c_Int_Onumber__class_Onumber__of(T_b,V_w)) ) ). % 129.02/129.15 % 129.02/129.15 fof(fact_abs__power2,axiom, % 129.02/129.15 ! [V_a,T_a] : % 129.02/129.15 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.15 => c_Groups_Oabs__class_Oabs(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) ) ). % 129.02/129.15 % 129.02/129.15 fof(fact_power2__abs,axiom, % 129.02/129.15 ! [V_a,T_a] : % 129.02/129.15 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.15 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Oabs__class_Oabs(T_a,V_a)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) ) ). % 129.02/129.15 % 129.02/129.15 fof(fact_one__power2,axiom, % 129.02/129.15 ! [T_a] : % 129.02/129.15 ( class_Rings_Osemiring__1(T_a) % 129.02/129.15 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Oone__class_Oone(T_a)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = c_Groups_Oone__class_Oone(T_a) ) ). % 129.02/129.15 % 129.02/129.15 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I29_J,axiom, % 129.02/129.15 ! [V_x,T_a] : % 129.02/129.15 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.15 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_x) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) ) ). % 129.02/129.15 % 129.02/129.15 fof(fact_power2__eq__square,axiom, % 129.02/129.15 ! [V_a,T_a] : % 129.02/129.15 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.15 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_a) ) ). % 129.02/129.15 % 129.02/129.15 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I36_J,axiom, % 129.02/129.15 ! [V_n,V_x,T_a] : % 129.02/129.15 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.15 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_n)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_n)),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_n)) ) ). % 129.02/129.15 % 129.02/129.15 fof(fact__096_N1_A_060_061_A2_A_K_Ax_096,axiom, % 129.02/129.15 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OMin),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),v_x____)) ). % 129.02/129.15 % 129.02/129.15 fof(fact_power3__eq__cube,axiom, % 129.02/129.15 ! [V_a,T_a] : % 129.02/129.15 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.15 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit1(c_Int_OBit1(c_Int_OPls)))) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_a)),V_a) ) ). % 129.02/129.15 % 129.02/129.15 fof(fact__096_N1_A_060_061_A2_A_K_Ay_096,axiom, % 129.02/129.15 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OMin),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),v_y____)) ). % 129.02/129.15 % 129.02/129.15 fof(fact_eq__number__of__Pls__Min,axiom, % 129.02/129.15 c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OPls) != c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OMin) ). % 129.02/129.15 % 129.02/129.15 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I31_J,axiom, % 129.02/129.15 ! [V_q,V_p,V_x,T_a] : % 129.02/129.15 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.15 => 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)) ) ). % 129.02/129.15 % 129.02/129.15 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I33_J,axiom, % 129.02/129.15 ! [V_x,T_a] : % 129.02/129.15 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.15 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Groups_Oone__class_Oone(tc_Nat_Onat)) = V_x ) ). % 129.02/129.15 % 129.02/129.15 fof(fact_nat__numeral__1__eq__1,axiom, % 129.02/129.15 c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit1(c_Int_OPls)) = c_Groups_Oone__class_Oone(tc_Nat_Onat) ). % 129.02/129.15 % 129.02/129.15 fof(fact_Numeral1__eq1__nat,axiom, % 129.02/129.15 c_Groups_Oone__class_Oone(tc_Nat_Onat) = c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit1(c_Int_OPls)) ). % 129.02/129.15 % 129.02/129.15 fof(fact_power__m1__even,axiom, % 129.02/129.15 ! [V_n,T_a] : % 129.02/129.15 ( class_Int_Onumber__ring(T_a) % 129.02/129.15 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Int_Onumber__class_Onumber__of(T_a,c_Int_OMin)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_n)) = c_Groups_Oone__class_Oone(T_a) ) ). % 129.02/129.15 % 129.02/129.15 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I13_J,axiom, % 129.02/129.15 ! [V_ry,V_rx,V_ly,V_lx,T_a] : % 129.02/129.15 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.15 => 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)) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I15_J,axiom, % 129.02/129.16 ! [V_ry,V_rx,V_ly,V_lx,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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)) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I14_J,axiom, % 129.02/129.16 ! [V_ry,V_rx,V_ly,V_lx,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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))) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I16_J,axiom, % 129.02/129.16 ! [V_rx,V_ly,V_lx,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I17_J,axiom, % 129.02/129.16 ! [V_rx,V_ly,V_lx,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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)) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I18_J,axiom, % 129.02/129.16 ! [V_ry,V_rx,V_lx,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I19_J,axiom, % 129.02/129.16 ! [V_ry,V_rx,V_lx,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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)) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I7_J,axiom, % 129.02/129.16 ! [V_b,V_a,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_real__le__antisym,axiom, % 129.02/129.16 ! [V_w,V_z] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_z,V_w) % 129.02/129.16 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_w,V_z) % 129.02/129.16 => V_z = V_w ) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_real__le__trans,axiom, % 129.02/129.16 ! [V_k,V_j,V_i] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_i,V_j) % 129.02/129.16 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_j,V_k) % 129.02/129.16 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_i,V_k) ) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_real__le__linear,axiom, % 129.02/129.16 ! [V_w,V_z] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_z,V_w) % 129.02/129.16 | c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_w,V_z) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_real__le__refl,axiom, % 129.02/129.16 ! [V_w] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_w,V_w) ). % 129.02/129.16 % 129.02/129.16 fof(fact_real__mult__assoc,axiom, % 129.02/129.16 ! [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)) ). % 129.02/129.16 % 129.02/129.16 fof(fact_real__mult__commute,axiom, % 129.02/129.16 ! [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) ). % 129.02/129.16 % 129.02/129.16 fof(fact_power__even__eq,axiom, % 129.02/129.16 ! [V_n,V_a,T_a] : % 129.02/129.16 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.16 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_n)) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I12_J,axiom, % 129.02/129.16 ! [V_a,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Oone__class_Oone(T_a)) = V_a ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I11_J,axiom, % 129.02/129.16 ! [V_a,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oone__class_Oone(T_a)),V_a) = V_a ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I30_J,axiom, % 129.02/129.16 ! [V_q,V_y,V_x,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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)) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_real__mult__1,axiom, % 129.02/129.16 ! [V_z] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)),V_z) = V_z ). % 129.02/129.16 % 129.02/129.16 fof(fact_semiring__norm_I110_J,axiom, % 129.02/129.16 ! [T_a] : % 129.02/129.16 ( class_Int_Onumber__ring(T_a) % 129.02/129.16 => c_Groups_Oone__class_Oone(T_a) = c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit1(c_Int_OPls)) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_xy,axiom, % 129.02/129.16 c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),v_x____),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),v_y____),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ). % 129.02/129.16 % 129.02/129.16 fof(fact_abs__power__minus__one,axiom, % 129.02/129.16 ! [V_n,T_a] : % 129.02/129.16 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.16 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.16 => c_Groups_Oabs__class_Oabs(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Int_Onumber__class_Onumber__of(T_a,c_Int_OMin)),V_n)) = c_Groups_Oone__class_Oone(T_a) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_le__special_I4_J,axiom, % 129.02/129.16 ! [V_xa_2,T_a] : % 129.02/129.16 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.16 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.16 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_xa_2),c_Groups_Oone__class_Oone(T_a)) % 129.02/129.16 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_xa_2,c_Int_OBit1(c_Int_OPls)) ) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_le__special_I2_J,axiom, % 129.02/129.16 ! [V_ya_2,T_a] : % 129.02/129.16 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.16 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.16 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oone__class_Oone(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_ya_2)) % 129.02/129.16 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OBit1(c_Int_OPls),V_ya_2) ) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_csqrt,axiom, % 129.02/129.16 ! [V_z] : hAPP(hAPP(c_Power_Opower__class_Opower(tc_Complex_Ocomplex),c_Fundamental__Theorem__Algebra__Mirabelle_Ocsqrt(V_z)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = V_z ). % 129.02/129.16 % 129.02/129.16 fof(fact_abs__minus__one,axiom, % 129.02/129.16 ! [T_a] : % 129.02/129.16 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.16 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.16 => c_Groups_Oabs__class_Oabs(T_a,c_Int_Onumber__class_Onumber__of(T_a,c_Int_OMin)) = c_Groups_Oone__class_Oone(T_a) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_numeral__1__eq__1,axiom, % 129.02/129.16 ! [T_a] : % 129.02/129.16 ( class_Int_Onumber__ring(T_a) % 129.02/129.16 => c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit1(c_Int_OPls)) = c_Groups_Oone__class_Oone(T_a) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_mult__numeral__1,axiom, % 129.02/129.16 ! [V_a,T_a] : % 129.02/129.16 ( class_Int_Onumber__ring(T_a) % 129.02/129.16 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit1(c_Int_OPls))),V_a) = V_a ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_mult__numeral__1__right,axiom, % 129.02/129.16 ! [V_a,T_a] : % 129.02/129.16 ( class_Int_Onumber__ring(T_a) % 129.02/129.16 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit1(c_Int_OPls))) = V_a ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_power__increasing,axiom, % 129.02/129.16 ! [V_a,V_N,V_n,T_a] : % 129.02/129.16 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.16 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_N) % 129.02/129.16 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oone__class_Oone(T_a),V_a) % 129.02/129.16 => 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)) ) ) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_one__le__power,axiom, % 129.02/129.16 ! [V_n,V_a,T_a] : % 129.02/129.16 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.16 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oone__class_Oone(T_a),V_a) % 129.02/129.16 => 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)) ) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_z,axiom, % 129.02/129.16 v_z = c_Complex_Ocomplex_OComplex(v_x____,v_y____) ). % 129.02/129.16 % 129.02/129.16 fof(fact_assms,axiom, % 129.02/129.16 c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,v_z) = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ). % 129.02/129.16 % 129.02/129.16 fof(fact_number__of__is__id,axiom, % 129.02/129.16 ! [V_k] : c_Int_Onumber__class_Onumber__of(tc_Int_Oint,V_k) = V_k ). % 129.02/129.16 % 129.02/129.16 fof(fact_number__of__add,axiom, % 129.02/129.16 ! [V_w,V_v,T_a] : % 129.02/129.16 ( class_Int_Onumber__ring(T_a) % 129.02/129.16 => c_Int_Onumber__class_Onumber__of(T_a,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_v,V_w)) = c_Groups_Oplus__class_Oplus(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_v),c_Int_Onumber__class_Onumber__of(T_a,V_w)) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I24_J,axiom, % 129.02/129.16 ! [V_c,V_a,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => c_Groups_Oplus__class_Oplus(T_a,V_a,V_c) = c_Groups_Oplus__class_Oplus(T_a,V_c,V_a) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I22_J,axiom, % 129.02/129.16 ! [V_d,V_c,V_a,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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)) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I25_J,axiom, % 129.02/129.16 ! [V_d,V_c,V_a,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_add__number__of__eq,axiom, % 129.02/129.16 ! [V_w,V_v,T_a] : % 129.02/129.16 ( class_Int_Onumber__ring(T_a) % 129.02/129.16 => c_Groups_Oplus__class_Oplus(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_v),c_Int_Onumber__class_Onumber__of(T_a,V_w)) = c_Int_Onumber__class_Onumber__of(T_a,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_v,V_w)) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_times__numeral__code_I5_J,axiom, % 129.02/129.16 ! [V_w,V_v] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Int_Onumber__class_Onumber__of(tc_Int_Oint,V_v)),c_Int_Onumber__class_Onumber__of(tc_Int_Oint,V_w)) = c_Int_Onumber__class_Onumber__of(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_v),V_w)) ). % 129.02/129.16 % 129.02/129.16 fof(fact_less__eq__number__of__int__code,axiom, % 129.02/129.16 ! [V_l_2,V_k_2] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_Onumber__class_Onumber__of(tc_Int_Oint,V_k_2),c_Int_Onumber__class_Onumber__of(tc_Int_Oint,V_l_2)) % 129.02/129.16 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k_2,V_l_2) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_add__number__of__left,axiom, % 129.02/129.16 ! [V_z,V_w,V_v,T_a] : % 129.02/129.16 ( class_Int_Onumber__ring(T_a) % 129.02/129.16 => c_Groups_Oplus__class_Oplus(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_v),c_Groups_Oplus__class_Oplus(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w),V_z)) = c_Groups_Oplus__class_Oplus(T_a,c_Int_Onumber__class_Onumber__of(T_a,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_v,V_w)),V_z) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I21_J,axiom, % 129.02/129.16 ! [V_c,V_b,V_a,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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)) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I23_J,axiom, % 129.02/129.16 ! [V_c,V_b,V_a,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I20_J,axiom, % 129.02/129.16 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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)) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_zle__antisym,axiom, % 129.02/129.16 ! [V_w,V_z] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_z,V_w) % 129.02/129.16 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_w,V_z) % 129.02/129.16 => V_z = V_w ) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_zle__trans,axiom, % 129.02/129.16 ! [V_k,V_j,V_i] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_i,V_j) % 129.02/129.16 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_j,V_k) % 129.02/129.16 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_i,V_k) ) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_zle__linear,axiom, % 129.02/129.16 ! [V_w,V_z] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_z,V_w) % 129.02/129.16 | c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_w,V_z) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_zle__refl,axiom, % 129.02/129.16 ! [V_w] : c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_w,V_w) ). % 129.02/129.16 % 129.02/129.16 fof(fact_rel__simps_I34_J,axiom, % 129.02/129.16 ! [V_l_2,V_k_2] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OBit1(V_k_2),c_Int_OBit1(V_l_2)) % 129.02/129.16 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k_2,V_l_2) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_less__eq__int__code_I16_J,axiom, % 129.02/129.16 ! [V_k2_2,V_k1_2] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OBit1(V_k1_2),c_Int_OBit1(V_k2_2)) % 129.02/129.16 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k1_2,V_k2_2) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_rel__simps_I19_J,axiom, % 129.02/129.16 c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OPls,c_Int_OPls) ). % 129.02/129.16 % 129.02/129.16 fof(fact_rel__simps_I31_J,axiom, % 129.02/129.16 ! [V_l_2,V_k_2] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OBit0(V_k_2),c_Int_OBit0(V_l_2)) % 129.02/129.16 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k_2,V_l_2) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_less__eq__int__code_I13_J,axiom, % 129.02/129.16 ! [V_k2_2,V_k1_2] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OBit0(V_k1_2),c_Int_OBit0(V_k2_2)) % 129.02/129.16 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k1_2,V_k2_2) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_rel__simps_I24_J,axiom, % 129.02/129.16 c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OMin,c_Int_OMin) ). % 129.02/129.16 % 129.02/129.16 fof(fact_le__nat__number__of,axiom, % 129.02/129.16 ! [V_v_H_2,V_v_2] : % 129.02/129.16 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_v_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_v_H_2)) % 129.02/129.16 <=> ( ~ c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_v_2,V_v_H_2) % 129.02/129.16 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_v_2,c_Int_OPls) ) ) ). % 129.02/129.16 % 129.02/129.16 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I34_J,axiom, % 129.02/129.16 ! [V_z,V_y,V_x,T_a] : % 129.02/129.16 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.16 => 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)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_crossproduct__noteq,axiom, % 129.02/129.17 ! [V_d_2,V_c_2,V_b_2,V_a_2,T_a] : % 129.02/129.17 ( class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(T_a) % 129.02/129.17 => ( ( V_a_2 != V_b_2 % 129.02/129.17 & V_c_2 != V_d_2 ) % 129.02/129.17 <=> c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_d_2)) != c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_d_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_c_2)) ) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I8_J,axiom, % 129.02/129.17 ! [V_c,V_b,V_a,T_a] : % 129.02/129.17 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.17 => 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)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I1_J,axiom, % 129.02/129.17 ! [V_b,V_m,V_a,T_a] : % 129.02/129.17 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.17 => 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) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_crossproduct__eq,axiom, % 129.02/129.17 ! [V_za_2,V_xa_2,V_ya_2,V_w_2,T_a] : % 129.02/129.17 ( class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(T_a) % 129.02/129.17 => ( c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_w_2),V_ya_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_xa_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_xa_2),V_ya_2)) % 129.02/129.17 <=> ( V_w_2 = V_xa_2 % 129.02/129.17 | V_ya_2 = V_za_2 ) ) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_real__add__left__mono,axiom, % 129.02/129.17 ! [V_z,V_y,V_x] : % 129.02/129.17 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,V_y) % 129.02/129.17 => 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)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_real__add__mult__distrib,axiom, % 129.02/129.17 ! [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)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_right__distrib__number__of,axiom, % 129.02/129.17 ! [V_c,V_b,V_v,T_b] : % 129.02/129.17 ( ( class_Int_Onumber(T_b) % 129.02/129.17 & class_Rings_Osemiring(T_b) ) % 129.02/129.17 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),c_Int_Onumber__class_Onumber__of(T_b,V_v)),c_Groups_Oplus__class_Oplus(T_b,V_b,V_c)) = c_Groups_Oplus__class_Oplus(T_b,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),c_Int_Onumber__class_Onumber__of(T_b,V_v)),V_b),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),c_Int_Onumber__class_Onumber__of(T_b,V_v)),V_c)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_left__distrib__number__of,axiom, % 129.02/129.17 ! [V_v,V_b,V_a,T_b] : % 129.02/129.17 ( ( class_Int_Onumber(T_b) % 129.02/129.17 & class_Rings_Osemiring(T_b) ) % 129.02/129.17 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),c_Groups_Oplus__class_Oplus(T_b,V_a,V_b)),c_Int_Onumber__class_Onumber__of(T_b,V_v)) = c_Groups_Oplus__class_Oplus(T_b,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),V_a),c_Int_Onumber__class_Onumber__of(T_b,V_v)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),V_b),c_Int_Onumber__class_Onumber__of(T_b,V_v))) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_add__numeral__0__right,axiom, % 129.02/129.17 ! [V_a,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => c_Groups_Oplus__class_Oplus(T_a,V_a,c_Int_Onumber__class_Onumber__of(T_a,c_Int_OPls)) = V_a ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_add__numeral__0,axiom, % 129.02/129.17 ! [V_a,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => c_Groups_Oplus__class_Oplus(T_a,c_Int_Onumber__class_Onumber__of(T_a,c_Int_OPls),V_a) = V_a ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I22_J,axiom, % 129.02/129.17 ! [V_k_2] : % 129.02/129.17 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OPls,c_Int_OBit1(V_k_2)) % 129.02/129.17 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OPls,V_k_2) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I32_J,axiom, % 129.02/129.17 ! [V_l_2,V_k_2] : % 129.02/129.17 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OBit0(V_k_2),c_Int_OBit1(V_l_2)) % 129.02/129.17 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k_2,V_l_2) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_less__eq__int__code_I14_J,axiom, % 129.02/129.17 ! [V_k2_2,V_k1_2] : % 129.02/129.17 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OBit0(V_k1_2),c_Int_OBit1(V_k2_2)) % 129.02/129.17 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k1_2,V_k2_2) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I21_J,axiom, % 129.02/129.17 ! [V_k_2] : % 129.02/129.17 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OPls,c_Int_OBit0(V_k_2)) % 129.02/129.17 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OPls,V_k_2) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I27_J,axiom, % 129.02/129.17 ! [V_k_2] : % 129.02/129.17 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OBit0(V_k_2),c_Int_OPls) % 129.02/129.17 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k_2,c_Int_OPls) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I30_J,axiom, % 129.02/129.17 ! [V_k_2] : % 129.02/129.17 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OBit1(V_k_2),c_Int_OMin) % 129.02/129.17 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k_2,c_Int_OMin) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I26_J,axiom, % 129.02/129.17 ! [V_k_2] : % 129.02/129.17 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OMin,c_Int_OBit1(V_k_2)) % 129.02/129.17 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OMin,V_k_2) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I20_J,axiom, % 129.02/129.17 ~ c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OPls,c_Int_OMin) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I23_J,axiom, % 129.02/129.17 c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OMin,c_Int_OPls) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I28_J,axiom, % 129.02/129.17 ! [V_k_2] : % 129.02/129.17 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OBit0(V_k_2),c_Int_OMin) % 129.02/129.17 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k_2,c_Int_OMin) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_add__special_I2_J,axiom, % 129.02/129.17 ! [V_w,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oone__class_Oone(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w)) = c_Int_Onumber__class_Onumber__of(T_a,c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Int_OBit1(c_Int_OPls),V_w)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_add__special_I3_J,axiom, % 129.02/129.17 ! [V_v,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => c_Groups_Oplus__class_Oplus(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_v),c_Groups_Oone__class_Oone(T_a)) = c_Int_Onumber__class_Onumber__of(T_a,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_v,c_Int_OBit1(c_Int_OPls))) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_number__of__Bit1,axiom, % 129.02/129.17 ! [V_w,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit1(V_w)) = c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oone__class_Oone(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w)),c_Int_Onumber__class_Onumber__of(T_a,V_w)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I4_J,axiom, % 129.02/129.17 ! [V_m,T_a] : % 129.02/129.17 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.17 => 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) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I3_J,axiom, % 129.02/129.17 ! [V_a,V_m,T_a] : % 129.02/129.17 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.17 => 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) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I2_J,axiom, % 129.02/129.17 ! [V_m,V_a,T_a] : % 129.02/129.17 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.17 => 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) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_double__number__of__Bit0,axiom, % 129.02/129.17 ! [V_w,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => 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))),c_Int_Onumber__class_Onumber__of(T_a,V_w)) = c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit0(V_w)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_number__of__reorient,axiom, % 129.02/129.17 ! [V_xa_2,V_w_2,T_a] : % 129.02/129.17 ( class_Int_Onumber(T_a) % 129.02/129.17 => ( c_Int_Onumber__class_Onumber__of(T_a,V_w_2) = V_xa_2 % 129.02/129.17 <=> V_xa_2 = c_Int_Onumber__class_Onumber__of(T_a,V_w_2) ) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_eq__number__of,axiom, % 129.02/129.17 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.17 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.17 & class_Int_Oring__char__0(T_a) ) % 129.02/129.17 => ( c_Int_Onumber__class_Onumber__of(T_a,V_xa_2) = c_Int_Onumber__class_Onumber__of(T_a,V_ya_2) % 129.02/129.17 <=> V_xa_2 = V_ya_2 ) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I51_J,axiom, % 129.02/129.17 ! [V_l_2,V_k_2] : % 129.02/129.17 ( c_Int_OBit1(V_k_2) = c_Int_OBit1(V_l_2) % 129.02/129.17 <=> V_k_2 = V_l_2 ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power__one__right,axiom, % 129.02/129.17 ! [V_a,T_a] : % 129.02/129.17 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.17 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Groups_Oone__class_Oone(tc_Nat_Onat)) = V_a ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_mult__Pls,axiom, % 129.02/129.17 ! [V_w] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Int_OPls),V_w) = c_Int_OPls ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I48_J,axiom, % 129.02/129.17 ! [V_l_2,V_k_2] : % 129.02/129.17 ( c_Int_OBit0(V_k_2) = c_Int_OBit0(V_l_2) % 129.02/129.17 <=> V_k_2 = V_l_2 ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_mult__Bit0,axiom, % 129.02/129.17 ! [V_l,V_k] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Int_OBit0(V_k)),V_l) = c_Int_OBit0(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k),V_l)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_zpower__zpower,axiom, % 129.02/129.17 ! [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)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_mult__2__right,axiom, % 129.02/129.17 ! [V_z,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_z),c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = c_Groups_Oplus__class_Oplus(T_a,V_z,V_z) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_mult__2,axiom, % 129.02/129.17 ! [V_z,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_z) = c_Groups_Oplus__class_Oplus(T_a,V_z,V_z) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_one__add__one__is__two,axiom, % 129.02/129.17 ! [T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oone__class_Oone(T_a),c_Groups_Oone__class_Oone(T_a)) = c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_pos__zmult__eq__1__iff__lemma,axiom, % 129.02/129.17 ! [V_n,V_m] : % 129.02/129.17 ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_m),V_n) = c_Groups_Oone__class_Oone(tc_Int_Oint) % 129.02/129.17 => ( V_m = c_Groups_Oone__class_Oone(tc_Int_Oint) % 129.02/129.17 | V_m = c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OMin) ) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_zmult__eq__1__iff,axiom, % 129.02/129.17 ! [V_n_2,V_m_2] : % 129.02/129.17 ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_m_2),V_n_2) = c_Groups_Oone__class_Oone(tc_Int_Oint) % 129.02/129.17 <=> ( ( V_m_2 = c_Groups_Oone__class_Oone(tc_Int_Oint) % 129.02/129.17 & V_n_2 = c_Groups_Oone__class_Oone(tc_Int_Oint) ) % 129.02/129.17 | ( V_m_2 = c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OMin) % 129.02/129.17 & V_n_2 = c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OMin) ) ) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_le__number__of,axiom, % 129.02/129.17 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.17 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.17 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.17 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_xa_2),c_Int_Onumber__class_Onumber__of(T_a,V_ya_2)) % 129.02/129.17 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_xa_2,V_ya_2) ) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_number__of__mult,axiom, % 129.02/129.17 ! [V_w,V_v,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => c_Int_Onumber__class_Onumber__of(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_v),V_w)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_v)),c_Int_Onumber__class_Onumber__of(T_a,V_w)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_arith__simps_I32_J,axiom, % 129.02/129.17 ! [V_w,V_v,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_v)),c_Int_Onumber__class_Onumber__of(T_a,V_w)) = c_Int_Onumber__class_Onumber__of(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_v),V_w)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_mult__number__of__left,axiom, % 129.02/129.17 ! [V_z,V_w,V_v,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_v)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w)),V_z)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_v),V_w))),V_z) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power__commutes,axiom, % 129.02/129.17 ! [V_n,V_a,T_a] : % 129.02/129.17 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.17 => 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)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power__mult__distrib,axiom, % 129.02/129.17 ! [V_n,V_b,V_a,T_a] : % 129.02/129.17 ( class_Groups_Ocomm__monoid__mult(T_a) % 129.02/129.17 => 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)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power__one,axiom, % 129.02/129.17 ! [V_n,T_a] : % 129.02/129.17 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.17 => 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) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power2__sum,axiom, % 129.02/129.17 ! [V_y,V_x,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Oplus__class_Oplus(T_a,V_x,V_y)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_x)),V_y)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I39_J,axiom, % 129.02/129.17 ! [V_l] : c_Int_OPls != c_Int_OBit1(V_l) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I46_J,axiom, % 129.02/129.17 ! [V_k] : c_Int_OBit1(V_k) != c_Int_OPls ). % 129.02/129.17 % 129.02/129.17 fof(fact_one__is__num__one,axiom, % 129.02/129.17 c_Groups_Oone__class_Oone(tc_Int_Oint) = c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OBit1(c_Int_OPls)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I49_J,axiom, % 129.02/129.17 ! [V_l,V_k] : c_Int_OBit0(V_k) != c_Int_OBit1(V_l) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I50_J,axiom, % 129.02/129.17 ! [V_l,V_k] : c_Int_OBit1(V_k) != c_Int_OBit0(V_l) ). % 129.02/129.17 % 129.02/129.17 fof(fact_Bit0__Pls,axiom, % 129.02/129.17 c_Int_OBit0(c_Int_OPls) = c_Int_OPls ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I38_J,axiom, % 129.02/129.17 ! [V_l_2] : % 129.02/129.17 ( c_Int_OPls = c_Int_OBit0(V_l_2) % 129.02/129.17 <=> c_Int_OPls = V_l_2 ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I44_J,axiom, % 129.02/129.17 ! [V_k_2] : % 129.02/129.17 ( c_Int_OBit0(V_k_2) = c_Int_OPls % 129.02/129.17 <=> V_k_2 = c_Int_OPls ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power__mult,axiom, % 129.02/129.17 ! [V_n,V_m,V_a,T_a] : % 129.02/129.17 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.17 => 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) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power__abs,axiom, % 129.02/129.17 ! [V_n,V_a,T_a] : % 129.02/129.17 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.17 => 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) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_Bit1__Min,axiom, % 129.02/129.17 c_Int_OBit1(c_Int_OMin) = c_Int_OMin ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I43_J,axiom, % 129.02/129.17 ! [V_l_2] : % 129.02/129.17 ( c_Int_OMin = c_Int_OBit1(V_l_2) % 129.02/129.17 <=> c_Int_OMin = V_l_2 ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I47_J,axiom, % 129.02/129.17 ! [V_k_2] : % 129.02/129.17 ( c_Int_OBit1(V_k_2) = c_Int_OMin % 129.02/129.17 <=> V_k_2 = c_Int_OMin ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I40_J,axiom, % 129.02/129.17 c_Int_OMin != c_Int_OPls ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I37_J,axiom, % 129.02/129.17 c_Int_OPls != c_Int_OMin ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I42_J,axiom, % 129.02/129.17 ! [V_l] : c_Int_OMin != c_Int_OBit0(V_l) ). % 129.02/129.17 % 129.02/129.17 fof(fact_rel__simps_I45_J,axiom, % 129.02/129.17 ! [V_k] : c_Int_OBit0(V_k) != c_Int_OMin ). % 129.02/129.17 % 129.02/129.17 fof(fact_real__sum__squared__expand,axiom, % 129.02/129.17 ! [V_y,V_x] : hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_x,V_y)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_x)),V_y)) ). % 129.02/129.17 % 129.02/129.17 fof(fact__096_B_Bthesis_O_A_I_B_Bx_Ay_O_Az_A_061_AComplex_Ax_Ay_A_061_061_062_Athesis_J_A_061_061_062_Athesis_096,axiom, % 129.02/129.17 ~ ! [B_x,B_y] : v_z != c_Complex_Ocomplex_OComplex(B_x,B_y) ). % 129.02/129.17 % 129.02/129.17 fof(fact_abs__triangle__ineq,axiom, % 129.02/129.17 ! [V_b,V_a,T_a] : % 129.02/129.17 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.17 => 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))) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_order__refl,axiom, % 129.02/129.17 ! [V_x,T_a] : % 129.02/129.17 ( class_Orderings_Opreorder(T_a) % 129.02/129.17 => c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_x) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power__m1__odd,axiom, % 129.02/129.17 ! [V_n,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Int_Onumber__class_Onumber__of(T_a,c_Int_OMin)),c_Nat_OSuc(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_n))) = c_Int_Onumber__class_Onumber__of(T_a,c_Int_OMin) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power__power__power,axiom, % 129.02/129.17 ! [T_a] : % 129.02/129.17 ( class_Power_Opower(T_a) % 129.02/129.17 => 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)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power2__diff,axiom, % 129.02/129.17 ! [V_y,V_x,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Ominus__class_Ominus(T_a,V_x,V_y)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = c_Groups_Ominus__class_Ominus(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_x)),V_y)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_zero__le__even__power_H,axiom, % 129.02/129.17 ! [V_n,V_a,T_a] : % 129.02/129.17 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.17 => 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),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_n))) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_real__sqrt__ge__abs1,axiom, % 129.02/129.17 ! [V_y,V_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_x),c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))))) ). % 129.02/129.17 % 129.02/129.17 fof(fact_real__sqrt__ge__abs2,axiom, % 129.02/129.17 ! [V_x,V_y] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_y),c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))))) ). % 129.02/129.17 % 129.02/129.17 fof(fact_sum__power2__ge__zero,axiom, % 129.02/129.17 ! [V_y,V_x,T_a] : % 129.02/129.17 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.17 => 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_Power_Opower__class_Opower(T_a),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_C_I2_J,axiom, % 129.02/129.17 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(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)))) ). % 129.02/129.17 % 129.02/129.17 fof(fact_C_I1_J,axiom, % 129.02/129.17 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(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)))) ). % 129.02/129.17 % 129.02/129.17 fof(fact_C_I4_J,axiom, % 129.02/129.17 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Ominus__class_Ominus(tc_Complex_Ocomplex,v_z,c_Complex_Oii))) ). % 129.02/129.17 % 129.02/129.17 fof(fact_C_I3_J,axiom, % 129.02/129.17 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Oplus__class_Oplus(tc_Complex_Ocomplex,v_z,c_Complex_Oii))) ). % 129.02/129.17 % 129.02/129.17 fof(fact_int__0__neq__1,axiom, % 129.02/129.17 c_Groups_Ozero__class_Ozero(tc_Int_Oint) != c_Groups_Oone__class_Oone(tc_Int_Oint) ). % 129.02/129.17 % 129.02/129.17 fof(fact_odd__nonzero,axiom, % 129.02/129.17 ! [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) ). % 129.02/129.17 % 129.02/129.17 fof(fact_number__of__diff,axiom, % 129.02/129.17 ! [V_w,V_v,T_a] : % 129.02/129.17 ( class_Int_Onumber__ring(T_a) % 129.02/129.17 => c_Int_Onumber__class_Onumber__of(T_a,c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_v,V_w)) = c_Groups_Ominus__class_Ominus(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_v),c_Int_Onumber__class_Onumber__of(T_a,V_w)) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_zmult__1,axiom, % 129.02/129.17 ! [V_z] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Groups_Oone__class_Oone(tc_Int_Oint)),V_z) = V_z ). % 129.02/129.17 % 129.02/129.17 fof(fact_zmult__1__right,axiom, % 129.02/129.17 ! [V_z] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_z),c_Groups_Oone__class_Oone(tc_Int_Oint)) = V_z ). % 129.02/129.17 % 129.02/129.17 fof(fact_zmult__commute,axiom, % 129.02/129.17 ! [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) ). % 129.02/129.17 % 129.02/129.17 fof(fact_add__eq__if,axiom, % 129.02/129.17 ! [V_n,V_m] : % 129.02/129.17 ( ( V_m = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.17 => c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n) = V_n ) % 129.02/129.17 & ( V_m != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.17 => 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)) ) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_zpower__zadd__distrib,axiom, % 129.02/129.17 ! [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)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_zadd__zmult__distrib2,axiom, % 129.02/129.17 ! [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)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_zdiff__zmult__distrib2,axiom, % 129.02/129.17 ! [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)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power__Suc__0,axiom, % 129.02/129.17 ! [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)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_zmult__assoc,axiom, % 129.02/129.17 ! [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)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_zadd__zmult__distrib,axiom, % 129.02/129.17 ! [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)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_zdiff__zmult__distrib,axiom, % 129.02/129.17 ! [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)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_nat__power__eq__Suc__0__iff,axiom, % 129.02/129.17 ! [V_m_2,V_xa_2] : % 129.02/129.17 ( hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_xa_2),V_m_2) = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) % 129.02/129.17 <=> ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.17 | V_xa_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_abs__zmult__eq__1,axiom, % 129.02/129.17 ! [V_n,V_m] : % 129.02/129.17 ( 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) % 129.02/129.17 => c_Groups_Oabs__class_Oabs(tc_Int_Oint,V_m) = c_Groups_Oone__class_Oone(tc_Int_Oint) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power_Opower_Opower__Suc,axiom, % 129.02/129.17 ! [V_n_2,V_a_2,V_times_2,V_one_2,T_a] : hAPP(hAPP(c_Power_Opower_Opower(T_a,V_one_2,V_times_2),V_a_2),c_Nat_OSuc(V_n_2)) = hAPP(hAPP(V_times_2,V_a_2),hAPP(hAPP(c_Power_Opower_Opower(T_a,V_one_2,V_times_2),V_a_2),V_n_2)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_power_Opower_Opower__0,axiom, % 129.02/129.17 ! [V_a_2,V_times_2,V_one_2,T_a] : hAPP(hAPP(c_Power_Opower_Opower(T_a,V_one_2,V_times_2),V_a_2),c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) = V_one_2 ). % 129.02/129.17 % 129.02/129.17 fof(fact_complex__diff,axiom, % 129.02/129.17 ! [V_d,V_c,V_b,V_a] : c_Groups_Ominus__class_Ominus(tc_Complex_Ocomplex,c_Complex_Ocomplex_OComplex(V_a,V_b),c_Complex_Ocomplex_OComplex(V_c,V_d)) = c_Complex_Ocomplex_OComplex(c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_a,V_c),c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_b,V_d)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_zadd__assoc,axiom, % 129.02/129.17 ! [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)) ). % 129.02/129.17 % 129.02/129.17 fof(fact_Complex__eq__0,axiom, % 129.02/129.17 ! [V_b_2,V_a_2] : % 129.02/129.17 ( c_Complex_Ocomplex_OComplex(V_a_2,V_b_2) = c_Groups_Ozero__class_Ozero(tc_Complex_Ocomplex) % 129.02/129.17 <=> ( V_a_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) % 129.02/129.17 & V_b_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ) ). % 129.02/129.17 % 129.02/129.17 fof(fact_complex__mod__triangle__ineq2,axiom, % 129.02/129.17 ! [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)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_zadd__left__commute,axiom, % 129.02/129.18 ! [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)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_le__iff__diff__le__0,axiom, % 129.02/129.18 ! [V_b_2,V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,V_b_2) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a_2,V_b_2),c_Groups_Ozero__class_Ozero(T_a)) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_zadd__commute,axiom, % 129.02/129.18 ! [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) ). % 129.02/129.18 % 129.02/129.18 fof(fact_zadd__0__right,axiom, % 129.02/129.18 ! [V_z] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_z,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) = V_z ). % 129.02/129.18 % 129.02/129.18 fof(fact_zadd__0,axiom, % 129.02/129.18 ! [V_z] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_z) = V_z ). % 129.02/129.18 % 129.02/129.18 fof(fact_complex__zero__def,axiom, % 129.02/129.18 c_Groups_Ozero__class_Ozero(tc_Complex_Ocomplex) = c_Complex_Ocomplex_OComplex(c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_zero__reorient,axiom, % 129.02/129.18 ! [V_xa_2,T_a] : % 129.02/129.18 ( class_Groups_Ozero(T_a) % 129.02/129.18 => ( c_Groups_Ozero__class_Ozero(T_a) = V_xa_2 % 129.02/129.18 <=> V_xa_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__0__right,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Groups_Ogroup__add(T_a) % 129.02/129.18 => c_Groups_Ominus__class_Ominus(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) = V_a ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__self,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Groups_Ogroup__add(T_a) % 129.02/129.18 => c_Groups_Ominus__class_Ominus(T_a,V_a,V_a) = c_Groups_Ozero__class_Ozero(T_a) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_eq__iff__diff__eq__0,axiom, % 129.02/129.18 ! [V_b_2,V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Oab__group__add(T_a) % 129.02/129.18 => ( V_a_2 = V_b_2 % 129.02/129.18 <=> c_Groups_Ominus__class_Ominus(T_a,V_a_2,V_b_2) = c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_right__minus__eq,axiom, % 129.02/129.18 ! [V_b_2,V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Ogroup__add(T_a) % 129.02/129.18 => ( c_Groups_Ominus__class_Ominus(T_a,V_a_2,V_b_2) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 <=> V_a_2 = V_b_2 ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__eq__diff__eq,axiom, % 129.02/129.18 ! [V_d_2,V_c_2,V_b_2,V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Oab__group__add(T_a) % 129.02/129.18 => ( c_Groups_Ominus__class_Ominus(T_a,V_a_2,V_b_2) = c_Groups_Ominus__class_Ominus(T_a,V_c_2,V_d_2) % 129.02/129.18 => ( V_a_2 = V_b_2 % 129.02/129.18 <=> V_c_2 = V_d_2 ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__eq__iff,axiom, % 129.02/129.18 ! [V_ya_2,V_xa_2] : % 129.02/129.18 ( c_NthRoot_Osqrt(V_xa_2) = c_NthRoot_Osqrt(V_ya_2) % 129.02/129.18 <=> V_xa_2 = V_ya_2 ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__eq__0__iff,axiom, % 129.02/129.18 ! [V_xa_2] : % 129.02/129.18 ( c_NthRoot_Osqrt(V_xa_2) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) % 129.02/129.18 <=> V_xa_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__zero,axiom, % 129.02/129.18 c_NthRoot_Osqrt(c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__ge__0__iff,axiom, % 129.02/129.18 ! [V_ya_2] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_ya_2)) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_ya_2) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__le__0__iff,axiom, % 129.02/129.18 ! [V_xa_2] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_NthRoot_Osqrt(V_xa_2),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_xa_2,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__ge__zero,axiom, % 129.02/129.18 ! [V_x] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__eq__zero__cancel,axiom, % 129.02/129.18 ! [V_x] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x) % 129.02/129.18 => ( c_NthRoot_Osqrt(V_x) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) % 129.02/129.18 => V_x = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__le__eq__diff,axiom, % 129.02/129.18 ! [V_ya_2,V_xa_2] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_xa_2,V_ya_2) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_xa_2,V_ya_2),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__Suc__eq__diff__pred,axiom, % 129.02/129.18 ! [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) ). % 129.02/129.18 % 129.02/129.18 fof(fact_power__0__Suc,axiom, % 129.02/129.18 ! [V_n,T_a] : % 129.02/129.18 ( ( class_Power_Opower(T_a) % 129.02/129.18 & class_Rings_Osemiring__0(T_a) ) % 129.02/129.18 => 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) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_Suc__eq__plus1,axiom, % 129.02/129.18 ! [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)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_Suc__eq__plus1__left,axiom, % 129.02/129.18 ! [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) ). % 129.02/129.18 % 129.02/129.18 fof(fact_nat__one__le__power,axiom, % 129.02/129.18 ! [V_n,V_i] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_i) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__eq__diff__less__eq,axiom, % 129.02/129.18 ! [V_d_2,V_c_2,V_b_2,V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add(T_a) % 129.02/129.18 => ( c_Groups_Ominus__class_Ominus(T_a,V_a_2,V_b_2) = c_Groups_Ominus__class_Ominus(T_a,V_c_2,V_d_2) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,V_b_2) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_c_2,V_d_2) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_power__eq__0__iff,axiom, % 129.02/129.18 ! [V_n_2,V_a_2,T_a] : % 129.02/129.18 ( ( class_Power_Opower(T_a) % 129.02/129.18 & class_Rings_Omult__zero(T_a) % 129.02/129.18 & class_Rings_Ono__zero__divisors(T_a) % 129.02/129.18 & class_Rings_Ozero__neq__one(T_a) ) % 129.02/129.18 => ( hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a_2),V_n_2) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 <=> ( V_a_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 & V_n_2 != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__add__cancel,axiom, % 129.02/129.18 ! [V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Ogroup__add(T_a) % 129.02/129.18 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b),V_b) = V_a ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__diff__cancel,axiom, % 129.02/129.18 ! [V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Ogroup__add(T_a) % 129.02/129.18 => c_Groups_Ominus__class_Ominus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_b) = V_a ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__minus__commute,axiom, % 129.02/129.18 ! [V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__0__left,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Groups_Omonoid__add(T_a) % 129.02/129.18 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) = V_a ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__0,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Groups_Ocomm__monoid__add(T_a) % 129.02/129.18 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) = V_a ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_double__zero__sym,axiom, % 129.02/129.18 ! [V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Olinordered__ab__group__add(T_a) % 129.02/129.18 => ( c_Groups_Ozero__class_Ozero(T_a) = c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_a_2) % 129.02/129.18 <=> V_a_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__0__right,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Groups_Omonoid__add(T_a) % 129.02/129.18 => c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) = V_a ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add_Ocomm__neutral,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Groups_Ocomm__monoid__add(T_a) % 129.02/129.18 => c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) = V_a ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_mult__eq__if,axiom, % 129.02/129.18 ! [V_n,V_m] : % 129.02/129.18 ( ( V_m = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.18 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) % 129.02/129.18 & ( V_m != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.18 => 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)) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__eq__0,axiom, % 129.02/129.18 ! [V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => ( c_Groups_Oabs__class_Oabs(T_a,V_a_2) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 <=> V_a_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__zero,axiom, % 129.02/129.18 ! [T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(T_a) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_realpow__two__diff,axiom, % 129.02/129.18 ! [V_y,V_x,T_a] : % 129.02/129.18 ( class_Rings_Ocomm__ring__1(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_complex__mod__triangle__sub,axiom, % 129.02/129.18 ! [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))) ). % 129.02/129.18 % 129.02/129.18 fof(fact_power__inject__base,axiom, % 129.02/129.18 ! [V_b,V_n,V_a,T_a] : % 129.02/129.18 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.18 => ( 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)) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.18 => V_a = V_b ) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_power__le__imp__le__base,axiom, % 129.02/129.18 ! [V_b,V_n,V_a,T_a] : % 129.02/129.18 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.18 => ( 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))) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__le__mono,axiom, % 129.02/129.18 ! [V_y,V_x] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,V_y) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__le__iff,axiom, % 129.02/129.18 ! [V_ya_2,V_xa_2] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_NthRoot_Osqrt(V_xa_2),c_NthRoot_Osqrt(V_ya_2)) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_xa_2,V_ya_2) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_power__0__left,axiom, % 129.02/129.18 ! [V_n,T_a] : % 129.02/129.18 ( ( class_Power_Opower(T_a) % 129.02/129.18 & class_Rings_Osemiring__0(T_a) ) % 129.02/129.18 => ( ( V_n = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.18 => 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) ) % 129.02/129.18 & ( V_n != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.18 => 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) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_power__eq__if,axiom, % 129.02/129.18 ! [V_p,V_m] : % 129.02/129.18 ( ( V_m = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.18 => hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_p),V_m) = c_Groups_Oone__class_Oone(tc_Nat_Onat) ) % 129.02/129.18 & ( V_m != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.18 => 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)))) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__mult,axiom, % 129.02/129.18 ! [V_y,V_x] : c_NthRoot_Osqrt(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_x),V_y)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x)),c_NthRoot_Osqrt(V_y)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__power,axiom, % 129.02/129.18 ! [V_k,V_x] : c_NthRoot_Osqrt(hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),V_k)) = hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x)),V_k) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__eq__1__iff,axiom, % 129.02/129.18 ! [V_xa_2] : % 129.02/129.18 ( c_NthRoot_Osqrt(V_xa_2) = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) % 129.02/129.18 <=> V_xa_2 = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__one,axiom, % 129.02/129.18 c_NthRoot_Osqrt(c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__bin__simps_I1_J,axiom, % 129.02/129.18 ! [V_k] : c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_k,c_Int_OPls) = V_k ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__bin__simps_I7_J,axiom, % 129.02/129.18 ! [V_l,V_k] : c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Int_OBit0(V_k),c_Int_OBit0(V_l)) = c_Int_OBit0(c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_k,V_l)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_Bit1__def,axiom, % 129.02/129.18 ! [V_k] : c_Int_OBit1(V_k) = 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_k),V_k) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__Pls__right,axiom, % 129.02/129.18 ! [V_k] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_k,c_Int_OPls) = V_k ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__Pls,axiom, % 129.02/129.18 ! [V_k] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Int_OPls,V_k) = V_k ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__Bit0__Bit0,axiom, % 129.02/129.18 ! [V_l,V_k] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Int_OBit0(V_k),c_Int_OBit0(V_l)) = c_Int_OBit0(c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_k,V_l)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_Bit0__def,axiom, % 129.02/129.18 ! [V_k] : c_Int_OBit0(V_k) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_k,V_k) ). % 129.02/129.18 % 129.02/129.18 fof(fact_zadd__left__mono,axiom, % 129.02/129.18 ! [V_k,V_j,V_i] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_i,V_j) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_plus__numeral__code_I9_J,axiom, % 129.02/129.18 ! [V_w,V_v] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Int_Onumber__class_Onumber__of(tc_Int_Oint,V_v),c_Int_Onumber__class_Onumber__of(tc_Int_Oint,V_w)) = c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_v,V_w)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I10_J,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.18 => 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) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I9_J,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.18 => 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) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_double__eq__0__iff,axiom, % 129.02/129.18 ! [V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Olinordered__ab__group__add(T_a) % 129.02/129.18 => ( c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_a_2) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 <=> V_a_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__0__iff,axiom, % 129.02/129.18 ! [V_a_2,V_b_2,T_a] : % 129.02/129.18 ( class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(T_a) % 129.02/129.18 => ( V_b_2 = c_Groups_Oplus__class_Oplus(T_a,V_b_2,V_a_2) % 129.02/129.18 <=> V_a_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I6_J,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.18 => c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) = V_a ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I5_J,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.18 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) = V_a ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_field__power__not__zero,axiom, % 129.02/129.18 ! [V_n,V_a,T_a] : % 129.02/129.18 ( class_Rings_Oring__1__no__zero__divisors(T_a) % 129.02/129.18 => ( V_a != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n) != c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_Pls__def,axiom, % 129.02/129.18 c_Int_OPls = c_Groups_Ozero__class_Ozero(tc_Int_Oint) ). % 129.02/129.18 % 129.02/129.18 fof(fact_zero__le__zpower__abs,axiom, % 129.02/129.18 ! [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)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__triangle__ineq2__sym,axiom, % 129.02/129.18 ! [V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => 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))) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__triangle__ineq2,axiom, % 129.02/129.18 ! [V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => 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))) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__triangle__ineq3,axiom, % 129.02/129.18 ! [V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => 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))) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__mult__left__cancel,axiom, % 129.02/129.18 ! [V_b_2,V_a_2,V_c_2] : % 129.02/129.18 ( V_c_2 != c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) % 129.02/129.18 => ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_c_2),V_a_2) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_c_2),V_b_2) % 129.02/129.18 <=> V_a_2 = V_b_2 ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__mult__right__cancel,axiom, % 129.02/129.18 ! [V_b_2,V_a_2,V_c_2] : % 129.02/129.18 ( V_c_2 != c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) % 129.02/129.18 => ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_a_2),V_c_2) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_b_2),V_c_2) % 129.02/129.18 <=> V_a_2 = V_b_2 ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__zero__not__eq__one,axiom, % 129.02/129.18 c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) != c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ). % 129.02/129.18 % 129.02/129.18 fof(fact_zero__le__double__add__iff__zero__le__single__add,axiom, % 129.02/129.18 ! [V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Olinordered__ab__group__add(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_a_2)) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_double__add__le__zero__iff__single__add__le__zero,axiom, % 129.02/129.18 ! [V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Olinordered__ab__group__add(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_a_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__nonneg__nonneg,axiom, % 129.02/129.18 ! [V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.18 => 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)) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__nonneg__eq__0__iff,axiom, % 129.02/129.18 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.18 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_xa_2) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ya_2) % 129.02/129.18 => ( c_Groups_Oplus__class_Oplus(T_a,V_xa_2,V_ya_2) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 <=> ( V_xa_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 & V_ya_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__increasing,axiom, % 129.02/129.18 ! [V_c,V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_c) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__increasing2,axiom, % 129.02/129.18 ! [V_a,V_b,V_c,T_a] : % 129.02/129.18 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__nonpos__nonpos,axiom, % 129.02/129.18 ! [V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.18 => 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)) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__of__nonneg,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.18 => c_Groups_Oabs__class_Oabs(T_a,V_a) = V_a ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__le__zero__iff,axiom, % 129.02/129.18 ! [V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.18 <=> V_a_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__ge__zero,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oabs__class_Oabs(T_a,V_a)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_complex__add,axiom, % 129.02/129.18 ! [V_d,V_c,V_b,V_a] : c_Groups_Oplus__class_Oplus(tc_Complex_Ocomplex,c_Complex_Ocomplex_OComplex(V_a,V_b),c_Complex_Ocomplex_OComplex(V_c,V_d)) = c_Complex_Ocomplex_OComplex(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_a,V_c),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_b,V_d)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_Suc3__eq__add__3,axiom, % 129.02/129.18 ! [V_n] : c_Nat_OSuc(c_Nat_OSuc(c_Nat_OSuc(V_n))) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit1(c_Int_OBit1(c_Int_OPls))),V_n) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__mult__self__sum__ge__zero,axiom, % 129.02/129.18 ! [V_y,V_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_x),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_y),V_y)))) ). % 129.02/129.18 % 129.02/129.18 fof(fact_realpow__Suc__le__self,axiom, % 129.02/129.18 ! [V_n,V_r,T_a] : % 129.02/129.18 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_r) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_r,c_Groups_Oone__class_Oone(T_a)) % 129.02/129.18 => 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) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_numeral__3__eq__3,axiom, % 129.02/129.18 c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit1(c_Int_OBit1(c_Int_OPls))) = c_Nat_OSuc(c_Nat_OSuc(c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)))) ). % 129.02/129.18 % 129.02/129.18 fof(fact_numeral__1__eq__Suc__0,axiom, % 129.02/129.18 c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit1(c_Int_OPls)) = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_Complex__eq__number__of,axiom, % 129.02/129.18 ! [V_w_2,V_b_2,V_a_2] : % 129.02/129.18 ( c_Complex_Ocomplex_OComplex(V_a_2,V_b_2) = c_Int_Onumber__class_Onumber__of(tc_Complex_Ocomplex,V_w_2) % 129.02/129.18 <=> ( V_a_2 = c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,V_w_2) % 129.02/129.18 & V_b_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_Complex__eq__1,axiom, % 129.02/129.18 ! [V_b_2,V_a_2] : % 129.02/129.18 ( c_Complex_Ocomplex_OComplex(V_a_2,V_b_2) = c_Groups_Oone__class_Oone(tc_Complex_Ocomplex) % 129.02/129.18 <=> ( V_a_2 = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) % 129.02/129.18 & V_b_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_complex__one__def,axiom, % 129.02/129.18 c_Groups_Oone__class_Oone(tc_Complex_Ocomplex) = c_Complex_Ocomplex_OComplex(c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__2__eq__Suc,axiom, % 129.02/129.18 ! [V_n] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))),V_n) = c_Nat_OSuc(c_Nat_OSuc(V_n)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__2__eq__Suc_H,axiom, % 129.02/129.18 ! [V_n] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = c_Nat_OSuc(c_Nat_OSuc(V_n)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__ge__one,axiom, % 129.02/129.18 ! [V_x] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_x) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__le__1__iff,axiom, % 129.02/129.18 ! [V_xa_2] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_NthRoot_Osqrt(V_xa_2),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_xa_2,c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__ge__1__iff,axiom, % 129.02/129.18 ! [V_ya_2] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_ya_2)) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_ya_2) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_mult__diff__mult,axiom, % 129.02/129.18 ! [V_b,V_a,V_y,V_x,T_a] : % 129.02/129.18 ( class_Rings_Oring(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_left__diff__distrib__number__of,axiom, % 129.02/129.18 ! [V_v,V_b,V_a,T_b] : % 129.02/129.18 ( ( class_Int_Onumber(T_b) % 129.02/129.18 & class_Rings_Oring(T_b) ) % 129.02/129.18 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),c_Groups_Ominus__class_Ominus(T_b,V_a,V_b)),c_Int_Onumber__class_Onumber__of(T_b,V_v)) = c_Groups_Ominus__class_Ominus(T_b,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),V_a),c_Int_Onumber__class_Onumber__of(T_b,V_v)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),V_b),c_Int_Onumber__class_Onumber__of(T_b,V_v))) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_right__diff__distrib__number__of,axiom, % 129.02/129.18 ! [V_c,V_b,V_v,T_b] : % 129.02/129.18 ( ( class_Int_Onumber(T_b) % 129.02/129.18 & class_Rings_Oring(T_b) ) % 129.02/129.18 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),c_Int_Onumber__class_Onumber__of(T_b,V_v)),c_Groups_Ominus__class_Ominus(T_b,V_b,V_c)) = c_Groups_Ominus__class_Ominus(T_b,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),c_Int_Onumber__class_Onumber__of(T_b,V_v)),V_b),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_b),c_Int_Onumber__class_Onumber__of(T_b,V_v)),V_c)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__number__of__diff1,axiom, % 129.02/129.18 ! [V_c,V_w,V_v,T_a] : % 129.02/129.18 ( class_Int_Onumber__ring(T_a) % 129.02/129.18 => c_Groups_Oplus__class_Oplus(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_v),c_Groups_Ominus__class_Ominus(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w),V_c)) = c_Groups_Ominus__class_Ominus(T_a,c_Int_Onumber__class_Onumber__of(T_a,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_v,V_w)),V_c) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__diff__triangle__ineq,axiom, % 129.02/129.18 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => 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)))) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__triangle__ineq4,axiom, % 129.02/129.18 ! [V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => 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))) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__abs2,axiom, % 129.02/129.18 ! [V_x] : c_NthRoot_Osqrt(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_x),V_x)) = c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_x) ). % 129.02/129.18 % 129.02/129.18 fof(fact_numeral__2__eq__2,axiom, % 129.02/129.18 c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))) = c_Nat_OSuc(c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))) ). % 129.02/129.18 % 129.02/129.18 fof(fact_semiring__norm_I115_J,axiom, % 129.02/129.18 c_Nat_OSuc(c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))) = c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__bin__simps_I10_J,axiom, % 129.02/129.18 ! [V_l,V_k] : c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Int_OBit1(V_k),c_Int_OBit1(V_l)) = c_Int_OBit0(c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_k,V_l)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__bin__simps_I9_J,axiom, % 129.02/129.18 ! [V_l,V_k] : c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Int_OBit1(V_k),c_Int_OBit0(V_l)) = c_Int_OBit1(c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_k,V_l)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__bin__simps_I3_J,axiom, % 129.02/129.18 ! [V_l] : c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Int_OPls,c_Int_OBit0(V_l)) = c_Int_OBit0(c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Int_OPls,V_l)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I28_J,axiom, % 129.02/129.18 ! [V_q,V_x,T_a] : % 129.02/129.18 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I27_J,axiom, % 129.02/129.18 ! [V_q,V_x,T_a] : % 129.02/129.18 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I35_J,axiom, % 129.02/129.18 ! [V_q,V_x,T_a] : % 129.02/129.18 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_power__Suc2,axiom, % 129.02/129.18 ! [V_n,V_a,T_a] : % 129.02/129.18 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.18 => 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) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_power__Suc,axiom, % 129.02/129.18 ! [V_n,V_a,T_a] : % 129.02/129.18 ( class_Power_Opower(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I26_J,axiom, % 129.02/129.18 ! [V_q,V_p,V_x,T_a] : % 129.02/129.18 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_power__add,axiom, % 129.02/129.18 ! [V_n,V_m,V_a,T_a] : % 129.02/129.18 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_mult__Bit1,axiom, % 129.02/129.18 ! [V_l,V_k] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Int_OBit1(V_k)),V_l) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Int_OBit0(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k),V_l)),V_l) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__Bit1__Bit0,axiom, % 129.02/129.18 ! [V_l,V_k] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Int_OBit1(V_k),c_Int_OBit0(V_l)) = c_Int_OBit1(c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_k,V_l)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__Bit0__Bit1,axiom, % 129.02/129.18 ! [V_l,V_k] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Int_OBit0(V_k),c_Int_OBit1(V_l)) = c_Int_OBit1(c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_k,V_l)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_sum__squares__eq__zero__iff,axiom, % 129.02/129.18 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.18 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.18 => ( c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_xa_2),V_xa_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ya_2),V_ya_2)) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 <=> ( V_xa_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 & V_ya_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__scale__eq__noteq,axiom, % 129.02/129.18 ! [V_d,V_c,V_b,V_a,V_r,T_a] : % 129.02/129.18 ( class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(T_a) % 129.02/129.18 => ( V_r != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 => ( ( V_a = V_b % 129.02/129.18 & V_c != V_d ) % 129.02/129.18 => 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)) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_complex__mult,axiom, % 129.02/129.18 ! [V_d,V_c,V_b,V_a] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Complex_Ocomplex),c_Complex_Ocomplex_OComplex(V_a,V_b)),c_Complex_Ocomplex_OComplex(V_c,V_d)) = c_Complex_Ocomplex_OComplex(c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_b),V_d)),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_a),V_d),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_b),V_c))) ). % 129.02/129.18 % 129.02/129.18 fof(fact_power__mono,axiom, % 129.02/129.18 ! [V_n,V_b,V_a,T_a] : % 129.02/129.18 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.18 => 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)) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_zero__le__power,axiom, % 129.02/129.18 ! [V_n,V_a,T_a] : % 129.02/129.18 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.18 => 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)) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_semiring__norm_I112_J,axiom, % 129.02/129.18 ! [T_a] : % 129.02/129.18 ( class_Int_Onumber__ring(T_a) % 129.02/129.18 => c_Groups_Ozero__class_Ozero(T_a) = c_Int_Onumber__class_Onumber__of(T_a,c_Int_OPls) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_number__of__Pls,axiom, % 129.02/129.18 ! [T_a] : % 129.02/129.18 ( class_Int_Onumber__ring(T_a) % 129.02/129.18 => c_Int_Onumber__class_Onumber__of(T_a,c_Int_OPls) = c_Groups_Ozero__class_Ozero(T_a) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I32_J,axiom, % 129.02/129.18 ! [V_x,T_a] : % 129.02/129.18 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.18 => 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) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_power__0,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Power_Opower(T_a) % 129.02/129.18 => 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) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_nat__number__of__Pls,axiom, % 129.02/129.18 c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OPls) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ). % 129.02/129.18 % 129.02/129.18 fof(fact_semiring__norm_I113_J,axiom, % 129.02/129.18 c_Groups_Ozero__class_Ozero(tc_Nat_Onat) = c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OPls) ). % 129.02/129.18 % 129.02/129.18 fof(fact_zero__is__num__zero,axiom, % 129.02/129.18 c_Groups_Ozero__class_Ozero(tc_Int_Oint) = c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OPls) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__two__squares__add__zero__iff,axiom, % 129.02/129.18 ! [V_ya_2,V_xa_2] : % 129.02/129.18 ( c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_xa_2),V_xa_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_ya_2),V_ya_2)) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) % 129.02/129.18 <=> ( V_xa_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) % 129.02/129.18 & V_ya_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__two__ge__zero,axiom, % 129.02/129.18 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) ). % 129.02/129.18 % 129.02/129.18 fof(fact_complex__norm,axiom, % 129.02/129.18 ! [V_y,V_x] : c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Complex_Ocomplex_OComplex(V_x,V_y)) = c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))) ). % 129.02/129.18 % 129.02/129.18 fof(fact_le__real__sqrt__sumsq,axiom, % 129.02/129.18 ! [V_y,V_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_x),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_y),V_y)))) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__unique,axiom, % 129.02/129.18 ! [V_x,V_y] : % 129.02/129.18 ( hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = V_x % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_y) % 129.02/129.18 => c_NthRoot_Osqrt(V_x) = V_y ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__pow2,axiom, % 129.02/129.18 ! [V_x] : % 129.02/129.18 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x) % 129.02/129.18 => hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = V_x ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__pow2__iff,axiom, % 129.02/129.18 ! [V_xa_2] : % 129.02/129.18 ( hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_xa_2)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = V_xa_2 % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_xa_2) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__squared__diff__one__factored,axiom, % 129.02/129.18 ! [V_x,T_a] : % 129.02/129.18 ( class_Rings_Oring__1(T_a) % 129.02/129.18 => 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))) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__sum__squares__eq__cancel2,axiom, % 129.02/129.18 ! [V_y,V_x] : % 129.02/129.18 ( c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))) = V_y % 129.02/129.18 => V_x = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__sum__squares__eq__cancel,axiom, % 129.02/129.18 ! [V_y,V_x] : % 129.02/129.18 ( c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))) = V_x % 129.02/129.18 => V_y = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__bin__simps_I4_J,axiom, % 129.02/129.18 ! [V_l] : c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Int_OPls,c_Int_OBit1(V_l)) = c_Int_OBit1(c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Int_OMin,V_l)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__bin__simps_I6_J,axiom, % 129.02/129.18 ! [V_l] : c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Int_OMin,c_Int_OBit1(V_l)) = c_Int_OBit0(c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Int_OMin,V_l)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_diff__bin__simps_I5_J,axiom, % 129.02/129.18 ! [V_l] : c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Int_OMin,c_Int_OBit0(V_l)) = c_Int_OBit1(c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Int_OMin,V_l)) ). % 129.02/129.18 % 129.02/129.18 fof(fact_sum__squares__le__zero__iff,axiom, % 129.02/129.18 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.18 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.18 => ( 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_xa_2),V_xa_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ya_2),V_ya_2)),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.18 <=> ( V_xa_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.18 & V_ya_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_sum__squares__ge__zero,axiom, % 129.02/129.18 ! [V_y,V_x,T_a] : % 129.02/129.18 ( class_Rings_Olinordered__ring(T_a) % 129.02/129.18 => 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))) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_linorder__le__cases,axiom, % 129.02/129.18 ! [V_y,V_x,T_a] : % 129.02/129.18 ( class_Orderings_Olinorder(T_a) % 129.02/129.18 => ( ~ c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_le__funE,axiom, % 129.02/129.18 ! [V_xa_2,V_g_2,V_f_2,T_a,T_b] : % 129.02/129.18 ( class_Orderings_Oord(T_b) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(tc_fun(T_a,T_b),V_f_2,V_g_2) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_b,hAPP(V_f_2,V_xa_2),hAPP(V_g_2,V_xa_2)) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_xt1_I6_J,axiom, % 129.02/129.18 ! [V_z,V_x,V_y,T_a] : % 129.02/129.18 ( class_Orderings_Oorder(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_z,V_y) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,V_z,V_x) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_xt1_I5_J,axiom, % 129.02/129.18 ! [V_x,V_y,T_a] : % 129.02/129.18 ( class_Orderings_Oorder(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) % 129.02/129.18 => V_x = V_y ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_order__trans,axiom, % 129.02/129.18 ! [V_z,V_y,V_x,T_a] : % 129.02/129.18 ( class_Orderings_Opreorder(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_z) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_z) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_order__antisym,axiom, % 129.02/129.18 ! [V_y,V_x,T_a] : % 129.02/129.18 ( class_Orderings_Oorder(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) % 129.02/129.18 => V_x = V_y ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_xt1_I4_J,axiom, % 129.02/129.18 ! [V_c,V_a,V_b,T_a] : % 129.02/129.18 ( class_Orderings_Oorder(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a) % 129.02/129.18 => ( V_b = V_c % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_a) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_ord__le__eq__trans,axiom, % 129.02/129.18 ! [V_c,V_b,V_a,T_a] : % 129.02/129.18 ( class_Orderings_Oord(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.18 => ( V_b = V_c % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_c) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_xt1_I3_J,axiom, % 129.02/129.18 ! [V_c,V_b,V_a,T_a] : % 129.02/129.18 ( class_Orderings_Oorder(T_a) % 129.02/129.18 => ( V_a = V_b % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_b) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_a) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_ord__eq__le__trans,axiom, % 129.02/129.18 ! [V_c,V_b,V_a,T_a] : % 129.02/129.18 ( class_Orderings_Oord(T_a) % 129.02/129.18 => ( V_a = V_b % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_c) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_c) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_order__antisym__conv,axiom, % 129.02/129.18 ! [V_xa_2,V_ya_2,T_a] : % 129.02/129.18 ( class_Orderings_Oorder(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_ya_2,V_xa_2) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_xa_2,V_ya_2) % 129.02/129.18 <=> V_xa_2 = V_ya_2 ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_le__funD,axiom, % 129.02/129.18 ! [V_xa_2,V_g_2,V_f_2,T_a,T_b] : % 129.02/129.18 ( class_Orderings_Oord(T_b) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(tc_fun(T_a,T_b),V_f_2,V_g_2) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_b,hAPP(V_f_2,V_xa_2),hAPP(V_g_2,V_xa_2)) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_order__eq__refl,axiom, % 129.02/129.18 ! [V_y,V_x,T_a] : % 129.02/129.18 ( class_Orderings_Opreorder(T_a) % 129.02/129.18 => ( V_x = V_y % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_order__eq__iff,axiom, % 129.02/129.18 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.18 ( class_Orderings_Oorder(T_a) % 129.02/129.18 => ( V_xa_2 = V_ya_2 % 129.02/129.18 <=> ( c_Orderings_Oord__class_Oless__eq(T_a,V_xa_2,V_ya_2) % 129.02/129.18 & c_Orderings_Oord__class_Oless__eq(T_a,V_ya_2,V_xa_2) ) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_linorder__linear,axiom, % 129.02/129.18 ! [V_y,V_x,T_a] : % 129.02/129.18 ( class_Orderings_Olinorder(T_a) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) % 129.02/129.18 | c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_le__fun__def,axiom, % 129.02/129.18 ! [V_g_2,V_f_2,T_a,T_b] : % 129.02/129.18 ( class_Orderings_Oord(T_b) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(tc_fun(T_a,T_b),V_f_2,V_g_2) % 129.02/129.18 <=> ! [B_x] : c_Orderings_Oord__class_Oless__eq(T_b,hAPP(V_f_2,B_x),hAPP(V_g_2,B_x)) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_ab__semigroup__mult__class_Omult__ac_I1_J,axiom, % 129.02/129.18 ! [V_c,V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Oab__semigroup__mult(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_number__of__Bit0,axiom, % 129.02/129.18 ! [V_w,T_a] : % 129.02/129.18 ( class_Int_Onumber__ring(T_a) % 129.02/129.18 => c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit0(V_w)) = c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w)),c_Int_Onumber__class_Onumber__of(T_a,V_w)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_ab__semigroup__add__class_Oadd__ac_I1_J,axiom, % 129.02/129.18 ! [V_c,V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Oab__semigroup__add(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__left__cancel,axiom, % 129.02/129.18 ! [V_c_2,V_b_2,V_a_2,T_a] : % 129.02/129.18 ( class_Groups_Ocancel__semigroup__add(T_a) % 129.02/129.18 => ( c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_b_2) = c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_c_2) % 129.02/129.18 <=> V_b_2 = V_c_2 ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__right__cancel,axiom, % 129.02/129.18 ! [V_c_2,V_a_2,V_b_2,T_a] : % 129.02/129.18 ( class_Groups_Ocancel__semigroup__add(T_a) % 129.02/129.18 => ( c_Groups_Oplus__class_Oplus(T_a,V_b_2,V_a_2) = c_Groups_Oplus__class_Oplus(T_a,V_c_2,V_a_2) % 129.02/129.18 <=> V_b_2 = V_c_2 ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__left__imp__eq,axiom, % 129.02/129.18 ! [V_c,V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Ocancel__semigroup__add(T_a) % 129.02/129.18 => ( c_Groups_Oplus__class_Oplus(T_a,V_a,V_b) = c_Groups_Oplus__class_Oplus(T_a,V_a,V_c) % 129.02/129.18 => V_b = V_c ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__imp__eq,axiom, % 129.02/129.18 ! [V_c,V_b,V_a,T_a] : % 129.02/129.18 ( class_Groups_Ocancel__ab__semigroup__add(T_a) % 129.02/129.18 => ( c_Groups_Oplus__class_Oplus(T_a,V_a,V_b) = c_Groups_Oplus__class_Oplus(T_a,V_a,V_c) % 129.02/129.18 => V_b = V_c ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_add__right__imp__eq,axiom, % 129.02/129.18 ! [V_c,V_a,V_b,T_a] : % 129.02/129.18 ( class_Groups_Ocancel__semigroup__add(T_a) % 129.02/129.18 => ( c_Groups_Oplus__class_Oplus(T_a,V_b,V_a) = c_Groups_Oplus__class_Oplus(T_a,V_c,V_a) % 129.02/129.18 => V_b = V_c ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_zero__le__power__abs,axiom, % 129.02/129.18 ! [V_n,V_a,T_a] : % 129.02/129.18 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.18 => 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)) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_one__reorient,axiom, % 129.02/129.18 ! [V_xa_2,T_a] : % 129.02/129.18 ( class_Groups_Oone(T_a) % 129.02/129.18 => ( c_Groups_Oone__class_Oone(T_a) = V_xa_2 % 129.02/129.18 <=> V_xa_2 = c_Groups_Oone__class_Oone(T_a) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_eq__number__of__0,axiom, % 129.02/129.18 ! [V_v_2] : % 129.02/129.18 ( c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_v_2) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_v_2,c_Int_OPls) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_eq__0__number__of,axiom, % 129.02/129.18 ! [V_v_2] : % 129.02/129.18 ( c_Groups_Ozero__class_Ozero(tc_Nat_Onat) = c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_v_2) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_v_2,c_Int_OPls) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__sum__squares__ge__zero,axiom, % 129.02/129.18 ! [V_y,V_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))))) ). % 129.02/129.18 % 129.02/129.18 fof(fact_abs__idempotent,axiom, % 129.02/129.18 ! [V_a,T_a] : % 129.02/129.18 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.18 => 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) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_odd__0__le__power__imp__0__le,axiom, % 129.02/129.18 ! [V_n,V_a,T_a] : % 129.02/129.18 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.18 => ( 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),c_Nat_OSuc(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_n)))) % 129.02/129.18 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_complex_Oinject,axiom, % 129.02/129.18 ! [V_real2_H_2,V_real1_H_2,V_real2_2,V_real1_2] : % 129.02/129.18 ( c_Complex_Ocomplex_OComplex(V_real1_2,V_real2_2) = c_Complex_Ocomplex_OComplex(V_real1_H_2,V_real2_H_2) % 129.02/129.18 <=> ( V_real1_2 = V_real1_H_2 % 129.02/129.18 & V_real2_2 = V_real2_H_2 ) ) ). % 129.02/129.18 % 129.02/129.18 fof(fact_real__sqrt__sum__squares__mult__ge__zero,axiom, % 129.02/129.18 ! [V_ya,V_xa,V_y,V_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_xa),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_ya),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))))) ). % 129.02/129.18 % 129.02/129.18 fof(fact_le__special_I3_J,axiom, % 129.02/129.18 ! [V_xa_2,T_a] : % 129.02/129.18 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.18 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.18 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_xa_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.18 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_xa_2,c_Int_OPls) ) ) ). % 129.02/129.18 % 129.02/129.19 fof(fact_le__special_I1_J,axiom, % 129.02/129.19 ! [V_ya_2,T_a] : % 129.02/129.19 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.19 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_ya_2)) % 129.02/129.19 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Int_OPls,V_ya_2) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_power__decreasing,axiom, % 129.02/129.19 ! [V_a,V_N,V_n,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_N) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Oone__class_Oone(T_a)) % 129.02/129.19 => 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)) ) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__mult__2,axiom, % 129.02/129.19 ! [V_z] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_z) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_z,V_z) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__mult__2__right,axiom, % 129.02/129.19 ! [V_z] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_z),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_z,V_z) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__1__add__1,axiom, % 129.02/129.19 c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Oone__class_Oone(tc_Nat_Onat),c_Groups_Oone__class_Oone(tc_Nat_Onat)) = c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))) ). % 129.02/129.19 % 129.02/129.19 fof(fact_zero__eq__power2,axiom, % 129.02/129.19 ! [V_a_2,T_a] : % 129.02/129.19 ( class_Rings_Oring__1__no__zero__divisors(T_a) % 129.02/129.19 => ( hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 <=> V_a_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_zero__power2,axiom, % 129.02/129.19 ! [T_a] : % 129.02/129.19 ( class_Rings_Osemiring__1(T_a) % 129.02/129.19 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Ozero__class_Ozero(T_a)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = c_Groups_Ozero__class_Ozero(T_a) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_real__sqrt__abs,axiom, % 129.02/129.19 ! [V_x] : c_NthRoot_Osqrt(hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) = c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_x) ). % 129.02/129.19 % 129.02/129.19 fof(fact_power2__eq__imp__eq,axiom, % 129.02/129.19 ! [V_y,V_x,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.19 => ( hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.19 => V_x = V_y ) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_power2__le__imp__le,axiom, % 129.02/129.19 ! [V_y,V_x,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_zero__le__power2,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.19 => 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),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_sum__power2__eq__zero__iff,axiom, % 129.02/129.19 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.19 => ( c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_xa_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_ya_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 <=> ( V_xa_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 & V_ya_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_real__sqrt__sum__squares__triangle__ineq,axiom, % 129.02/129.19 ! [V_d,V_b,V_c,V_a] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_a,V_c)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_b,V_d)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_a),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_b),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))),c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_c),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_d),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))))) ). % 129.02/129.19 % 129.02/129.19 fof(fact_real__sqrt__sum__squares__ge2,axiom, % 129.02/129.19 ! [V_x,V_y] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_y,c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))))) ). % 129.02/129.19 % 129.02/129.19 fof(fact_real__sqrt__sum__squares__ge1,axiom, % 129.02/129.19 ! [V_y,V_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))))) ). % 129.02/129.19 % 129.02/129.19 fof(fact_real__sqrt__sum__squares__mult__squared__eq,axiom, % 129.02/129.19 ! [V_ya,V_xa,V_y,V_x] : hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_NthRoot_Osqrt(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_xa),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_ya),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))))),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_xa),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_ya),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))) ). % 129.02/129.19 % 129.02/129.19 fof(fact_realpow__two__sum__zero__iff,axiom, % 129.02/129.19 ! [V_ya_2,V_xa_2] : % 129.02/129.19 ( c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_xa_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_ya_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) % 129.02/129.19 <=> ( V_xa_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) % 129.02/129.19 & V_ya_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__le__imp__le__left,axiom, % 129.02/129.19 ! [V_b,V_a,V_c,T_a] : % 129.02/129.19 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a) % 129.02/129.19 => ( 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)) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__le__imp__le__right,axiom, % 129.02/129.19 ! [V_b,V_c,V_a,T_a] : % 129.02/129.19 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a) % 129.02/129.19 => ( 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)) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__mono,axiom, % 129.02/129.19 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.19 ( class_Groups_Oordered__ab__semigroup__add(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_d) % 129.02/129.19 => 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)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__left__mono,axiom, % 129.02/129.19 ! [V_c,V_b,V_a,T_a] : % 129.02/129.19 ( class_Groups_Oordered__ab__semigroup__add(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.19 => 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)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__right__mono,axiom, % 129.02/129.19 ! [V_c,V_b,V_a,T_a] : % 129.02/129.19 ( class_Groups_Oordered__ab__semigroup__add(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.19 => 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)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__le__cancel__left,axiom, % 129.02/129.19 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.19 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_c_2,V_a_2),c_Groups_Oplus__class_Oplus(T_a,V_c_2,V_b_2)) % 129.02/129.19 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,V_b_2) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__le__cancel__right,axiom, % 129.02/129.19 ! [V_b_2,V_c_2,V_a_2,T_a] : % 129.02/129.19 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_c_2),c_Groups_Oplus__class_Oplus(T_a,V_b_2,V_c_2)) % 129.02/129.19 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,V_b_2) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult_Ocomm__neutral,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_Groups_Ocomm__monoid__mult(T_a) % 129.02/129.19 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Oone__class_Oone(T_a)) = V_a ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__1__right,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.19 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Oone__class_Oone(T_a)) = V_a ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__1,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_Groups_Ocomm__monoid__mult(T_a) % 129.02/129.19 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oone__class_Oone(T_a)),V_a) = V_a ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__1__left,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.19 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oone__class_Oone(T_a)),V_a) = V_a ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_abs__le__D1,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),V_b) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_abs__ge__self,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Oabs__class_Oabs(T_a,V_a)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_abs__add__abs,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I37_J,axiom, % 129.02/129.19 ! [V_n,V_x,T_a] : % 129.02/129.19 ( class_Rings_Ocomm__semiring__1(T_a) % 129.02/129.19 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Nat_OSuc(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_n))) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_n)),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_n))) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_power__odd__eq,axiom, % 129.02/129.19 ! [V_n,V_a,T_a] : % 129.02/129.19 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.19 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Nat_OSuc(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_n))) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_sum__power2__le__zero__iff,axiom, % 129.02/129.19 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_xa_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_ya_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 <=> ( V_xa_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 & V_ya_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_even__power__le__0__imp__0,axiom, % 129.02/129.19 ! [V_k,V_a,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_k)),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 => V_a = c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I7_J,axiom, % 129.02/129.19 c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__diff__triangle__ineq,axiom, % 129.02/129.19 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => 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)))) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_convex__bound__le,axiom, % 129.02/129.19 ! [V_v,V_u,V_y,V_a,V_x,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__semiring__1(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_u) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_v) % 129.02/129.19 => ( c_Groups_Oplus__class_Oplus(T_a,V_u,V_v) = c_Groups_Oone__class_Oone(T_a) % 129.02/129.19 => 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) ) ) ) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__number__of,axiom, % 129.02/129.19 ! [V_w,T_a] : % 129.02/129.19 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.19 & class_RealVector_Oreal__normed__algebra__1(T_a) ) % 129.02/129.19 => c_RealVector_Onorm__class_Onorm(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w)) = c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,V_w)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__triangle__ineq3,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => 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))) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__power__ineq,axiom, % 129.02/129.19 ! [V_n,V_x,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra__1(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__triangle__ineq4,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => 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))) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_complex__i__not__one,axiom, % 129.02/129.19 c_Complex_Oii != c_Groups_Oone__class_Oone(tc_Complex_Ocomplex) ). % 129.02/129.19 % 129.02/129.19 fof(fact_complex__i__not__number__of,axiom, % 129.02/129.19 ! [V_w] : c_Complex_Oii != c_Int_Onumber__class_Onumber__of(tc_Complex_Ocomplex,V_w) ). % 129.02/129.19 % 129.02/129.19 fof(fact_complex__i__not__zero,axiom, % 129.02/129.19 c_Complex_Oii != c_Groups_Ozero__class_Ozero(tc_Complex_Ocomplex) ). % 129.02/129.19 % 129.02/129.19 fof(fact_real__norm__def,axiom, % 129.02/129.19 ! [V_r] : c_RealVector_Onorm__class_Onorm(tc_RealDef_Oreal,V_r) = c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_r) ). % 129.02/129.19 % 129.02/129.19 fof(fact_i__squared,axiom, % 129.02/129.19 hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Complex_Ocomplex),c_Complex_Oii),c_Complex_Oii) = c_Int_Onumber__class_Onumber__of(tc_Complex_Ocomplex,c_Int_OMin) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Complex__eq__i,axiom, % 129.02/129.19 ! [V_ya_2,V_xa_2] : % 129.02/129.19 ( c_Complex_Ocomplex_OComplex(V_xa_2,V_ya_2) = c_Complex_Oii % 129.02/129.19 <=> ( V_xa_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) % 129.02/129.19 & V_ya_2 = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_i__def,axiom, % 129.02/129.19 c_Complex_Oii = c_Complex_Ocomplex_OComplex(c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I5_J,axiom, % 129.02/129.19 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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__zero__left,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_Rings_Omult__zero(T_a) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult_Ozero__left,axiom, % 129.02/129.19 ! [V_b,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__left_Ozero,axiom, % 129.02/129.19 ! [V_y,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__zero__right,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_Rings_Omult__zero(T_a) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult_Ozero__right,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__right_Ozero,axiom, % 129.02/129.19 ! [V_x,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__eq__0__iff,axiom, % 129.02/129.19 ! [V_b_2,V_a_2,T_a] : % 129.02/129.19 ( class_Rings_Oring__no__zero__divisors(T_a) % 129.02/129.19 => ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_b_2) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 <=> ( V_a_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 | V_b_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_no__zero__divisors,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Ono__zero__divisors(T_a) % 129.02/129.19 => ( V_a != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 => ( V_b != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b) != c_Groups_Ozero__class_Ozero(T_a) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_divisors__zero,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Ono__zero__divisors(T_a) % 129.02/129.19 => ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 => ( V_a = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 | V_b = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_one__neq__zero,axiom, % 129.02/129.19 ! [T_a] : % 129.02/129.19 ( class_Rings_Ozero__neq__one(T_a) % 129.02/129.19 => c_Groups_Oone__class_Oone(T_a) != c_Groups_Ozero__class_Ozero(T_a) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_zero__neq__one,axiom, % 129.02/129.19 ! [T_a] : % 129.02/129.19 ( class_Rings_Ozero__neq__one(T_a) % 129.02/129.19 => c_Groups_Ozero__class_Ozero(T_a) != c_Groups_Oone__class_Oone(T_a) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult_Oadd__right,axiom, % 129.02/129.19 ! [V_b_H,V_b,V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__right_Oadd,axiom, % 129.02/129.19 ! [V_y,V_x,V_xa,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_comm__semiring__class_Odistrib,axiom, % 129.02/129.19 ! [V_c,V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Ocomm__semiring(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult_Oadd__left,axiom, % 129.02/129.19 ! [V_b,V_a_H,V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__left_Oadd,axiom, % 129.02/129.19 ! [V_ya,V_y,V_x,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_combine__common__factor,axiom, % 129.02/129.19 ! [V_c,V_b,V_e,V_a,T_a] : % 129.02/129.19 ( class_Rings_Osemiring(T_a) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult_Odiff__right,axiom, % 129.02/129.19 ! [V_b_H,V_b,V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__right_Odiff,axiom, % 129.02/129.19 ! [V_y,V_x,V_xa,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult_Odiff__left,axiom, % 129.02/129.19 ! [V_b,V_a_H,V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__left_Odiff,axiom, % 129.02/129.19 ! [V_ya,V_y,V_x,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__eq__zero,axiom, % 129.02/129.19 ! [V_xa_2,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => ( c_RealVector_Onorm__class_Onorm(T_a,V_xa_2) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) % 129.02/129.19 <=> V_xa_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__zero,axiom, % 129.02/129.19 ! [T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_abs__mult,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_abs__mult__self,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_abs__one,axiom, % 129.02/129.19 ! [T_a] : % 129.02/129.19 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.19 => c_Groups_Oabs__class_Oabs(T_a,c_Groups_Oone__class_Oone(T_a)) = c_Groups_Oone__class_Oone(T_a) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__minus__commute,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__ge__zero,axiom, % 129.02/129.19 ! [V_x,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I6_J,axiom, % 129.02/129.19 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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I1_J,axiom, % 129.02/129.19 ! [V_y,V_x] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_x) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_y) % 129.02/129.19 => 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)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I2_J,axiom, % 129.02/129.19 ! [V_y,V_x] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_x) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_y) % 129.02/129.19 => 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)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_abs__norm__cancel,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I4_J,axiom, % 129.02/129.19 ! [V_n,V_x] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_x) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_power2__i,axiom, % 129.02/129.19 hAPP(hAPP(c_Power_Opower__class_Opower(tc_Complex_Ocomplex),c_Complex_Oii),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) = c_Int_Onumber__class_Onumber__of(tc_Complex_Ocomplex,c_Int_OMin) ). % 129.02/129.19 % 129.02/129.19 fof(fact_zero__le__square,axiom, % 129.02/129.19 ! [V_a,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__ring(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_zero__le__mult__iff,axiom, % 129.02/129.19 ! [V_b_2,V_a_2,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.19 => ( 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_2),V_b_2)) % 129.02/129.19 <=> ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) % 129.02/129.19 & c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b_2) ) % 129.02/129.19 | ( c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 & c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__le__0__iff,axiom, % 129.02/129.19 ! [V_b_2,V_a_2,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_b_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 <=> ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) % 129.02/129.19 & c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,c_Groups_Ozero__class_Ozero(T_a)) ) % 129.02/129.19 | ( c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 & c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b_2) ) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__nonneg__nonneg,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__cancel__semiring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.19 => 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)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__nonneg__nonpos,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__cancel__semiring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 => 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)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__nonneg__nonpos2,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__cancel__semiring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 => 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)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__nonpos__nonneg,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__cancel__semiring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.19 => 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)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__nonpos__nonpos,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__ring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 => 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)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__right__mono,axiom, % 129.02/129.19 ! [V_c,V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__semiring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.19 => 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)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__left__mono,axiom, % 129.02/129.19 ! [V_c,V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__semiring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.19 => 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)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_comm__mult__left__mono,axiom, % 129.02/129.19 ! [V_c,V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__comm__semiring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.19 => 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)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__right__mono__neg,axiom, % 129.02/129.19 ! [V_c,V_a,V_b,T_a] : % 129.02/129.19 ( class_Rings_Oordered__ring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 => 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)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__left__mono__neg,axiom, % 129.02/129.19 ! [V_c,V_a,V_b,T_a] : % 129.02/129.19 ( class_Rings_Oordered__ring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 => 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)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__mono_H,axiom, % 129.02/129.19 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__semiring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_d) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.19 => 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)) ) ) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__mono,axiom, % 129.02/129.19 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__semiring(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_d) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.19 => 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)) ) ) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_split__mult__pos__le,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__ring(T_a) % 129.02/129.19 => ( ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.19 & c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) ) % 129.02/129.19 | ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 & c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) ) ) % 129.02/129.19 => 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)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_split__mult__neg__le,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__cancel__semiring(T_a) % 129.02/129.19 => ( ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.19 & c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) ) % 129.02/129.19 | ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.19 & c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) ) ) % 129.02/129.19 => 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)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_not__one__le__zero,axiom, % 129.02/129.19 ! [T_a] : % 129.02/129.19 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.19 => ~ c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oone__class_Oone(T_a),c_Groups_Ozero__class_Ozero(T_a)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_zero__le__one,axiom, % 129.02/129.19 ! [T_a] : % 129.02/129.19 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oone__class_Oone(T_a)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult_Oprod__diff__prod,axiom, % 129.02/129.19 ! [V_b,V_a,V_y,V_x,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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))) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_eq__add__iff2,axiom, % 129.02/129.19 ! [V_d_2,V_b_2,V_c_2,V_e_2,V_a_2,T_a] : % 129.02/129.19 ( class_Rings_Oring(T_a) % 129.02/129.19 => ( c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_e_2),V_c_2) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_d_2) % 129.02/129.19 <=> V_c_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_a_2)),V_e_2),V_d_2) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_eq__add__iff1,axiom, % 129.02/129.19 ! [V_d_2,V_b_2,V_c_2,V_e_2,V_a_2,T_a] : % 129.02/129.19 ( class_Rings_Oring(T_a) % 129.02/129.19 => ( c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_e_2),V_c_2) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_d_2) % 129.02/129.19 <=> c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_a_2,V_b_2)),V_e_2),V_c_2) = V_d_2 ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_power__eq__0__iff__number__of,axiom, % 129.02/129.19 ! [V_w_2,V_a_2,T_a] : % 129.02/129.19 ( ( class_Power_Opower(T_a) % 129.02/129.19 & class_Rings_Omult__zero(T_a) % 129.02/129.19 & class_Rings_Ono__zero__divisors(T_a) % 129.02/129.19 & class_Rings_Ozero__neq__one(T_a) ) % 129.02/129.19 => ( hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_w_2)) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 <=> ( V_a_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.19 & c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_w_2) != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__le__zero__iff,axiom, % 129.02/129.19 ! [V_xa_2,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_xa_2),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) % 129.02/129.19 <=> V_xa_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__diff__ineq,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => 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))) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__triangle__ineq2,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => 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))) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__mult,axiom, % 129.02/129.19 ! [V_y,V_x,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__div__algebra(T_a) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__one,axiom, % 129.02/129.19 ! [T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra__1(T_a) % 129.02/129.19 => c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Oone__class_Oone(T_a)) = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__power,axiom, % 129.02/129.19 ! [V_n,V_x,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__div__algebra(T_a) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__right__le__one__le,axiom, % 129.02/129.19 ! [V_y,V_x,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,c_Groups_Oone__class_Oone(T_a)) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_y),V_x) ) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__left__le__one__le,axiom, % 129.02/129.19 ! [V_y,V_x,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,c_Groups_Oone__class_Oone(T_a)) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y),V_x),V_x) ) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__add__iff2,axiom, % 129.02/129.19 ! [V_d_2,V_b_2,V_c_2,V_e_2,V_a_2,T_a] : % 129.02/129.19 ( class_Rings_Oordered__ring(T_a) % 129.02/129.19 => ( 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_a_2),V_e_2),V_c_2),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_d_2)) % 129.02/129.19 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_c_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_a_2)),V_e_2),V_d_2)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__add__iff1,axiom, % 129.02/129.19 ! [V_d_2,V_b_2,V_c_2,V_e_2,V_a_2,T_a] : % 129.02/129.19 ( class_Rings_Oordered__ring(T_a) % 129.02/129.19 => ( 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_a_2),V_e_2),V_c_2),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_d_2)) % 129.02/129.19 <=> 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_a_2,V_b_2)),V_e_2),V_c_2),V_d_2) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_abs__mult__pos,axiom, % 129.02/129.19 ! [V_y,V_x,T_a] : % 129.02/129.19 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x) % 129.02/129.19 => 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)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_abs__eq__mult,axiom, % 129.02/129.19 ! [V_b,V_a,T_a] : % 129.02/129.19 ( class_Rings_Oordered__ring__abs(T_a) % 129.02/129.19 => ( ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.19 | c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) ) % 129.02/129.19 & ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.19 | c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) ) ) % 129.02/129.19 => 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)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_power__0__left__number__of,axiom, % 129.02/129.19 ! [V_w,T_a] : % 129.02/129.19 ( ( class_Power_Opower(T_a) % 129.02/129.19 & class_Rings_Osemiring__0(T_a) ) % 129.02/129.19 => ( ( c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_w) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Ozero__class_Ozero(T_a)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_w)) = c_Groups_Oone__class_Oone(T_a) ) % 129.02/129.19 & ( c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_w) != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Ozero__class_Ozero(T_a)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_w)) = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__mult__ineq,axiom, % 129.02/129.19 ! [V_y,V_x,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.19 => 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))) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I8_J,axiom, % 129.02/129.19 c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OBit1(c_Int_OBit1(c_Int_OPls)))) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__triangle__ineq,axiom, % 129.02/129.19 ! [V_y,V_x,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => 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))) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_realpow__num__eq__if,axiom, % 129.02/129.19 ! [V_m,V_n,T_a] : % 129.02/129.19 ( class_Power_Opower(T_a) % 129.02/129.19 => ( ( V_n = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_m),V_n) = c_Groups_Oone__class_Oone(T_a) ) % 129.02/129.19 & ( V_n != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 => 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)))) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_number__of1,axiom, % 129.02/129.19 ! [V_n] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Int_Onumber__class_Onumber__of(tc_Int_Oint,V_n)) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OBit0(V_n))) % 129.02/129.19 & c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OBit1(V_n))) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_lemma__realpow__diff,axiom, % 129.02/129.19 ! [V_y,V_n,V_p,T_a] : % 129.02/129.19 ( class_Groups_Omonoid__mult(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_p,V_n) % 129.02/129.19 => 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) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le0,axiom, % 129.02/129.19 ! [V_n] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n) ). % 129.02/129.19 % 129.02/129.19 fof(fact_norm__ratiotest__lemma,axiom, % 129.02/129.19 ! [V_y,V_x,V_c,T_a] : % 129.02/129.19 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_c,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) % 129.02/129.19 => ( 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))) % 129.02/129.19 => V_x = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_n__not__Suc__n,axiom, % 129.02/129.19 ! [V_n] : V_n != c_Nat_OSuc(V_n) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Suc__n__not__n,axiom, % 129.02/129.19 ! [V_n] : c_Nat_OSuc(V_n) != V_n ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat_Oinject,axiom, % 129.02/129.19 ! [V_nat_H_2,V_nat_2] : % 129.02/129.19 ( c_Nat_OSuc(V_nat_2) = c_Nat_OSuc(V_nat_H_2) % 129.02/129.19 <=> V_nat_2 = V_nat_H_2 ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Suc__inject,axiom, % 129.02/129.19 ! [V_y,V_x] : % 129.02/129.19 ( c_Nat_OSuc(V_x) = c_Nat_OSuc(V_y) % 129.02/129.19 => V_x = V_y ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__add__commute,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__add__left__commute,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__add__assoc,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__add__left__cancel,axiom, % 129.02/129.19 ! [V_n_2,V_m_2,V_k_2] : % 129.02/129.19 ( 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) % 129.02/129.19 <=> V_m_2 = V_n_2 ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__add__right__cancel,axiom, % 129.02/129.19 ! [V_n_2,V_k_2,V_m_2] : % 129.02/129.19 ( 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) % 129.02/129.19 <=> V_m_2 = V_n_2 ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__refl,axiom, % 129.02/129.19 ! [V_n] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_n) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__le__linear,axiom, % 129.02/129.19 ! [V_n,V_m] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) % 129.02/129.19 | c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_eq__imp__le,axiom, % 129.02/129.19 ! [V_n,V_m] : % 129.02/129.19 ( V_m = V_n % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__trans,axiom, % 129.02/129.19 ! [V_k,V_j,V_i] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_j,V_k) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_k) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__antisym,axiom, % 129.02/129.19 ! [V_n,V_m] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m) % 129.02/129.19 => V_m = V_n ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__mult__commute,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__mult__assoc,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__commute,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Zero__not__Suc,axiom, % 129.02/129.19 ! [V_m] : c_Groups_Ozero__class_Ozero(tc_Nat_Onat) != c_Nat_OSuc(V_m) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat_Osimps_I2_J,axiom, % 129.02/129.19 ! [V_nat_H] : c_Groups_Ozero__class_Ozero(tc_Nat_Onat) != c_Nat_OSuc(V_nat_H) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Suc__not__Zero,axiom, % 129.02/129.19 ! [V_m] : c_Nat_OSuc(V_m) != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat_Osimps_I3_J,axiom, % 129.02/129.19 ! [V_nat_H_1] : c_Nat_OSuc(V_nat_H_1) != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Zero__neq__Suc,axiom, % 129.02/129.19 ! [V_m] : c_Groups_Ozero__class_Ozero(tc_Nat_Onat) != c_Nat_OSuc(V_m) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Suc__neq__Zero,axiom, % 129.02/129.19 ! [V_m] : c_Nat_OSuc(V_m) != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ). % 129.02/129.19 % 129.02/129.19 fof(fact_plus__nat_Oadd__0,axiom, % 129.02/129.19 ! [V_n] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n) = V_n ). % 129.02/129.19 % 129.02/129.19 fof(fact_Nat_Oadd__0__right,axiom, % 129.02/129.19 ! [V_m] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) = V_m ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__is__0,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m_2,V_n_2) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 <=> ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 & V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__eq__self__zero,axiom, % 129.02/129.19 ! [V_n,V_m] : % 129.02/129.19 ( c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n) = V_m % 129.02/129.19 => V_n = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_less__eq__nat_Osimps_I1_J,axiom, % 129.02/129.19 ! [V_n] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__0__eq,axiom, % 129.02/129.19 ! [V_n_2] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n_2,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) % 129.02/129.19 <=> V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__Suc__shift,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__Suc,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__Suc__right,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Suc__n__not__le__n,axiom, % 129.02/129.19 ! [V_n] : ~ c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_n),V_n) ). % 129.02/129.19 % 129.02/129.19 fof(fact_not__less__eq__eq,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( ~ c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.19 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_n_2),V_m_2) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__Suc__eq,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,c_Nat_OSuc(V_n_2)) % 129.02/129.19 <=> ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.19 | V_m_2 = c_Nat_OSuc(V_n_2) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Suc__le__mono,axiom, % 129.02/129.19 ! [V_m_2,V_n_2] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_n_2),c_Nat_OSuc(V_m_2)) % 129.02/129.19 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n_2,V_m_2) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__SucI,axiom, % 129.02/129.19 ! [V_n,V_m] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__SucE,axiom, % 129.02/129.19 ! [V_n,V_m] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n)) % 129.02/129.19 => ( ~ c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) % 129.02/129.19 => V_m = c_Nat_OSuc(V_n) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Suc__leD,axiom, % 129.02/129.19 ! [V_n,V_m] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__0,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__0__right,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__is__0,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_n_2) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 <=> ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 | V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__cancel1,axiom, % 129.02/129.19 ! [V_n_2,V_m_2,V_k_2] : % 129.02/129.19 ( 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) % 129.02/129.19 <=> ( V_m_2 = V_n_2 % 129.02/129.19 | V_k_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__cancel2,axiom, % 129.02/129.19 ! [V_n_2,V_k_2,V_m_2] : % 129.02/129.19 ( 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) % 129.02/129.19 <=> ( V_m_2 = V_n_2 % 129.02/129.19 | V_k_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diffs0__imp__equal,axiom, % 129.02/129.19 ! [V_n,V_m] : % 129.02/129.19 ( c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 => ( c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,V_m) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 => V_m = V_n ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__self__eq__0,axiom, % 129.02/129.19 ! [V_m] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_m) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ). % 129.02/129.19 % 129.02/129.19 fof(fact_minus__nat_Odiff__0,axiom, % 129.02/129.19 ! [V_m] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) = V_m ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__0__eq__0,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Suc__mult__cancel1,axiom, % 129.02/129.19 ! [V_n_2,V_m_2,V_k_2] : % 129.02/129.19 ( 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) % 129.02/129.19 <=> V_m_2 = V_n_2 ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__add2,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__add1,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__Suc__ex__iff,axiom, % 129.02/129.19 ! [V_l_2,V_k_2] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_l_2) % 129.02/129.19 <=> ? [B_n] : V_l_2 = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k_2,B_n) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__iff__add,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.19 <=> ? [B_k] : V_n_2 = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m_2,B_k) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__add__left__cancel__le,axiom, % 129.02/129.19 ! [V_n_2,V_m_2,V_k_2] : % 129.02/129.19 ( 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)) % 129.02/129.19 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_trans__le__add1,axiom, % 129.02/129.19 ! [V_m,V_j,V_i] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_m)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_trans__le__add2,axiom, % 129.02/129.19 ! [V_m,V_j,V_i] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_j)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__le__mono1,axiom, % 129.02/129.19 ! [V_k,V_j,V_i] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__le__mono,axiom, % 129.02/129.19 ! [V_l,V_k,V_j,V_i] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_l) % 129.02/129.19 => 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)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__leD2,axiom, % 129.02/129.19 ! [V_n,V_k,V_m] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_k),V_n) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_n) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__leD1,axiom, % 129.02/129.19 ! [V_n,V_k,V_m] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_k),V_n) % 129.02/129.19 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__leE,axiom, % 129.02/129.19 ! [V_n,V_k,V_m] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_k),V_n) % 129.02/129.19 => ~ ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) % 129.02/129.19 => ~ c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_n) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__Suc__Suc,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Suc__diff__diff,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__mult__distrib2,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__mult__distrib,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__square,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__cube,axiom, % 129.02/129.19 ! [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))) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__le__mono1,axiom, % 129.02/129.19 ! [V_k,V_j,V_i] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__le__mono2,axiom, % 129.02/129.19 ! [V_k,V_j,V_i] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__le__mono,axiom, % 129.02/129.19 ! [V_l,V_k,V_j,V_i] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_l) % 129.02/129.19 => 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)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__add__inverse2,axiom, % 129.02/129.19 ! [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 ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__add__inverse,axiom, % 129.02/129.19 ! [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 ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__diff__left,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__cancel,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__cancel2,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__le__self,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__le__mono2,axiom, % 129.02/129.19 ! [V_l,V_n,V_m] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__le__mono,axiom, % 129.02/129.19 ! [V_l,V_n,V_m] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__diff__cancel,axiom, % 129.02/129.19 ! [V_n,V_i] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_n) % 129.02/129.19 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,V_i)) = V_i ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_eq__diff__iff,axiom, % 129.02/129.19 ! [V_n_2,V_m_2,V_k_2] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_m_2) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_n_2) % 129.02/129.19 => ( 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) % 129.02/129.19 <=> V_m_2 = V_n_2 ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Nat_Odiff__diff__eq,axiom, % 129.02/129.19 ! [V_n,V_m,V_k] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_m) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_n) % 129.02/129.19 => 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) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__diff__iff,axiom, % 129.02/129.19 ! [V_n_2,V_m_2,V_k_2] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_m_2) % 129.02/129.19 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_n_2) % 129.02/129.19 => ( 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)) % 129.02/129.19 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__mult__distrib2,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__mult__distrib,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__mult__1,axiom, % 129.02/129.19 ! [V_n] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Oone__class_Oone(tc_Nat_Onat)),V_n) = V_n ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__1__eq__mult__iff,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( c_Groups_Oone__class_Oone(tc_Nat_Onat) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_n_2) % 129.02/129.19 <=> ( V_m_2 = c_Groups_Oone__class_Oone(tc_Nat_Onat) % 129.02/129.19 & V_n_2 = c_Groups_Oone__class_Oone(tc_Nat_Onat) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__mult__1__right,axiom, % 129.02/129.19 ! [V_n] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n),c_Groups_Oone__class_Oone(tc_Nat_Onat)) = V_n ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__mult__eq__1__iff,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_n_2) = c_Groups_Oone__class_Oone(tc_Nat_Onat) % 129.02/129.19 <=> ( V_m_2 = c_Groups_Oone__class_Oone(tc_Nat_Onat) % 129.02/129.19 & V_n_2 = c_Groups_Oone__class_Oone(tc_Nat_Onat) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__is__1,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( 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)) % 129.02/129.19 <=> ( ( V_m_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) % 129.02/129.19 & V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) % 129.02/129.19 | ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 & V_n_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_one__is__add,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( 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) % 129.02/129.19 <=> ( ( V_m_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) % 129.02/129.19 & V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) % 129.02/129.19 | ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 & V_n_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__eq__1__iff,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( 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)) % 129.02/129.19 <=> ( V_m_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) % 129.02/129.19 & V_n_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_One__nat__def,axiom, % 129.02/129.19 c_Groups_Oone__class_Oone(tc_Nat_Onat) = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__add__0,axiom, % 129.02/129.19 ! [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) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__is__0__eq_H,axiom, % 129.02/129.19 ! [V_n,V_m] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) % 129.02/129.19 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__is__0__eq,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m_2,V_n_2) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.19 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__Suc__right,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__Suc,axiom, % 129.02/129.19 ! [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)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Suc__mult__le__cancel1,axiom, % 129.02/129.19 ! [V_n_2,V_m_2,V_k_2] : % 129.02/129.19 ( 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)) % 129.02/129.19 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_Suc__diff__le,axiom, % 129.02/129.19 ! [V_m,V_n] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_mult__eq__self__implies__10,axiom, % 129.02/129.19 ! [V_n,V_m] : % 129.02/129.19 ( V_m = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n) % 129.02/129.19 => ( V_n = c_Groups_Oone__class_Oone(tc_Nat_Onat) % 129.02/129.19 | V_m = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__add__assoc2,axiom, % 129.02/129.19 ! [V_i,V_j,V_k] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__diff__assoc2,axiom, % 129.02/129.19 ! [V_i,V_j,V_k] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__add__assoc,axiom, % 129.02/129.19 ! [V_i,V_j,V_k] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__imp__diff__is__add,axiom, % 129.02/129.19 ! [V_k_2,V_j_2,V_i_2] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i_2,V_j_2) % 129.02/129.19 => ( c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j_2,V_i_2) = V_k_2 % 129.02/129.19 <=> V_j_2 = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k_2,V_i_2) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__add__diff__inverse2,axiom, % 129.02/129.19 ! [V_m,V_n] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m) % 129.02/129.19 => c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),V_n) = V_m ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__diff__conv2,axiom, % 129.02/129.19 ! [V_i_2,V_j_2,V_k_2] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_j_2) % 129.02/129.19 => ( 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)) % 129.02/129.19 <=> 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) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_add__diff__assoc,axiom, % 129.02/129.19 ! [V_i,V_j,V_k] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__add__diff__inverse,axiom, % 129.02/129.19 ! [V_m,V_n] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m) % 129.02/129.19 => c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n)) = V_m ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__add__diff,axiom, % 129.02/129.19 ! [V_m,V_n,V_k] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_n) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_le__diff__conv,axiom, % 129.02/129.19 ! [V_i_2,V_k_2,V_j_2] : % 129.02/129.19 ( 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) % 129.02/129.19 <=> 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__diff__right,axiom, % 129.02/129.19 ! [V_i,V_j,V_k] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j) % 129.02/129.19 => 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) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__Suc__1,axiom, % 129.02/129.19 ! [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 ). % 129.02/129.19 % 129.02/129.19 fof(fact_one__le__mult__iff,axiom, % 129.02/129.19 ! [V_n_2,V_m_2] : % 129.02/129.19 ( 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)) % 129.02/129.19 <=> ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_m_2) % 129.02/129.19 & c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_n_2) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_number__of2,axiom, % 129.02/129.19 c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Int_Onumber__class_Onumber__of(tc_Int_Oint,c_Int_OPls)) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__Suc__diff__eq2,axiom, % 129.02/129.19 ! [V_m,V_j,V_k] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_diff__Suc__diff__eq1,axiom, % 129.02/129.19 ! [V_m,V_j,V_k] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j) % 129.02/129.19 => 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)) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_rabs__ratiotest__lemma,axiom, % 129.02/129.19 ! [V_y,V_x,V_c] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_c,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) % 129.02/129.19 => ( 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))) % 129.02/129.19 => V_x = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_complex_Osize_I1_J,axiom, % 129.02/129.19 ! [V_real2,V_real1] : c_Complex_Ocomplex_Ocomplex__size(c_Complex_Ocomplex_OComplex(V_real1,V_real2)) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__le__add__iff1,axiom, % 129.02/129.19 ! [V_n_2,V_m_2,V_u_2,V_i_2,V_j_2] : % 129.02/129.19 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_j_2,V_i_2) % 129.02/129.19 => ( 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)) % 129.02/129.19 <=> 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) ) ) ). % 129.02/129.19 % 129.02/129.19 fof(fact_nat__diff__add__eq1,axiom, % 129.02/129.20 ! [V_n,V_m,V_u,V_i,V_j] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_j,V_i) % 129.02/129.20 => 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) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_nat__eq__add__iff1,axiom, % 129.02/129.20 ! [V_n_2,V_m_2,V_u_2,V_i_2,V_j_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_j_2,V_i_2) % 129.02/129.20 => ( 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) % 129.02/129.20 <=> 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 ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_nat__mult__eq__cancel__disj,axiom, % 129.02/129.20 ! [V_n_2,V_m_2,V_k_2] : % 129.02/129.20 ( 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) % 129.02/129.20 <=> ( V_k_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.20 | V_m_2 = V_n_2 ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_left__add__mult__distrib,axiom, % 129.02/129.20 ! [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) ). % 129.02/129.20 % 129.02/129.20 fof(fact_nat__eq__add__iff2,axiom, % 129.02/129.20 ! [V_n_2,V_m_2,V_u_2,V_j_2,V_i_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i_2,V_j_2) % 129.02/129.20 => ( 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) % 129.02/129.20 <=> 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) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_nat__diff__add__eq2,axiom, % 129.02/129.20 ! [V_n,V_m,V_u,V_j,V_i] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j) % 129.02/129.20 => 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)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_nat__le__add__iff2,axiom, % 129.02/129.20 ! [V_n_2,V_m_2,V_u_2,V_j_2,V_i_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i_2,V_j_2) % 129.02/129.20 => ( 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)) % 129.02/129.20 <=> 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)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_cos__x__y__le__one,axiom, % 129.02/129.20 ! [V_y,V_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_x,c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))))),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ). % 129.02/129.20 % 129.02/129.20 fof(fact_complex_Osize_I2_J,axiom, % 129.02/129.20 ! [V_real2,V_real1] : c_Nat_Osize__class_Osize(tc_Complex_Ocomplex,c_Complex_Ocomplex_OComplex(V_real1,V_real2)) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ). % 129.02/129.20 % 129.02/129.20 fof(fact_complex_Osimps_I2_J,axiom, % 129.02/129.20 ! [V_real2_2,V_real1_2,V_f1_2,T_a] : c_Complex_Ocomplex_Ocomplex__case(T_a,V_f1_2,c_Complex_Ocomplex_OComplex(V_real1_2,V_real2_2)) = hAPP(hAPP(V_f1_2,V_real1_2),V_real2_2) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__zero__left,axiom, % 129.02/129.20 ! [V_a,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) = c_Groups_Ozero__class_Ozero(T_a) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide_Ozero,axiom, % 129.02/129.20 ! [V_y,T_a] : % 129.02/129.20 ( class_RealVector_Oreal__normed__field(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) = c_Groups_Ozero__class_Ozero(T_a) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__zero,axiom, % 129.02/129.20 ! [V_a,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring__inverse__zero(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(T_a) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_diff__divide__distrib,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b),V_c) = c_Groups_Ominus__class_Ominus(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_a,V_c),c_Rings_Oinverse__class_Odivide(T_a,V_b,V_c)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide_Odiff,axiom, % 129.02/129.20 ! [V_ya,V_y,V_x,T_a] : % 129.02/129.20 ( class_RealVector_Oreal__normed__field(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Ominus__class_Ominus(T_a,V_x,V_y),V_ya) = c_Groups_Ominus__class_Ominus(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_ya),c_Rings_Oinverse__class_Odivide(T_a,V_y,V_ya)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_times__divide__eq__right,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring(T_a) % 129.02/129.20 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Rings_Oinverse__class_Odivide(T_a,V_b,V_c)) = c_Rings_Oinverse__class_Odivide(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),V_c) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__divide__distrib,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_c) = c_Groups_Oplus__class_Oplus(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_a,V_c),c_Rings_Oinverse__class_Odivide(T_a,V_b,V_c)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide_Oadd,axiom, % 129.02/129.20 ! [V_ya,V_y,V_x,T_a] : % 129.02/129.20 ( class_RealVector_Oreal__normed__field(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oplus__class_Oplus(T_a,V_x,V_y),V_ya) = c_Groups_Oplus__class_Oplus(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_ya),c_Rings_Oinverse__class_Odivide(T_a,V_y,V_ya)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__1,axiom, % 129.02/129.20 ! [V_a,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,V_a,c_Groups_Oone__class_Oone(T_a)) = V_a ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_power__divide,axiom, % 129.02/129.20 ! [V_n,V_b,V_a,T_a] : % 129.02/129.20 ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Rings_Oinverse__class_Odivide(T_a,V_a,V_b)),V_n) = c_Rings_Oinverse__class_Odivide(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)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__divide__square__eq,axiom, % 129.02/129.20 ! [V_a,V_r] : c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_r),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_r),V_r)) = c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_a,V_r) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__sqrt__divide,axiom, % 129.02/129.20 ! [V_y,V_x] : c_NthRoot_Osqrt(c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_x,V_y)) = c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y)) ). % 129.02/129.20 % 129.02/129.20 fof(fact_nonzero__norm__divide,axiom, % 129.02/129.20 ! [V_a,V_b,T_a] : % 129.02/129.20 ( class_RealVector_Oreal__normed__field(T_a) % 129.02/129.20 => ( V_b != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_RealVector_Onorm__class_Onorm(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_a,V_b)) = c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_a),c_RealVector_Onorm__class_Onorm(T_a,V_b)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_norm__divide,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 & class_RealVector_Oreal__normed__field(T_a) ) % 129.02/129.20 => c_RealVector_Onorm__class_Onorm(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_a,V_b)) = c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_a),c_RealVector_Onorm__class_Onorm(T_a,V_b)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_eq__divide__imp,axiom, % 129.02/129.20 ! [V_b,V_a,V_c,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring(T_a) % 129.02/129.20 => ( V_c != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c) = V_b % 129.02/129.20 => V_a = c_Rings_Oinverse__class_Odivide(T_a,V_b,V_c) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__eq__imp,axiom, % 129.02/129.20 ! [V_a,V_b,V_c,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring(T_a) % 129.02/129.20 => ( V_c != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => ( V_b = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,V_b,V_c) = V_a ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_nonzero__divide__eq__eq,axiom, % 129.02/129.20 ! [V_a_2,V_b_2,V_c_2,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring(T_a) % 129.02/129.20 => ( V_c_2 != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => ( c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2) = V_a_2 % 129.02/129.20 <=> V_b_2 = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_nonzero__eq__divide__eq,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring(T_a) % 129.02/129.20 => ( V_c_2 != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => ( V_a_2 = c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2) % 129.02/129.20 <=> hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2) = V_b_2 ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__self__if,axiom, % 129.02/129.20 ! [V_a,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring__inverse__zero(T_a) % 129.02/129.20 => ( ( V_a = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,V_a,V_a) = c_Groups_Ozero__class_Ozero(T_a) ) % 129.02/129.20 & ( V_a != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,V_a,V_a) = c_Groups_Oone__class_Oone(T_a) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__self,axiom, % 129.02/129.20 ! [V_a,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring(T_a) % 129.02/129.20 => ( V_a != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,V_a,V_a) = c_Groups_Oone__class_Oone(T_a) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_right__inverse__eq,axiom, % 129.02/129.20 ! [V_a_2,V_b_2,T_a] : % 129.02/129.20 ( class_Rings_Odivision__ring(T_a) % 129.02/129.20 => ( V_b_2 != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => ( c_Rings_Oinverse__class_Odivide(T_a,V_a_2,V_b_2) = c_Groups_Oone__class_Oone(T_a) % 129.02/129.20 <=> V_a_2 = V_b_2 ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_nonzero__power__divide,axiom, % 129.02/129.20 ! [V_n,V_a,V_b,T_a] : % 129.02/129.20 ( class_Fields_Ofield(T_a) % 129.02/129.20 => ( V_b != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Rings_Oinverse__class_Odivide(T_a,V_a,V_b)),V_n) = c_Rings_Oinverse__class_Odivide(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)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_power__one__over,axiom, % 129.02/129.20 ! [V_n,V_a,T_a] : % 129.02/129.20 ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oone__class_Oone(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_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oone__class_Oone(T_a),V_a)),V_n) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__0__le__divide__iff,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_xa_2,V_ya_2)) % 129.02/129.20 <=> ( ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_xa_2,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) % 129.02/129.20 | c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_ya_2) ) % 129.02/129.20 & ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_xa_2) % 129.02/129.20 | c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_ya_2,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__eq__eq__number__of1,axiom, % 129.02/129.20 ! [V_a_2,V_w_2,V_b_2,T_a] : % 129.02/129.20 ( ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 & class_Int_Onumber(T_a) ) % 129.02/129.20 => ( c_Rings_Oinverse__class_Odivide(T_a,V_b_2,c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) = V_a_2 % 129.02/129.20 <=> ( ( c_Int_Onumber__class_Onumber__of(T_a,V_w_2) != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => V_b_2 = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) ) % 129.02/129.20 & ( c_Int_Onumber__class_Onumber__of(T_a,V_w_2) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => V_a_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__eq__eq__number__of,axiom, % 129.02/129.20 ! [V_w_2,V_c_2,V_b_2,T_a] : % 129.02/129.20 ( ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 & class_Int_Onumber(T_a) ) % 129.02/129.20 => ( c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2) = c_Int_Onumber__class_Onumber__of(T_a,V_w_2) % 129.02/129.20 <=> ( ( V_c_2 != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => V_b_2 = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_c_2) ) % 129.02/129.20 & ( V_c_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Int_Onumber__class_Onumber__of(T_a,V_w_2) = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_eq__divide__eq__number__of,axiom, % 129.02/129.20 ! [V_c_2,V_b_2,V_w_2,T_a] : % 129.02/129.20 ( ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 & class_Int_Onumber(T_a) ) % 129.02/129.20 => ( c_Int_Onumber__class_Onumber__of(T_a,V_w_2) = c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2) % 129.02/129.20 <=> ( ( V_c_2 != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_c_2) = V_b_2 ) % 129.02/129.20 & ( V_c_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Int_Onumber__class_Onumber__of(T_a,V_w_2) = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_eq__divide__eq__number__of1,axiom, % 129.02/129.20 ! [V_w_2,V_b_2,V_a_2,T_a] : % 129.02/129.20 ( ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 & class_Int_Onumber(T_a) ) % 129.02/129.20 => ( V_a_2 = c_Rings_Oinverse__class_Odivide(T_a,V_b_2,c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.20 <=> ( ( c_Int_Onumber__class_Onumber__of(T_a,V_w_2) != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) = V_b_2 ) % 129.02/129.20 & ( c_Int_Onumber__class_Onumber__of(T_a,V_w_2) = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => V_a_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__Numeral0,axiom, % 129.02/129.20 ! [V_x,T_a] : % 129.02/129.20 ( ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 & class_Int_Onumber__ring(T_a) ) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,V_x,c_Int_Onumber__class_Onumber__of(T_a,c_Int_OPls)) = c_Groups_Ozero__class_Ozero(T_a) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__Numeral1,axiom, % 129.02/129.20 ! [V_x,T_a] : % 129.02/129.20 ( ( class_Fields_Ofield(T_a) % 129.02/129.20 & class_Int_Onumber__ring(T_a) ) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,V_x,c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit1(c_Int_OPls))) = V_x ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__numeral__1,axiom, % 129.02/129.20 ! [V_a,T_a] : % 129.02/129.20 ( ( class_Fields_Ofield(T_a) % 129.02/129.20 & class_Int_Onumber__ring(T_a) ) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(T_a,V_a,c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit1(c_Int_OPls))) = V_a ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_power__diff,axiom, % 129.02/129.20 ! [V_m,V_n,V_a,T_a] : % 129.02/129.20 ( class_Fields_Ofield(T_a) % 129.02/129.20 => ( V_a != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m) % 129.02/129.20 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n)) = c_Rings_Oinverse__class_Odivide(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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__average__minus__second,axiom, % 129.02/129.20 ! [V_a,V_b] : c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_b,V_a),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_a) = c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_b,V_a),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__average__minus__first,axiom, % 129.02/129.20 ! [V_b,V_a] : c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_a,V_b),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_a) = c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_b,V_a),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__sum__of__halves,axiom, % 129.02/129.20 ! [V_x] : c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_x,c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_x,c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) = V_x ). % 129.02/129.20 % 129.02/129.20 fof(fact_Deriv_Oadd__diff__add,axiom, % 129.02/129.20 ! [V_d,V_b,V_c,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oab__group__add(T_a) % 129.02/129.20 => 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)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_lemma__MVT,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,V_f_2] : c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,hAPP(V_f_2,V_a_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,hAPP(V_f_2,V_b_2),hAPP(V_f_2,V_a_2)),c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_b_2,V_a_2))),V_a_2)) = c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,hAPP(V_f_2,V_b_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,hAPP(V_f_2,V_b_2),hAPP(V_f_2,V_a_2)),c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_b_2,V_a_2))),V_b_2)) ). % 129.02/129.20 % 129.02/129.20 fof(fact_DERIV__mult__lemma,axiom, % 129.02/129.20 ! [V_h,V_d,V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_RealVector_Oreal__field(T_a) % 129.02/129.20 => 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)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_eq__divide__2__times__iff,axiom, % 129.02/129.20 ! [V_za_2,V_ya_2,V_xa_2] : % 129.02/129.20 ( V_xa_2 = c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_ya_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_za_2)) % 129.02/129.20 <=> hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_xa_2) = c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_ya_2,V_za_2) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_diff__divide__eq__iff,axiom, % 129.02/129.20 ! [V_y,V_x,V_z,T_a] : % 129.02/129.20 ( class_Fields_Ofield(T_a) % 129.02/129.20 => ( V_z != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Groups_Ominus__class_Ominus(T_a,V_x,c_Rings_Oinverse__class_Odivide(T_a,V_y,V_z)) = c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Ominus__class_Ominus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_z),V_x),V_y),V_z) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__diff__eq__iff,axiom, % 129.02/129.20 ! [V_y,V_x,V_z,T_a] : % 129.02/129.20 ( class_Fields_Ofield(T_a) % 129.02/129.20 => ( V_z != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Groups_Ominus__class_Ominus(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_z),V_y) = c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Ominus__class_Ominus(T_a,V_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_z),V_y)),V_z) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_diff__frac__eq,axiom, % 129.02/129.20 ! [V_w,V_x,V_z,V_y,T_a] : % 129.02/129.20 ( class_Fields_Ofield(T_a) % 129.02/129.20 => ( V_y != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => ( V_z != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Groups_Ominus__class_Ominus(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y),c_Rings_Oinverse__class_Odivide(T_a,V_w,V_z)) = c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Ominus__class_Ominus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_z),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_w),V_y)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y),V_z)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_times__divide__times__eq,axiom, % 129.02/129.20 ! [V_w,V_z,V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y)),c_Rings_Oinverse__class_Odivide(T_a,V_z,V_w)) = c_Rings_Oinverse__class_Odivide(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_z),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y),V_w)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_abs__divide,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.20 => c_Groups_Oabs__class_Oabs(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_a,V_b)) = c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),c_Groups_Oabs__class_Oabs(T_a,V_b)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_zero__le__divide__iff,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Rings_Oinverse__class_Odivide(T_a,V_a_2,V_b_2)) % 129.02/129.20 <=> ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) % 129.02/129.20 & c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b_2) ) % 129.02/129.20 | ( c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 & c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__le__0__iff,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_a_2,V_b_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 <=> ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) % 129.02/129.20 & c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,c_Groups_Ozero__class_Ozero(T_a)) ) % 129.02/129.20 | ( c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 & c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b_2) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__right__mono,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_a,V_c),c_Rings_Oinverse__class_Odivide(T_a,V_b,V_c)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__right__mono__neg,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_b,V_c),c_Rings_Oinverse__class_Odivide(T_a,V_a,V_c)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_eq__divide__eq,axiom, % 129.02/129.20 ! [V_c_2,V_b_2,V_a_2,T_a] : % 129.02/129.20 ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 => ( V_a_2 = c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2) % 129.02/129.20 <=> ( ( V_c_2 != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2) = V_b_2 ) % 129.02/129.20 & ( V_c_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => V_a_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__eq__eq,axiom, % 129.02/129.20 ! [V_a_2,V_c_2,V_b_2,T_a] : % 129.02/129.20 ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 => ( c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2) = V_a_2 % 129.02/129.20 <=> ( ( V_c_2 != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => V_b_2 = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2) ) % 129.02/129.20 & ( V_c_2 = c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => V_a_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__divide__mult__cancel__right,axiom, % 129.02/129.20 ! [V_b,V_a,V_c,T_a] : % 129.02/129.20 ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 => ( V_c != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(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_Rings_Oinverse__class_Odivide(T_a,V_a,V_b) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__divide__mult__cancel__left,axiom, % 129.02/129.20 ! [V_b,V_a,V_c,T_a] : % 129.02/129.20 ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 => ( V_c != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Rings_Oinverse__class_Odivide(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_Rings_Oinverse__class_Odivide(T_a,V_a,V_b) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_frac__eq__eq,axiom, % 129.02/129.20 ! [V_w_2,V_xa_2,V_za_2,V_ya_2,T_a] : % 129.02/129.20 ( class_Fields_Ofield(T_a) % 129.02/129.20 => ( V_ya_2 != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => ( V_za_2 != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => ( c_Rings_Oinverse__class_Odivide(T_a,V_xa_2,V_ya_2) = c_Rings_Oinverse__class_Odivide(T_a,V_w_2,V_za_2) % 129.02/129.20 <=> hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_xa_2),V_za_2) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_w_2),V_ya_2) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_nonzero__abs__divide,axiom, % 129.02/129.20 ! [V_a,V_b,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( V_b != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Groups_Oabs__class_Oabs(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_a,V_b)) = c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),c_Groups_Oabs__class_Oabs(T_a,V_b)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__frac__eq,axiom, % 129.02/129.20 ! [V_w,V_x,V_z,V_y,T_a] : % 129.02/129.20 ( class_Fields_Ofield(T_a) % 129.02/129.20 => ( V_y != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => ( V_z != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Groups_Oplus__class_Oplus(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y),c_Rings_Oinverse__class_Odivide(T_a,V_w,V_z)) = c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_z),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_w),V_y)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y),V_z)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__add__eq__iff,axiom, % 129.02/129.20 ! [V_y,V_x,V_z,T_a] : % 129.02/129.20 ( class_Fields_Ofield(T_a) % 129.02/129.20 => ( V_z != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Groups_Oplus__class_Oplus(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_z),V_y) = c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oplus__class_Oplus(T_a,V_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_z),V_y)),V_z) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__frac__num,axiom, % 129.02/129.20 ! [V_z,V_x,V_y,T_a] : % 129.02/129.20 ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 => ( V_y != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Groups_Oplus__class_Oplus(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y),V_z) = c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oplus__class_Oplus(T_a,V_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_z),V_y)),V_y) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__divide__eq__iff,axiom, % 129.02/129.20 ! [V_y,V_x,V_z,T_a] : % 129.02/129.20 ( class_Fields_Ofield(T_a) % 129.02/129.20 => ( V_z != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Groups_Oplus__class_Oplus(T_a,V_x,c_Rings_Oinverse__class_Odivide(T_a,V_y,V_z)) = c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_z),V_x),V_y),V_z) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__num__frac,axiom, % 129.02/129.20 ! [V_x,V_z,V_y,T_a] : % 129.02/129.20 ( class_Fields_Ofield__inverse__zero(T_a) % 129.02/129.20 => ( V_y != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 => c_Groups_Oplus__class_Oplus(T_a,V_z,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y)) = c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oplus__class_Oplus(T_a,V_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_z),V_y)),V_y) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_arctan__half,axiom, % 129.02/129.20 ! [V_x] : c_Transcendental_Oarctan(V_x) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),c_Transcendental_Oarctan(c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_x,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))))))) ). % 129.02/129.20 % 129.02/129.20 fof(fact_lemma__sqrt__hcomplex__capprox,axiom, % 129.02/129.20 ! [V_y,V_x,V_u] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_u) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_u,c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_y,c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_u,c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))),V_u) ) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__sqrt__sum__squares__less,axiom, % 129.02/129.20 ! [V_y,V_u,V_x] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_x),c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_u,c_NthRoot_Osqrt(c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_y),c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_u,c_NthRoot_Osqrt(c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))) % 129.02/129.20 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_NthRoot_Osqrt(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))),V_u) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__strict__left__mono__neg,axiom, % 129.02/129.20 ! [V_c,V_a,V_b,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__strict__right__mono__neg,axiom, % 129.02/129.20 ! [V_c,V_a,V_b,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_comm__mult__strict__left__mono,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__comm__semiring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__strict__left__mono,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__strict__right__mono,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__neg__neg,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__neg__pos,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__less__cancel__left__neg,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c_2),V_a_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c_2),V_b_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(T_a,V_b_2,V_a_2) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_zero__less__mult__pos2,axiom, % 129.02/129.20 ! [V_a,V_b,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_zero__less__mult__pos,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__pos__neg2,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__pos__neg,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__pos__pos,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__less__cancel__left__pos,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c_2),V_a_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c_2),V_b_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(T_a,V_a_2,V_b_2) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__less__cancel__left__disj,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c_2),V_a_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c_2),V_b_2)) % 129.02/129.20 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.20 & c_Orderings_Oord__class_Oless(T_a,V_a_2,V_b_2) ) % 129.02/129.20 | ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 & c_Orderings_Oord__class_Oless(T_a,V_b_2,V_a_2) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__less__cancel__right__disj,axiom, % 129.02/129.20 ! [V_b_2,V_c_2,V_a_2,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_c_2)) % 129.02/129.20 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.20 & c_Orderings_Oord__class_Oless(T_a,V_a_2,V_b_2) ) % 129.02/129.20 | ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 & c_Orderings_Oord__class_Oless(T_a,V_b_2,V_a_2) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_not__square__less__zero,axiom, % 129.02/129.20 ! [V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring(T_a) % 129.02/129.20 => ~ 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)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__neg__neg,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__pos__pos,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_double__add__less__zero__iff__single__add__less__zero,axiom, % 129.02/129.20 ! [V_a_2,T_a] : % 129.02/129.20 ( class_Groups_Olinordered__ab__group__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_a_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_zero__less__double__add__iff__zero__less__single__add,axiom, % 129.02/129.20 ! [V_a_2,T_a] : % 129.02/129.20 ( class_Groups_Olinordered__ab__group__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_a_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_even__less__0__iff,axiom, % 129.02/129.20 ! [V_a_2,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_a_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_pos__add__strict,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_arctan__zero__zero,axiom, % 129.02/129.20 c_Transcendental_Oarctan(c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 129.02/129.20 % 129.02/129.20 fof(fact_arctan__monotone_H,axiom, % 129.02/129.20 ! [V_y,V_x] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Transcendental_Oarctan(V_x),c_Transcendental_Oarctan(V_y)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_arctan__monotone,axiom, % 129.02/129.20 ! [V_y,V_x] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Transcendental_Oarctan(V_x),c_Transcendental_Oarctan(V_y)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__sqrt__less__mono,axiom, % 129.02/129.20 ! [V_y,V_x] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__sqrt__less__iff,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_NthRoot_Osqrt(V_xa_2),c_NthRoot_Osqrt(V_ya_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_xa_2,V_ya_2) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__special_I3_J,axiom, % 129.02/129.20 ! [V_xa_2,T_a] : % 129.02/129.20 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.20 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_xa_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_xa_2,c_Int_OPls) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__special_I1_J,axiom, % 129.02/129.20 ! [V_ya_2,T_a] : % 129.02/129.20 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.20 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_ya_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OPls,V_ya_2) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_power__strict__decreasing,axiom, % 129.02/129.20 ! [V_a,V_N,V_n,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_N) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Oone__class_Oone(T_a)) % 129.02/129.20 => 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)) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_one__less__power,axiom, % 129.02/129.20 ! [V_n,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__less__irrefl,axiom, % 129.02/129.20 ! [V_x,T_a] : % 129.02/129.20 ( class_Orderings_Opreorder(T_a) % 129.02/129.20 => ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_x) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_linorder__neq__iff,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( V_xa_2 != V_ya_2 % 129.02/129.20 <=> ( c_Orderings_Oord__class_Oless(T_a,V_xa_2,V_ya_2) % 129.02/129.20 | c_Orderings_Oord__class_Oless(T_a,V_ya_2,V_xa_2) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_not__less__iff__gr__or__eq,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_xa_2,V_ya_2) % 129.02/129.20 <=> ( c_Orderings_Oord__class_Oless(T_a,V_ya_2,V_xa_2) % 129.02/129.20 | V_xa_2 = V_ya_2 ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_linorder__less__linear,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 | V_x = V_y % 129.02/129.20 | c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_linorder__antisym__conv3,axiom, % 129.02/129.20 ! [V_xa_2,V_ya_2,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_ya_2,V_xa_2) % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_xa_2,V_ya_2) % 129.02/129.20 <=> V_xa_2 = V_ya_2 ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_linorder__neqE,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( V_x != V_y % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__imp__neq,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => V_x != V_y ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__less__not__sym,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Opreorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => ~ c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__less__imp__not__less,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Opreorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => ~ c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__less__imp__not__eq,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => V_x != V_y ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__less__imp__not__eq2,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => V_y != V_x ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__less__asym_H,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Orderings_Opreorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ~ c_Orderings_Oord__class_Oless(T_a,V_b,V_a) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_xt1_I9_J,axiom, % 129.02/129.20 ! [V_a,V_b,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_a) % 129.02/129.20 => ~ c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_ord__eq__less__trans,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Orderings_Oord(T_a) % 129.02/129.20 => ( V_a = V_b % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a,V_c) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_xt1_I1_J,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( V_a = V_b % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_b) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_c,V_a) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_ord__less__eq__trans,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Orderings_Oord(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ( V_b = V_c % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a,V_c) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_xt1_I2_J,axiom, % 129.02/129.20 ! [V_c,V_a,V_b,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_a) % 129.02/129.20 => ( V_b = V_c % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_c,V_a) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__less__trans,axiom, % 129.02/129.20 ! [V_z,V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Opreorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_y,V_z) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_x,V_z) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_xt1_I10_J,axiom, % 129.02/129.20 ! [V_z,V_x,V_y,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_y,V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_z,V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_z,V_x) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__less__asym,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Opreorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => ~ c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_linorder__cases,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => ( V_x != V_y % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__eq__real__def,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_xa_2,V_ya_2) % 129.02/129.20 <=> ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_xa_2,V_ya_2) % 129.02/129.20 | V_xa_2 = V_ya_2 ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__less__def,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_xa_2,V_ya_2) % 129.02/129.20 <=> ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_xa_2,V_ya_2) % 129.02/129.20 & V_xa_2 != V_ya_2 ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_diff__eq__diff__less,axiom, % 129.02/129.20 ! [V_d_2,V_c_2,V_b_2,V_a_2,T_a] : % 129.02/129.20 ( class_Groups_Oordered__ab__group__add(T_a) % 129.02/129.20 => ( c_Groups_Ominus__class_Ominus(T_a,V_a_2,V_b_2) = c_Groups_Ominus__class_Ominus(T_a,V_c_2,V_d_2) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a_2,V_b_2) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(T_a,V_c_2,V_d_2) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__less__cancel__right,axiom, % 129.02/129.20 ! [V_b_2,V_c_2,V_a_2,T_a] : % 129.02/129.20 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_c_2),c_Groups_Oplus__class_Oplus(T_a,V_b_2,V_c_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(T_a,V_a_2,V_b_2) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__less__cancel__left,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.20 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_c_2,V_a_2),c_Groups_Oplus__class_Oplus(T_a,V_c_2,V_b_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(T_a,V_a_2,V_b_2) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__strict__right__mono,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__cancel__ab__semigroup__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => 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)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__strict__left__mono,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__cancel__ab__semigroup__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => 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)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__strict__mono,axiom, % 129.02/129.20 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__cancel__ab__semigroup__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_d) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__less__imp__less__right,axiom, % 129.02/129.20 ! [V_b,V_c,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__less__imp__less__left,axiom, % 129.02/129.20 ! [V_b,V_a,V_c,T_a] : % 129.02/129.20 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_xt1_I8_J,axiom, % 129.02/129.20 ! [V_z,V_x,V_y,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_z,V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_z,V_x) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__le__less__trans,axiom, % 129.02/129.20 ! [V_z,V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Opreorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_y,V_z) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_x,V_z) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_xt1_I7_J,axiom, % 129.02/129.20 ! [V_z,V_x,V_y,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_y,V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_z,V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_z,V_x) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__less__le__trans,axiom, % 129.02/129.20 ! [V_z,V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Opreorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_z) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_x,V_z) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_xt1_I11_J,axiom, % 129.02/129.20 ! [V_a,V_b,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a) % 129.02/129.20 => ( V_a != V_b % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_b,V_a) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__le__neq__trans,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.20 => ( V_a != V_b % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__le__imp__less__or__eq,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 | V_x = V_y ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_linorder__antisym__conv2,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_xa_2,V_ya_2) % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_xa_2,V_ya_2) % 129.02/129.20 <=> V_xa_2 = V_ya_2 ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__less__imp__le,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Opreorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_leD,axiom, % 129.02/129.20 ! [V_x,V_y,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) % 129.02/129.20 => ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_y) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_xt1_I12_J,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( V_a != V_b % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_b,V_a) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__neq__le__trans,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( V_a != V_b % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_linorder__antisym__conv1,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_xa_2,V_ya_2) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_xa_2,V_ya_2) % 129.02/129.20 <=> V_xa_2 = V_ya_2 ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_not__leE,axiom, % 129.02/129.20 ! [V_x,V_y,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_x,V_y) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_leI,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__le__less,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_xa_2,V_ya_2) % 129.02/129.20 <=> ( c_Orderings_Oord__class_Oless(T_a,V_xa_2,V_ya_2) % 129.02/129.20 | V_xa_2 = V_ya_2 ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__le__not__le,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.20 ( class_Orderings_Opreorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_xa_2,V_ya_2) % 129.02/129.20 <=> ( c_Orderings_Oord__class_Oless__eq(T_a,V_xa_2,V_ya_2) % 129.02/129.20 & ~ c_Orderings_Oord__class_Oless__eq(T_a,V_ya_2,V_xa_2) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_order__less__le,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.20 ( class_Orderings_Oorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_xa_2,V_ya_2) % 129.02/129.20 <=> ( c_Orderings_Oord__class_Oless__eq(T_a,V_xa_2,V_ya_2) % 129.02/129.20 & V_xa_2 != V_ya_2 ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_linorder__le__less__linear,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) % 129.02/129.20 | c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_linorder__not__le,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless__eq(T_a,V_xa_2,V_ya_2) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(T_a,V_ya_2,V_xa_2) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_linorder__not__less,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.20 ( class_Orderings_Olinorder(T_a) % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_xa_2,V_ya_2) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_ya_2,V_xa_2) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_power__strict__increasing,axiom, % 129.02/129.20 ! [V_a,V_N,V_n,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_N) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_power__less__imp__less__exp,axiom, % 129.02/129.20 ! [V_n,V_m,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_power__strict__increasing__iff,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,V_b_2,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_b_2) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b_2),V_xa_2),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b_2),V_ya_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_xa_2,V_ya_2) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_linorder__neqE__linordered__idom,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.20 => ( V_x != V_y % 129.02/129.20 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__number__of,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.20 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.20 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_xa_2),c_Int_Onumber__class_Onumber__of(T_a,V_ya_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_xa_2,V_ya_2) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__special_I4_J,axiom, % 129.02/129.20 ! [V_xa_2,T_a] : % 129.02/129.20 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.20 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_xa_2),c_Groups_Oone__class_Oone(T_a)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_xa_2,c_Int_OBit1(c_Int_OPls)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__special_I2_J,axiom, % 129.02/129.20 ! [V_ya_2,T_a] : % 129.02/129.20 ( ( class_Int_Onumber__ring(T_a) % 129.02/129.20 & class_Rings_Olinordered__idom(T_a) ) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_ya_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OBit1(c_Int_OPls),V_ya_2) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_power__strict__mono,axiom, % 129.02/129.20 ! [V_n,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n) % 129.02/129.20 => 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)) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__le__less__mono,axiom, % 129.02/129.20 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__cancel__ab__semigroup__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_d) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__less__le__mono,axiom, % 129.02/129.20 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__cancel__ab__semigroup__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_d) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_le__number__of__eq__not__less,axiom, % 129.02/129.20 ! [V_w_2,V_v_2,T_a] : % 129.02/129.20 ( ( class_Int_Onumber(T_a) % 129.02/129.20 & class_Orderings_Olinorder(T_a) ) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_v_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.20 <=> ~ c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Int_Onumber__class_Onumber__of(T_a,V_v_2)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_zero__less__one,axiom, % 129.02/129.20 ! [T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oone__class_Oone(T_a)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_not__one__less__zero,axiom, % 129.02/129.20 ! [T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),c_Groups_Ozero__class_Ozero(T_a)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__iff__diff__less__0,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,T_a] : % 129.02/129.20 ( class_Groups_Oordered__ab__group__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a_2,V_b_2) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a_2,V_b_2),c_Groups_Ozero__class_Ozero(T_a)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__1__mult,axiom, % 129.02/129.20 ! [V_n,V_m,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_m) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_n) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_zero__less__power,axiom, % 129.02/129.20 ! [V_n,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => 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)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__add__one,axiom, % 129.02/129.20 ! [V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => 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))) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__strict__right__mono__neg,axiom, % 129.02/129.20 ! [V_c,V_a,V_b,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_a,V_c),c_Rings_Oinverse__class_Odivide(T_a,V_b,V_c)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__strict__right__mono,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_a,V_c),c_Rings_Oinverse__class_Odivide(T_a,V_b,V_c)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__neg__neg,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_y,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__neg__pos,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__pos__neg,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_y,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__pos__pos,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__less__0__iff,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_a_2,V_b_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) % 129.02/129.20 & c_Orderings_Oord__class_Oless(T_a,V_b_2,c_Groups_Ozero__class_Ozero(T_a)) ) % 129.02/129.20 | ( c_Orderings_Oord__class_Oless(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 & c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b_2) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_zero__less__divide__iff,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Rings_Oinverse__class_Odivide(T_a,V_a_2,V_b_2)) % 129.02/129.20 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) % 129.02/129.20 & c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b_2) ) % 129.02/129.20 | ( c_Orderings_Oord__class_Oless(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 & c_Orderings_Oord__class_Oless(T_a,V_b_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_power__inject__exp,axiom, % 129.02/129.20 ! [V_n_2,V_m_2,V_a_2,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a_2) % 129.02/129.20 => ( hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a_2),V_m_2) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a_2),V_n_2) % 129.02/129.20 <=> V_m_2 = V_n_2 ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_abs__not__less__zero,axiom, % 129.02/129.20 ! [V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.20 => ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),c_Groups_Ozero__class_Ozero(T_a)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_zero__less__abs__iff,axiom, % 129.02/129.20 ! [V_a_2,T_a] : % 129.02/129.20 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oabs__class_Oabs(T_a,V_a_2)) % 129.02/129.20 <=> V_a_2 != c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_abs__of__pos,axiom, % 129.02/129.20 ! [V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__ab__group__add__abs(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => c_Groups_Oabs__class_Oabs(T_a,V_a) = V_a ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_abs__mult__less,axiom, % 129.02/129.20 ! [V_d,V_b,V_c,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),V_c) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oabs__class_Oabs(T_a,V_b),V_d) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__mult__less__mono2,axiom, % 129.02/129.20 ! [V_y,V_x,V_z] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_z) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,V_y) % 129.02/129.20 => 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)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__mult__order,axiom, % 129.02/129.20 ! [V_y,V_x] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_y) % 129.02/129.20 => 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)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__mult__less__iff1,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,V_za_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_za_2) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_xa_2),V_za_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_ya_2),V_za_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_xa_2,V_ya_2) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_not__real__square__gt__zero,axiom, % 129.02/129.20 ! [V_xa_2] : % 129.02/129.20 ( ~ 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_xa_2),V_xa_2)) % 129.02/129.20 <=> V_xa_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_norm__not__less__zero,axiom, % 129.02/129.20 ! [V_x,T_a] : % 129.02/129.20 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.20 => ~ 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)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__sqrt__gt__0__iff,axiom, % 129.02/129.20 ! [V_ya_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_ya_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_ya_2) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__sqrt__lt__0__iff,axiom, % 129.02/129.20 ! [V_xa_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_NthRoot_Osqrt(V_xa_2),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_xa_2,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__sqrt__not__eq__zero,axiom, % 129.02/129.20 ! [V_x] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x) % 129.02/129.20 => c_NthRoot_Osqrt(V_x) != c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__sqrt__gt__zero,axiom, % 129.02/129.20 ! [V_x] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x) % 129.02/129.20 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__sqrt__lt__1__iff,axiom, % 129.02/129.20 ! [V_xa_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_NthRoot_Osqrt(V_xa_2),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_xa_2,c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_real__sqrt__gt__1__iff,axiom, % 129.02/129.20 ! [V_ya_2] : % 129.02/129.20 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_ya_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_ya_2) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__le__cancel__left__pos,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c_2),V_a_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c_2),V_b_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,V_b_2) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__le__cancel__left__neg,axiom, % 129.02/129.20 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c_2),V_a_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c_2),V_b_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,V_a_2) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__strict__mono,axiom, % 129.02/129.20 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_d) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => 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)) ) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__strict__mono_H,axiom, % 129.02/129.20 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_d) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => 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)) ) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__less__le__imp__less,axiom, % 129.02/129.20 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_d) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => 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)) ) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__le__less__imp__less,axiom, % 129.02/129.20 ! [V_d,V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_d) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => 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)) ) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__right__less__imp__less,axiom, % 129.02/129.20 ! [V_b,V_c,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring(T_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__less__imp__less__right,axiom, % 129.02/129.20 ! [V_b,V_c,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__left__less__imp__less,axiom, % 129.02/129.20 ! [V_b,V_a,V_c,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring(T_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__less__imp__less__left,axiom, % 129.02/129.20 ! [V_b,V_a,V_c,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__right__le__imp__le,axiom, % 129.02/129.20 ! [V_b,V_c,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_mult__left__le__imp__le,axiom, % 129.02/129.20 ! [V_b,V_a,V_c,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semiring__strict(T_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__nonpos__neg,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__neg__nonpos,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__strict__increasing2,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__strict__increasing,axiom, % 129.02/129.20 ! [V_c,V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_c) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__nonneg__pos,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_add__pos__nonneg,axiom, % 129.02/129.20 ! [V_b,V_a,T_a] : % 129.02/129.20 ( class_Groups_Oordered__comm__monoid__add(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.20 => 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)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_not__sum__squares__lt__zero,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring(T_a) % 129.02/129.20 => ~ 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)) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_sum__squares__gt__zero__iff,axiom, % 129.02/129.20 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__ring__strict(T_a) % 129.02/129.20 => ( 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_xa_2),V_xa_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ya_2),V_ya_2))) % 129.02/129.20 <=> ( V_xa_2 != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.20 | V_ya_2 != c_Groups_Ozero__class_Ozero(T_a) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_power__less__imp__less__base,axiom, % 129.02/129.20 ! [V_b,V_n,V_a,T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => ( 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)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_zero__less__two,axiom, % 129.02/129.20 ! [T_a] : % 129.02/129.20 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.20 => 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))) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__nonneg__pos,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__nonneg__neg,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_y,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_frac__less2,axiom, % 129.02/129.20 ! [V_z,V_w,V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_w) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_w,V_z) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_z),c_Rings_Oinverse__class_Odivide(T_a,V_y,V_w)) ) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_frac__less,axiom, % 129.02/129.20 ! [V_z,V_w,V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_w) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_w,V_z) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_z),c_Rings_Oinverse__class_Odivide(T_a,V_y,V_w)) ) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_frac__le,axiom, % 129.02/129.20 ! [V_z,V_w,V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_w) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_w,V_z) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_z),c_Rings_Oinverse__class_Odivide(T_a,V_y,V_w)) ) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__nonpos__pos,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__nonpos__neg,axiom, % 129.02/129.20 ! [V_y,V_x,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_y,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y)) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__add__iff2,axiom, % 129.02/129.20 ! [V_d_2,V_b_2,V_c_2,V_e_2,V_a_2,T_a] : % 129.02/129.20 ( class_Rings_Oordered__ring(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_e_2),V_c_2),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_d_2)) % 129.02/129.20 <=> c_Orderings_Oord__class_Oless(T_a,V_c_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_a_2)),V_e_2),V_d_2)) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__add__iff1,axiom, % 129.02/129.20 ! [V_d_2,V_b_2,V_c_2,V_e_2,V_a_2,T_a] : % 129.02/129.20 ( class_Rings_Oordered__ring(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_e_2),V_c_2),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_d_2)) % 129.02/129.20 <=> 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_a_2,V_b_2)),V_e_2),V_c_2),V_d_2) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_less__divide__eq,axiom, % 129.02/129.20 ! [V_c_2,V_b_2,V_a_2,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,V_a_2,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2)) % 129.02/129.20 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2),V_b_2) ) % 129.02/129.20 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.20 => ( ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2)) ) % 129.02/129.20 & ( ~ c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.20 => c_Orderings_Oord__class_Oless(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ) ) ) ). % 129.02/129.20 % 129.02/129.20 fof(fact_divide__less__eq,axiom, % 129.02/129.20 ! [V_a_2,V_c_2,V_b_2,T_a] : % 129.02/129.20 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.20 => ( c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2),V_a_2) % 129.02/129.20 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2)) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2),V_b_2) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_pos__less__divide__eq,axiom, % 129.02/129.21 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_a_2,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2),V_b_2) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_pos__divide__less__eq,axiom, % 129.02/129.21 ! [V_a_2,V_b_2,V_c_2,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2),V_a_2) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_mult__imp__div__pos__less,axiom, % 129.02/129.21 ! [V_z,V_x,V_y,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_z),V_y)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y),V_z) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_mult__imp__less__div__pos,axiom, % 129.02/129.21 ! [V_x,V_z,V_y,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_z),V_y),V_x) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,V_z,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_neg__less__divide__eq,axiom, % 129.02/129.21 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_a_2,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_neg__divide__less__eq,axiom, % 129.02/129.21 ! [V_a_2,V_b_2,V_c_2,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2),V_a_2) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2),V_b_2) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_divide__strict__left__mono,axiom, % 129.02/129.21 ! [V_c,V_a,V_b,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.21 => ( 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)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_c,V_a),c_Rings_Oinverse__class_Odivide(T_a,V_c,V_b)) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_divide__strict__left__mono__neg,axiom, % 129.02/129.21 ! [V_c,V_b,V_a,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => ( 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)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_c,V_a),c_Rings_Oinverse__class_Odivide(T_a,V_c,V_b)) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_power__gt1__lemma,axiom, % 129.02/129.21 ! [V_n,V_a,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a) % 129.02/129.21 => 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))) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_power__less__power__Suc,axiom, % 129.02/129.21 ! [V_n,V_a,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a) % 129.02/129.21 => 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))) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__half__sum,axiom, % 129.02/129.21 ! [V_b,V_a,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,V_a,c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oone__class_Oone(T_a),c_Groups_Oone__class_Oone(T_a)))) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_gt__half__sum,axiom, % 129.02/129.21 ! [V_b,V_a,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oone__class_Oone(T_a),c_Groups_Oone__class_Oone(T_a))),V_b) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_power__gt1,axiom, % 129.02/129.21 ! [V_n,V_a,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a) % 129.02/129.21 => 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))) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_abs__diff__less__iff,axiom, % 129.02/129.21 ! [V_r_2,V_a_2,V_xa_2,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,V_xa_2,V_a_2)),V_r_2) % 129.02/129.21 <=> ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a_2,V_r_2),V_xa_2) % 129.02/129.21 & c_Orderings_Oord__class_Oless(T_a,V_xa_2,c_Groups_Oplus__class_Oplus(T_a,V_a_2,V_r_2)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_abs__div__pos,axiom, % 129.02/129.21 ! [V_x,V_y,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.21 => c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oabs__class_Oabs(T_a,V_x),V_y) = c_Groups_Oabs__class_Oabs(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y)) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_zero__less__norm__iff,axiom, % 129.02/129.21 ! [V_xa_2,T_a] : % 129.02/129.21 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,V_xa_2)) % 129.02/129.21 <=> V_xa_2 != c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_real__mult__le__cancel__iff1,axiom, % 129.02/129.21 ! [V_ya_2,V_xa_2,V_za_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_za_2) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_xa_2),V_za_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_ya_2),V_za_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_xa_2,V_ya_2) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_real__mult__le__cancel__iff2,axiom, % 129.02/129.21 ! [V_ya_2,V_xa_2,V_za_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_za_2) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_za_2),V_xa_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_za_2),V_ya_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_xa_2,V_ya_2) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_norm__mult__less,axiom, % 129.02/129.21 ! [V_s,V_y,V_r,V_x,T_a] : % 129.02/129.21 ( class_RealVector_Oreal__normed__algebra(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_x),V_r) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_y),V_s) % 129.02/129.21 => 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)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_norm__add__less,axiom, % 129.02/129.21 ! [V_s,V_y,V_r,V_x,T_a] : % 129.02/129.21 ( class_RealVector_Oreal__normed__vector(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_x),V_r) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_y),V_s) % 129.02/129.21 => 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)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_abs__add__one__not__less__self,axiom, % 129.02/129.21 ! [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) ). % 129.02/129.21 % 129.02/129.21 fof(fact_arctan__add,axiom, % 129.02/129.21 ! [V_y,V_x] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_x),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_y),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) % 129.02/129.21 => c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_Transcendental_Oarctan(V_x),c_Transcendental_Oarctan(V_y)) = c_Transcendental_Oarctan(c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_x,V_y),c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_x),V_y)))) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_divide__left__mono__neg,axiom, % 129.02/129.21 ! [V_c,V_b,V_a,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => ( 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)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_c,V_a),c_Rings_Oinverse__class_Odivide(T_a,V_c,V_b)) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_divide__left__mono,axiom, % 129.02/129.21 ! [V_c,V_a,V_b,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c) % 129.02/129.21 => ( 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)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_c,V_a),c_Rings_Oinverse__class_Odivide(T_a,V_c,V_b)) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_neg__divide__le__eq,axiom, % 129.02/129.21 ! [V_a_2,V_b_2,V_c_2,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2),V_a_2) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2),V_b_2) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_neg__le__divide__eq,axiom, % 129.02/129.21 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_mult__imp__le__div__pos,axiom, % 129.02/129.21 ! [V_x,V_z,V_y,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_z),V_y),V_x) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,V_z,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_mult__imp__div__pos__le,axiom, % 129.02/129.21 ! [V_z,V_x,V_y,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_z),V_y)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_x,V_y),V_z) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_pos__divide__le__eq,axiom, % 129.02/129.21 ! [V_a_2,V_b_2,V_c_2,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2),V_a_2) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_pos__le__divide__eq,axiom, % 129.02/129.21 ! [V_b_2,V_a_2,V_c_2,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2),V_b_2) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_divide__le__eq,axiom, % 129.02/129.21 ! [V_a_2,V_c_2,V_b_2,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2),V_a_2) % 129.02/129.21 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2)) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2),V_b_2) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_le__divide__eq,axiom, % 129.02/129.21 ! [V_c_2,V_b_2,V_a_2,T_a] : % 129.02/129.21 ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2)) % 129.02/129.21 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2),V_b_2) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),V_c_2)) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_power__Suc__less,axiom, % 129.02/129.21 ! [V_n,V_a,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Oone__class_Oone(T_a)) % 129.02/129.21 => 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)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_divide__less__eq__number__of1,axiom, % 129.02/129.21 ! [V_a_2,V_w_2,V_b_2,T_a] : % 129.02/129.21 ( ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 & class_Int_Onumber(T_a) ) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_a_2) % 129.02/129.21 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2))) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_b_2) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_divide__less__eq__number__of,axiom, % 129.02/129.21 ! [V_w_2,V_c_2,V_b_2,T_a] : % 129.02/129.21 ( ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 & class_Int_Onumber(T_a) ) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.21 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_c_2)) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_c_2),V_b_2) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__divide__eq__number__of,axiom, % 129.02/129.21 ! [V_c_2,V_b_2,V_w_2,T_a] : % 129.02/129.21 ( ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 & class_Int_Onumber(T_a) ) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2)) % 129.02/129.21 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_c_2),V_b_2) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_c_2)) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__divide__eq__number__of1,axiom, % 129.02/129.21 ! [V_w_2,V_b_2,V_a_2,T_a] : % 129.02/129.21 ( ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 & class_Int_Onumber(T_a) ) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_a_2,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,c_Int_Onumber__class_Onumber__of(T_a,V_w_2))) % 129.02/129.21 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_b_2) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2))) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_power__Suc__less__one,axiom, % 129.02/129.21 ! [V_n,V_a,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Oone__class_Oone(T_a)) % 129.02/129.21 => 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)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_power__increasing__iff,axiom, % 129.02/129.21 ! [V_ya_2,V_xa_2,V_b_2,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_b_2) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b_2),V_xa_2),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b_2),V_ya_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_xa_2,V_ya_2) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_power__le__imp__le__exp,axiom, % 129.02/129.21 ! [V_n,V_m,V_a,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a) % 129.02/129.21 => ( 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)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_abs__add__one__gt__zero,axiom, % 129.02/129.21 ! [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))) ). % 129.02/129.21 % 129.02/129.21 fof(fact_convex__bound__lt,axiom, % 129.02/129.21 ! [V_v,V_u,V_y,V_a,V_x,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__semiring__1__strict(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_y,V_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_u) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_v) % 129.02/129.21 => ( c_Groups_Oplus__class_Oplus(T_a,V_u,V_v) = c_Groups_Oone__class_Oone(T_a) % 129.02/129.21 => 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) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_divide__le__eq__number__of1,axiom, % 129.02/129.21 ! [V_a_2,V_w_2,V_b_2,T_a] : % 129.02/129.21 ( ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 & class_Int_Onumber(T_a) ) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_a_2) % 129.02/129.21 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2))) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_b_2) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a_2) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_divide__le__eq__number__of,axiom, % 129.02/129.21 ! [V_w_2,V_c_2,V_b_2,T_a] : % 129.02/129.21 ( ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 & class_Int_Onumber(T_a) ) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.21 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_c_2)) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_c_2),V_b_2) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_le__divide__eq__number__of,axiom, % 129.02/129.21 ! [V_c_2,V_b_2,V_w_2,T_a] : % 129.02/129.21 ( ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 & class_Int_Onumber(T_a) ) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Rings_Oinverse__class_Odivide(T_a,V_b_2,V_c_2)) % 129.02/129.21 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_c_2),V_b_2) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c_2) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_c_2)) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,V_c_2,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_le__divide__eq__number__of1,axiom, % 129.02/129.21 ! [V_w_2,V_b_2,V_a_2,T_a] : % 129.02/129.21 ( ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 & class_Int_Onumber(T_a) ) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,c_Rings_Oinverse__class_Odivide(T_a,V_b_2,c_Int_Onumber__class_Onumber__of(T_a,V_w_2))) % 129.02/129.21 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)),V_b_2) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Int_Onumber__class_Onumber__of(T_a,V_w_2)) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_2),c_Int_Onumber__class_Onumber__of(T_a,V_w_2))) ) % 129.02/129.21 & ( ~ c_Orderings_Oord__class_Oless(T_a,c_Int_Onumber__class_Onumber__of(T_a,V_w_2),c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(T_a,V_a_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_half__gt__zero__iff,axiom, % 129.02/129.21 ! [V_r_2,T_a] : % 129.02/129.21 ( ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 & class_Int_Onumber__ring(T_a) ) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Rings_Oinverse__class_Odivide(T_a,V_r_2,c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_r_2) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_half__gt__zero,axiom, % 129.02/129.21 ! [V_r,T_a] : % 129.02/129.21 ( ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 & class_Int_Onumber__ring(T_a) ) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_r) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Rings_Oinverse__class_Odivide(T_a,V_r,c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_power2__less__0,axiom, % 129.02/129.21 ! [V_a,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.21 => ~ c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),c_Groups_Ozero__class_Ozero(T_a)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_zero__less__power2,axiom, % 129.02/129.21 ! [V_a_2,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.21 => ( 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_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) % 129.02/129.21 <=> V_a_2 != c_Groups_Ozero__class_Ozero(T_a) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_real__sqrt__two__gt__zero,axiom, % 129.02/129.21 c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) ). % 129.02/129.21 % 129.02/129.21 fof(fact_real__less__half__sum,axiom, % 129.02/129.21 ! [V_y,V_x] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,V_y) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_x,V_y),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_real__gt__half__sum,axiom, % 129.02/129.21 ! [V_y,V_x] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,V_y) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_x,V_y),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_y) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_real__sqrt__two__gt__one,axiom, % 129.02/129.21 c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) ). % 129.02/129.21 % 129.02/129.21 fof(fact_power2__less__imp__less,axiom, % 129.02/129.21 ! [V_y,V_x,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__semidom(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,V_x,V_y) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_half,axiom, % 129.02/129.21 ! [T_a] : % 129.02/129.21 ( ( class_Fields_Olinordered__field__inverse__zero(T_a) % 129.02/129.21 & class_Int_Onumber__ring(T_a) ) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Oone__class_Oone(T_a),c_Int_Onumber__class_Onumber__of(T_a,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_not__sum__power2__lt__zero,axiom, % 129.02/129.21 ! [V_y,V_x,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.21 => ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_y),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))),c_Groups_Ozero__class_Ozero(T_a)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_sum__power2__gt__zero__iff,axiom, % 129.02/129.21 ! [V_ya_2,V_xa_2,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_xa_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_ya_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))))) % 129.02/129.21 <=> ( V_xa_2 != c_Groups_Ozero__class_Ozero(T_a) % 129.02/129.21 | V_ya_2 != c_Groups_Ozero__class_Ozero(T_a) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_real__sqrt__pow2__gt__zero,axiom, % 129.02/129.21 ! [V_x] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_lemma__real__divide__sqrt__less,axiom, % 129.02/129.21 ! [V_u] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_u) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_u,c_NthRoot_Osqrt(c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))),V_u) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__one__imp__sqr__less__one,axiom, % 129.02/129.21 ! [V_x] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_x),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_odd__power__less__zero,axiom, % 129.02/129.21 ! [V_n,V_a,T_a] : % 129.02/129.21 ( class_Rings_Olinordered__idom(T_a) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Nat_OSuc(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),V_n))),c_Groups_Ozero__class_Ozero(T_a)) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_machin,axiom, % 129.02/129.21 c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Transcendental_Opi,c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) = c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))),c_Transcendental_Oarctan(c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit1(c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))))),c_Transcendental_Oarctan(c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit1(c_Int_OBit1(c_Int_OBit1(c_Int_OBit1(c_Int_OBit0(c_Int_OBit1(c_Int_OBit1(c_Int_OBit1(c_Int_OPls)))))))))))) ). % 129.02/129.21 % 129.02/129.21 fof(fact_complex_Orecs,axiom, % 129.02/129.21 ! [V_real2_2,V_real1_2,V_f1_2,T_a] : c_Complex_Ocomplex_Ocomplex__rec(T_a,V_f1_2,c_Complex_Ocomplex_OComplex(V_real1_2,V_real2_2)) = hAPP(hAPP(V_f1_2,V_real1_2),V_real2_2) ). % 129.02/129.21 % 129.02/129.21 fof(fact_natceiling__add__one,axiom, % 129.02/129.21 ! [V_x] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x) % 129.02/129.21 => 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)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__zeroE,axiom, % 129.02/129.21 ! [V_n] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ). % 129.02/129.21 % 129.02/129.21 fof(fact_Suc__mono,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_m),c_Nat_OSuc(V_n)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_lessI,axiom, % 129.02/129.21 ! [V_n] : c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,c_Nat_OSuc(V_n)) ). % 129.02/129.21 % 129.02/129.21 fof(fact_zero__less__Suc,axiom, % 129.02/129.21 ! [V_n] : c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),c_Nat_OSuc(V_n)) ). % 129.02/129.21 % 129.02/129.21 fof(fact_add__lessD1,axiom, % 129.02/129.21 ! [V_k,V_j,V_i] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_j),V_k) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_k) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__add__eq__less,axiom, % 129.02/129.21 ! [V_n,V_m,V_l,V_k] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_k,V_l) % 129.02/129.21 => ( c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_l) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k,V_n) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_add__less__mono,axiom, % 129.02/129.21 ! [V_l,V_k,V_j,V_i] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_k,V_l) % 129.02/129.21 => 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)) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_add__less__mono1,axiom, % 129.02/129.21 ! [V_k,V_j,V_i] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j) % 129.02/129.21 => 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)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_trans__less__add2,axiom, % 129.02/129.21 ! [V_m,V_j,V_i] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_j)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_trans__less__add1,axiom, % 129.02/129.21 ! [V_m,V_j,V_i] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_m)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_nat__add__left__cancel__less,axiom, % 129.02/129.21 ! [V_n_2,V_m_2,V_k_2] : % 129.02/129.21 ( 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)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_not__add__less2,axiom, % 129.02/129.21 ! [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) ). % 129.02/129.21 % 129.02/129.21 fof(fact_not__add__less1,axiom, % 129.02/129.21 ! [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) ). % 129.02/129.21 % 129.02/129.21 fof(fact_pi__not__less__zero,axiom, % 129.02/129.21 ~ c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Transcendental_Opi,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) ). % 129.02/129.21 % 129.02/129.21 fof(fact_not__less0,axiom, % 129.02/129.21 ! [V_n] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ). % 129.02/129.21 % 129.02/129.21 fof(fact_pi__gt__zero,axiom, % 129.02/129.21 c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Transcendental_Opi) ). % 129.02/129.21 % 129.02/129.21 fof(fact_neq0__conv,axiom, % 129.02/129.21 ! [V_n_2] : % 129.02/129.21 ( V_n_2 != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__nat__zero__code,axiom, % 129.02/129.21 ! [V_n] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ). % 129.02/129.21 % 129.02/129.21 fof(fact_gr__implies__not0,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) % 129.02/129.21 => V_n != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__imp__diff__less,axiom, % 129.02/129.21 ! [V_n,V_k,V_j] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_j,V_k) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j,V_n),V_k) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_diff__less__mono2,axiom, % 129.02/129.21 ! [V_l,V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_l) % 129.02/129.21 => 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)) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_gr0I,axiom, % 129.02/129.21 ! [V_n] : % 129.02/129.21 ( V_n != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_nat__less__le,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.21 <=> ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.21 & V_m_2 != V_n_2 ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_le__eq__less__or__eq,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.21 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.21 | V_m_2 = V_n_2 ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__imp__le__nat,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_le__neq__implies__less,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) % 129.02/129.21 => ( V_m != V_n % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__or__eq__imp__le,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) % 129.02/129.21 | V_m = V_n ) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__not__refl,axiom, % 129.02/129.21 ! [V_n] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_n) ). % 129.02/129.21 % 129.02/129.21 fof(fact_nat__neq__iff,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( V_m_2 != V_n_2 % 129.02/129.21 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.21 | c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,V_m_2) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_linorder__neqE__nat,axiom, % 129.02/129.21 ! [V_y,V_x] : % 129.02/129.21 ( V_x != V_y % 129.02/129.21 => ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_x,V_y) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_y,V_x) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__irrefl__nat,axiom, % 129.02/129.21 ! [V_n] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_n) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__not__refl2,axiom, % 129.02/129.21 ! [V_m,V_n] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_m) % 129.02/129.21 => V_m != V_n ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__not__refl3,axiom, % 129.02/129.21 ! [V_t,V_s] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_s,V_t) % 129.02/129.21 => V_s != V_t ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_nat__less__cases,axiom, % 129.02/129.21 ! [V_P_2,V_n_2,V_m_2] : % 129.02/129.21 ( ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.21 => hBOOL(hAPP(hAPP(V_P_2,V_n_2),V_m_2)) ) % 129.02/129.21 => ( ( V_m_2 = V_n_2 % 129.02/129.21 => hBOOL(hAPP(hAPP(V_P_2,V_n_2),V_m_2)) ) % 129.02/129.21 => ( ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,V_m_2) % 129.02/129.21 => hBOOL(hAPP(hAPP(V_P_2,V_n_2),V_m_2)) ) % 129.02/129.21 => hBOOL(hAPP(hAPP(V_P_2,V_n_2),V_m_2)) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_Suc__less__SucD,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_m),c_Nat_OSuc(V_n)) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_Suc__lessD,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__SucE,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n)) % 129.02/129.21 => ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) % 129.02/129.21 => V_m = V_n ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__trans__Suc,axiom, % 129.02/129.21 ! [V_k,V_j,V_i] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_j,V_k) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_i),V_k) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_Suc__lessI,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) % 129.02/129.21 => ( c_Nat_OSuc(V_m) != V_n % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__SucI,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__antisym,axiom, % 129.02/129.21 ! [V_m,V_n] : % 129.02/129.21 ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_m) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,c_Nat_OSuc(V_m)) % 129.02/129.21 => V_m = V_n ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_not__less__less__Suc__eq,axiom, % 129.02/129.21 ! [V_m_2,V_n_2] : % 129.02/129.21 ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,V_m_2) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,c_Nat_OSuc(V_m_2)) % 129.02/129.21 <=> V_n_2 = V_m_2 ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_Suc__less__eq,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_m_2),c_Nat_OSuc(V_n_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__Suc__eq,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,c_Nat_OSuc(V_n_2)) % 129.02/129.21 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.21 | V_m_2 = V_n_2 ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_not__less__eq,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,c_Nat_OSuc(V_m_2)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_rel__simps_I7_J,axiom, % 129.02/129.21 ~ c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OMin,c_Int_OMin) ). % 129.02/129.21 % 129.02/129.21 fof(fact_zless__linear,axiom, % 129.02/129.21 ! [V_y,V_x] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_x,V_y) % 129.02/129.21 | V_x = V_y % 129.02/129.21 | c_Orderings_Oord__class_Oless(tc_Int_Oint,V_y,V_x) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__number__of__int__code,axiom, % 129.02/129.21 ! [V_l_2,V_k_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_Onumber__class_Onumber__of(tc_Int_Oint,V_k_2),c_Int_Onumber__class_Onumber__of(tc_Int_Oint,V_l_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,V_l_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_zadd__strict__right__mono,axiom, % 129.02/129.21 ! [V_k,V_j,V_i] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_i,V_j) % 129.02/129.21 => 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)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_zless__le,axiom, % 129.02/129.21 ! [V_w_2,V_za_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_za_2,V_w_2) % 129.02/129.21 <=> ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_za_2,V_w_2) % 129.02/129.21 & V_za_2 != V_w_2 ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__int__code_I13_J,axiom, % 129.02/129.21 ! [V_k2_2,V_k1_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OBit0(V_k1_2),c_Int_OBit0(V_k2_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k1_2,V_k2_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_rel__simps_I14_J,axiom, % 129.02/129.21 ! [V_l_2,V_k_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OBit0(V_k_2),c_Int_OBit0(V_l_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,V_l_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_rel__simps_I2_J,axiom, % 129.02/129.21 ~ c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OPls,c_Int_OPls) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__int__code_I16_J,axiom, % 129.02/129.21 ! [V_k2_2,V_k1_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OBit1(V_k1_2),c_Int_OBit1(V_k2_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k1_2,V_k2_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_rel__simps_I17_J,axiom, % 129.02/129.21 ! [V_l_2,V_k_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OBit1(V_k_2),c_Int_OBit1(V_l_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,V_l_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__nat__number__of,axiom, % 129.02/129.21 ! [V_v_H_2,V_v_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_v_2),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_v_H_2)) % 129.02/129.21 <=> ( ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_v_2,V_v_H_2) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OPls,V_v_H_2) ) % 129.02/129.21 & c_Orderings_Oord__class_Oless(tc_Int_Oint,V_v_2,V_v_H_2) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__fun__def,axiom, % 129.02/129.21 ! [V_g_2,V_f_2,T_a,T_b] : % 129.02/129.21 ( class_Orderings_Oord(T_b) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_fun(T_a,T_b),V_f_2,V_g_2) % 129.02/129.21 <=> ( c_Orderings_Oord__class_Oless__eq(tc_fun(T_a,T_b),V_f_2,V_g_2) % 129.02/129.21 & ~ c_Orderings_Oord__class_Oless__eq(tc_fun(T_a,T_b),V_g_2,V_f_2) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__0__number__of,axiom, % 129.02/129.21 ! [V_v_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,V_v_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OPls,V_v_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_pi__ge__zero,axiom, % 129.02/129.21 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Transcendental_Opi) ). % 129.02/129.21 % 129.02/129.21 fof(fact_pi__neq__zero,axiom, % 129.02/129.21 c_Transcendental_Opi != c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(fact_bin__less__0__simps_I4_J,axiom, % 129.02/129.21 ! [V_w_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OBit1(V_w_2),c_Groups_Ozero__class_Ozero(tc_Int_Oint)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_w_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_rel__simps_I12_J,axiom, % 129.02/129.21 ! [V_k_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OBit1(V_k_2),c_Int_OPls) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,c_Int_OPls) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_bin__less__0__simps_I1_J,axiom, % 129.02/129.21 ~ c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OPls,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__int__code_I15_J,axiom, % 129.02/129.21 ! [V_k2_2,V_k1_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OBit1(V_k1_2),c_Int_OBit0(V_k2_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k1_2,V_k2_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_rel__simps_I16_J,axiom, % 129.02/129.21 ! [V_l_2,V_k_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OBit1(V_k_2),c_Int_OBit0(V_l_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,V_l_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_bin__less__0__simps_I3_J,axiom, % 129.02/129.21 ! [V_w_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OBit0(V_w_2),c_Groups_Ozero__class_Ozero(tc_Int_Oint)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_w_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__Suc__eq__0__disj,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,c_Nat_OSuc(V_n_2)) % 129.02/129.21 <=> ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.21 | ? [B_j] : % 129.02/129.21 ( V_m_2 = c_Nat_OSuc(B_j) % 129.02/129.21 & c_Orderings_Oord__class_Oless(tc_Nat_Onat,B_j,V_n_2) ) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__Suc0,axiom, % 129.02/129.21 ! [V_n_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))) % 129.02/129.21 <=> V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_gr0__conv__Suc,axiom, % 129.02/129.21 ! [V_n_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n_2) % 129.02/129.21 <=> ? [B_m] : V_n_2 = c_Nat_OSuc(B_m) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_nat__lt__two__imp__zero__or__one,axiom, % 129.02/129.21 ! [V_x] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_x,c_Nat_OSuc(c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)))) % 129.02/129.21 => ( V_x = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) % 129.02/129.21 | V_x = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_rel__simps_I10_J,axiom, % 129.02/129.21 ! [V_k_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OBit0(V_k_2),c_Int_OPls) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,c_Int_OPls) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_rel__simps_I4_J,axiom, % 129.02/129.21 ! [V_k_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OPls,c_Int_OBit0(V_k_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Int_OPls,V_k_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_add__gr__0,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( 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)) % 129.02/129.21 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_m_2) % 129.02/129.21 | c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n_2) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__add__Suc1,axiom, % 129.02/129.21 ! [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))) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__add__Suc2,axiom, % 129.02/129.21 ! [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))) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__iff__Suc__add,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.21 <=> ? [B_k] : V_n_2 = c_Nat_OSuc(c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m_2,B_k)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_Suc__le__lessD,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_le__less__Suc__eq,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,c_Nat_OSuc(V_m_2)) % 129.02/129.21 <=> V_n_2 = V_m_2 ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_Suc__leI,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) % 129.02/129.21 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_le__imp__less__Suc,axiom, % 129.02/129.21 ! [V_n,V_m] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) % 129.02/129.21 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n)) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_Suc__le__eq,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_m_2),V_n_2) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__Suc__eq__le,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,c_Nat_OSuc(V_n_2)) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_less__eq__Suc__le,axiom, % 129.02/129.21 ! [V_m_2,V_n_2] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,V_m_2) % 129.02/129.21 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_n_2),V_m_2) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_int__0__less__1,axiom, % 129.02/129.21 c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Groups_Oone__class_Oone(tc_Int_Oint)) ). % 129.02/129.21 % 129.02/129.21 fof(fact_nat__0__less__mult__iff,axiom, % 129.02/129.21 ! [V_n_2,V_m_2] : % 129.02/129.21 ( 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)) % 129.02/129.21 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_m_2) % 129.02/129.21 & c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n_2) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_mult__less__cancel1,axiom, % 129.02/129.21 ! [V_n_2,V_m_2,V_k_2] : % 129.02/129.21 ( 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)) % 129.02/129.21 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k_2) % 129.02/129.21 & c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_mult__less__cancel2,axiom, % 129.02/129.21 ! [V_n_2,V_k_2,V_m_2] : % 129.02/129.21 ( 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)) % 129.02/129.21 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k_2) % 129.02/129.21 & c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_mult__less__mono1,axiom, % 129.02/129.21 ! [V_k,V_j,V_i] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k) % 129.02/129.21 => 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)) ) ) ). % 129.02/129.21 % 129.02/129.21 fof(fact_mult__less__mono2,axiom, % 129.02/129.21 ! [V_k,V_j,V_i] : % 129.02/129.21 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j) % 129.02/129.21 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k) % 129.02/129.21 => 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)) ) ) ). % 129.02/129.21 % 129.02/129.21 %----Arity declarations (204) % 129.02/129.21 fof(arity_fun__Orderings_Opreorder,axiom, % 129.02/129.21 ! [T_2,T_1] : % 129.02/129.21 ( class_Orderings_Opreorder(T_1) % 129.02/129.21 => class_Orderings_Opreorder(tc_fun(T_2,T_1)) ) ). % 129.02/129.21 % 129.02/129.21 fof(arity_fun__Orderings_Oorder,axiom, % 129.02/129.21 ! [T_2,T_1] : % 129.02/129.21 ( class_Orderings_Oorder(T_1) % 129.02/129.21 => class_Orderings_Oorder(tc_fun(T_2,T_1)) ) ). % 129.02/129.21 % 129.02/129.21 fof(arity_fun__Orderings_Oord,axiom, % 129.02/129.21 ! [T_2,T_1] : % 129.02/129.21 ( class_Orderings_Oord(T_1) % 129.02/129.21 => class_Orderings_Oord(tc_fun(T_2,T_1)) ) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct,axiom, % 129.02/129.21 class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Oordered__cancel__ab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Oordered__cancel__ab__semigroup__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Oordered__ab__semigroup__add__imp__le,axiom, % 129.02/129.21 class_Groups_Oordered__ab__semigroup__add__imp__le(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Olinordered__comm__semiring__strict,axiom, % 129.02/129.21 class_Rings_Olinordered__comm__semiring__strict(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Olinordered__semiring__1__strict,axiom, % 129.02/129.21 class_Rings_Olinordered__semiring__1__strict(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Olinordered__semiring__strict,axiom, % 129.02/129.21 class_Rings_Olinordered__semiring__strict(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Oordered__ab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Oordered__ab__semigroup__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Oordered__ab__group__add__abs,axiom, % 129.02/129.21 class_Groups_Oordered__ab__group__add__abs(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Oordered__comm__monoid__add,axiom, % 129.02/129.21 class_Groups_Oordered__comm__monoid__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Olinordered__ab__group__add,axiom, % 129.02/129.21 class_Groups_Olinordered__ab__group__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Ocancel__ab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Ocancel__ab__semigroup__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Oring__1__no__zero__divisors,axiom, % 129.02/129.21 class_Rings_Oring__1__no__zero__divisors(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Oordered__cancel__semiring,axiom, % 129.02/129.21 class_Rings_Oordered__cancel__semiring(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Olinordered__ring__strict,axiom, % 129.02/129.21 class_Rings_Olinordered__ring__strict(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Oring__no__zero__divisors,axiom, % 129.02/129.21 class_Rings_Oring__no__zero__divisors(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Oordered__comm__semiring,axiom, % 129.02/129.21 class_Rings_Oordered__comm__semiring(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Olinordered__semiring__1,axiom, % 129.02/129.21 class_Rings_Olinordered__semiring__1(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Oordered__ab__group__add,axiom, % 129.02/129.21 class_Groups_Oordered__ab__group__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Ocancel__semigroup__add,axiom, % 129.02/129.21 class_Groups_Ocancel__semigroup__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Olinordered__semiring,axiom, % 129.02/129.21 class_Rings_Olinordered__semiring(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Olinordered__semidom,axiom, % 129.02/129.21 class_Rings_Olinordered__semidom(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Oab__semigroup__mult,axiom, % 129.02/129.21 class_Groups_Oab__semigroup__mult(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Ocomm__monoid__mult,axiom, % 129.02/129.21 class_Groups_Ocomm__monoid__mult(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Oab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Oab__semigroup__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Oordered__semiring,axiom, % 129.02/129.21 class_Rings_Oordered__semiring(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Oordered__ring__abs,axiom, % 129.02/129.21 class_Rings_Oordered__ring__abs(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Ono__zero__divisors,axiom, % 129.02/129.21 class_Rings_Ono__zero__divisors(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Ocomm__monoid__add,axiom, % 129.02/129.21 class_Groups_Ocomm__monoid__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Olinordered__ring,axiom, % 129.02/129.21 class_Rings_Olinordered__ring(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Olinordered__idom,axiom, % 129.02/129.21 class_Rings_Olinordered__idom(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Ocomm__semiring__1,axiom, % 129.02/129.21 class_Rings_Ocomm__semiring__1(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Ocomm__semiring,axiom, % 129.02/129.21 class_Rings_Ocomm__semiring(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Oab__group__add,axiom, % 129.02/129.21 class_Groups_Oab__group__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Ozero__neq__one,axiom, % 129.02/129.21 class_Rings_Ozero__neq__one(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Oordered__ring,axiom, % 129.02/129.21 class_Rings_Oordered__ring(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Orderings_Opreorder,axiom, % 129.02/129.21 class_Orderings_Opreorder(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Orderings_Olinorder,axiom, % 129.02/129.21 class_Orderings_Olinorder(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Omonoid__mult,axiom, % 129.02/129.21 class_Groups_Omonoid__mult(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Ocomm__ring__1,axiom, % 129.02/129.21 class_Rings_Ocomm__ring__1(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Omonoid__add,axiom, % 129.02/129.21 class_Groups_Omonoid__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Osemiring__1,axiom, % 129.02/129.21 class_Rings_Osemiring__1(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Osemiring__0,axiom, % 129.02/129.21 class_Rings_Osemiring__0(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Ogroup__add,axiom, % 129.02/129.21 class_Groups_Ogroup__add(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Omult__zero,axiom, % 129.02/129.21 class_Rings_Omult__zero(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Orderings_Oorder,axiom, % 129.02/129.21 class_Orderings_Oorder(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Int_Oring__char__0,axiom, % 129.02/129.21 class_Int_Oring__char__0(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Int_Onumber__ring,axiom, % 129.02/129.21 class_Int_Onumber__ring(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Osemiring,axiom, % 129.02/129.21 class_Rings_Osemiring(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Orderings_Oord,axiom, % 129.02/129.21 class_Orderings_Oord(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Oring__1,axiom, % 129.02/129.21 class_Rings_Oring__1(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Power_Opower,axiom, % 129.02/129.21 class_Power_Opower(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Ozero,axiom, % 129.02/129.21 class_Groups_Ozero(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Rings_Oring,axiom, % 129.02/129.21 class_Rings_Oring(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Int_Onumber,axiom, % 129.02/129.21 class_Int_Onumber(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Int__Oint__Groups_Oone,axiom, % 129.02/129.21 class_Groups_Oone(tc_Int_Oint) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct,axiom, % 129.02/129.21 class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Oordered__cancel__ab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Oordered__cancel__ab__semigroup__add(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Oordered__ab__semigroup__add__imp__le,axiom, % 129.02/129.21 class_Groups_Oordered__ab__semigroup__add__imp__le(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Olinordered__comm__semiring__strict,axiom, % 129.02/129.21 class_Rings_Olinordered__comm__semiring__strict(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Olinordered__semiring__strict,axiom, % 129.02/129.21 class_Rings_Olinordered__semiring__strict(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Oordered__ab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Oordered__ab__semigroup__add(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Oordered__comm__monoid__add,axiom, % 129.02/129.21 class_Groups_Oordered__comm__monoid__add(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Ocancel__ab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Ocancel__ab__semigroup__add(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Oordered__cancel__semiring,axiom, % 129.02/129.21 class_Rings_Oordered__cancel__semiring(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Oordered__comm__semiring,axiom, % 129.02/129.21 class_Rings_Oordered__comm__semiring(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Ocancel__semigroup__add,axiom, % 129.02/129.21 class_Groups_Ocancel__semigroup__add(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Olinordered__semiring,axiom, % 129.02/129.21 class_Rings_Olinordered__semiring(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Olinordered__semidom,axiom, % 129.02/129.21 class_Rings_Olinordered__semidom(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Oab__semigroup__mult,axiom, % 129.02/129.21 class_Groups_Oab__semigroup__mult(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Ocomm__monoid__mult,axiom, % 129.02/129.21 class_Groups_Ocomm__monoid__mult(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Oab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Oab__semigroup__add(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Oordered__semiring,axiom, % 129.02/129.21 class_Rings_Oordered__semiring(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Ono__zero__divisors,axiom, % 129.02/129.21 class_Rings_Ono__zero__divisors(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Ocomm__monoid__add,axiom, % 129.02/129.21 class_Groups_Ocomm__monoid__add(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Ocomm__semiring__1,axiom, % 129.02/129.21 class_Rings_Ocomm__semiring__1(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Ocomm__semiring,axiom, % 129.02/129.21 class_Rings_Ocomm__semiring(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Ozero__neq__one,axiom, % 129.02/129.21 class_Rings_Ozero__neq__one(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Orderings_Opreorder,axiom, % 129.02/129.21 class_Orderings_Opreorder(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Orderings_Olinorder,axiom, % 129.02/129.21 class_Orderings_Olinorder(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Omonoid__mult,axiom, % 129.02/129.21 class_Groups_Omonoid__mult(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Omonoid__add,axiom, % 129.02/129.21 class_Groups_Omonoid__add(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Osemiring__1,axiom, % 129.02/129.21 class_Rings_Osemiring__1(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Osemiring__0,axiom, % 129.02/129.21 class_Rings_Osemiring__0(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Omult__zero,axiom, % 129.02/129.21 class_Rings_Omult__zero(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Orderings_Oorder,axiom, % 129.02/129.21 class_Orderings_Oorder(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Rings_Osemiring,axiom, % 129.02/129.21 class_Rings_Osemiring(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Orderings_Oord,axiom, % 129.02/129.21 class_Orderings_Oord(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Power_Opower,axiom, % 129.02/129.21 class_Power_Opower(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Ozero,axiom, % 129.02/129.21 class_Groups_Ozero(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Int_Onumber,axiom, % 129.02/129.21 class_Int_Onumber(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Nat__Onat__Groups_Oone,axiom, % 129.02/129.21 class_Groups_Oone(tc_Nat_Onat) ). % 129.02/129.21 % 129.02/129.21 fof(arity_HOL__Obool__Orderings_Opreorder,axiom, % 129.02/129.21 class_Orderings_Opreorder(tc_HOL_Obool) ). % 129.02/129.21 % 129.02/129.21 fof(arity_HOL__Obool__Orderings_Oorder,axiom, % 129.02/129.21 class_Orderings_Oorder(tc_HOL_Obool) ). % 129.02/129.21 % 129.02/129.21 fof(arity_HOL__Obool__Orderings_Oord,axiom, % 129.02/129.21 class_Orderings_Oord(tc_HOL_Obool) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct,axiom, % 129.02/129.21 class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Oordered__cancel__ab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Oordered__cancel__ab__semigroup__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Oordered__ab__semigroup__add__imp__le,axiom, % 129.02/129.21 class_Groups_Oordered__ab__semigroup__add__imp__le(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Olinordered__comm__semiring__strict,axiom, % 129.02/129.21 class_Rings_Olinordered__comm__semiring__strict(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Fields_Olinordered__field__inverse__zero,axiom, % 129.02/129.21 class_Fields_Olinordered__field__inverse__zero(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Olinordered__semiring__1__strict,axiom, % 129.02/129.21 class_Rings_Olinordered__semiring__1__strict(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__RealVector_Oreal__normed__div__algebra,axiom, % 129.02/129.21 class_RealVector_Oreal__normed__div__algebra(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Olinordered__semiring__strict,axiom, % 129.02/129.21 class_Rings_Olinordered__semiring__strict(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Odivision__ring__inverse__zero,axiom, % 129.02/129.21 class_Rings_Odivision__ring__inverse__zero(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__RealVector_Oreal__normed__algebra__1,axiom, % 129.02/129.21 class_RealVector_Oreal__normed__algebra__1(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Oordered__ab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Oordered__ab__semigroup__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Oordered__ab__group__add__abs,axiom, % 129.02/129.21 class_Groups_Oordered__ab__group__add__abs(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__RealVector_Oreal__normed__algebra,axiom, % 129.02/129.21 class_RealVector_Oreal__normed__algebra(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Oordered__comm__monoid__add,axiom, % 129.02/129.21 class_Groups_Oordered__comm__monoid__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Olinordered__ab__group__add,axiom, % 129.02/129.21 class_Groups_Olinordered__ab__group__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Ocancel__ab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Ocancel__ab__semigroup__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Oring__1__no__zero__divisors,axiom, % 129.02/129.21 class_Rings_Oring__1__no__zero__divisors(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Oordered__cancel__semiring,axiom, % 129.02/129.21 class_Rings_Oordered__cancel__semiring(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__RealVector_Oreal__normed__vector,axiom, % 129.02/129.21 class_RealVector_Oreal__normed__vector(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Olinordered__ring__strict,axiom, % 129.02/129.21 class_Rings_Olinordered__ring__strict(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__RealVector_Oreal__normed__field,axiom, % 129.02/129.21 class_RealVector_Oreal__normed__field(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Oring__no__zero__divisors,axiom, % 129.02/129.21 class_Rings_Oring__no__zero__divisors(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Oordered__comm__semiring,axiom, % 129.02/129.21 class_Rings_Oordered__comm__semiring(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Olinordered__semiring__1,axiom, % 129.02/129.21 class_Rings_Olinordered__semiring__1(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Oordered__ab__group__add,axiom, % 129.02/129.21 class_Groups_Oordered__ab__group__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Ocancel__semigroup__add,axiom, % 129.02/129.21 class_Groups_Ocancel__semigroup__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Olinordered__semiring,axiom, % 129.02/129.21 class_Rings_Olinordered__semiring(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Fields_Ofield__inverse__zero,axiom, % 129.02/129.21 class_Fields_Ofield__inverse__zero(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Olinordered__semidom,axiom, % 129.02/129.21 class_Rings_Olinordered__semidom(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Oab__semigroup__mult,axiom, % 129.02/129.21 class_Groups_Oab__semigroup__mult(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Ocomm__monoid__mult,axiom, % 129.02/129.21 class_Groups_Ocomm__monoid__mult(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Oab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Oab__semigroup__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Fields_Olinordered__field,axiom, % 129.02/129.21 class_Fields_Olinordered__field(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Oordered__semiring,axiom, % 129.02/129.21 class_Rings_Oordered__semiring(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Oordered__ring__abs,axiom, % 129.02/129.21 class_Rings_Oordered__ring__abs(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Ono__zero__divisors,axiom, % 129.02/129.21 class_Rings_Ono__zero__divisors(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Ocomm__monoid__add,axiom, % 129.02/129.21 class_Groups_Ocomm__monoid__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Olinordered__ring,axiom, % 129.02/129.21 class_Rings_Olinordered__ring(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Olinordered__idom,axiom, % 129.02/129.21 class_Rings_Olinordered__idom(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Ocomm__semiring__1,axiom, % 129.02/129.21 class_Rings_Ocomm__semiring__1(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__RealVector_Oreal__field,axiom, % 129.02/129.21 class_RealVector_Oreal__field(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Odivision__ring,axiom, % 129.02/129.21 class_Rings_Odivision__ring(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Ocomm__semiring,axiom, % 129.02/129.21 class_Rings_Ocomm__semiring(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Oab__group__add,axiom, % 129.02/129.21 class_Groups_Oab__group__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Ozero__neq__one,axiom, % 129.02/129.21 class_Rings_Ozero__neq__one(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Oordered__ring,axiom, % 129.02/129.21 class_Rings_Oordered__ring(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Orderings_Opreorder,axiom, % 129.02/129.21 class_Orderings_Opreorder(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Orderings_Olinorder,axiom, % 129.02/129.21 class_Orderings_Olinorder(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Omonoid__mult,axiom, % 129.02/129.21 class_Groups_Omonoid__mult(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Ocomm__ring__1,axiom, % 129.02/129.21 class_Rings_Ocomm__ring__1(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Omonoid__add,axiom, % 129.02/129.21 class_Groups_Omonoid__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Osemiring__1,axiom, % 129.02/129.21 class_Rings_Osemiring__1(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Osemiring__0,axiom, % 129.02/129.21 class_Rings_Osemiring__0(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Ogroup__add,axiom, % 129.02/129.21 class_Groups_Ogroup__add(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Omult__zero,axiom, % 129.02/129.21 class_Rings_Omult__zero(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Orderings_Oorder,axiom, % 129.02/129.21 class_Orderings_Oorder(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Int_Oring__char__0,axiom, % 129.02/129.21 class_Int_Oring__char__0(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Int_Onumber__ring,axiom, % 129.02/129.21 class_Int_Onumber__ring(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Osemiring,axiom, % 129.02/129.21 class_Rings_Osemiring(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Orderings_Oord,axiom, % 129.02/129.21 class_Orderings_Oord(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Oring__1,axiom, % 129.02/129.21 class_Rings_Oring__1(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Fields_Ofield,axiom, % 129.02/129.21 class_Fields_Ofield(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Power_Opower,axiom, % 129.02/129.21 class_Power_Opower(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Ozero,axiom, % 129.02/129.21 class_Groups_Ozero(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Rings_Oring,axiom, % 129.02/129.21 class_Rings_Oring(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Int_Onumber,axiom, % 129.02/129.21 class_Int_Onumber(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_RealDef__Oreal__Groups_Oone,axiom, % 129.02/129.21 class_Groups_Oone(tc_RealDef_Oreal) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct,axiom, % 129.02/129.21 class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__RealVector_Oreal__normed__div__algebra,axiom, % 129.02/129.21 class_RealVector_Oreal__normed__div__algebra(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Odivision__ring__inverse__zero,axiom, % 129.02/129.21 class_Rings_Odivision__ring__inverse__zero(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__RealVector_Oreal__normed__algebra__1,axiom, % 129.02/129.21 class_RealVector_Oreal__normed__algebra__1(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__RealVector_Oreal__normed__algebra,axiom, % 129.02/129.21 class_RealVector_Oreal__normed__algebra(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Ocancel__ab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Ocancel__ab__semigroup__add(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Oring__1__no__zero__divisors,axiom, % 129.02/129.21 class_Rings_Oring__1__no__zero__divisors(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__RealVector_Oreal__normed__vector,axiom, % 129.02/129.21 class_RealVector_Oreal__normed__vector(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__RealVector_Oreal__normed__field,axiom, % 129.02/129.21 class_RealVector_Oreal__normed__field(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Oring__no__zero__divisors,axiom, % 129.02/129.21 class_Rings_Oring__no__zero__divisors(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Ocancel__semigroup__add,axiom, % 129.02/129.21 class_Groups_Ocancel__semigroup__add(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Fields_Ofield__inverse__zero,axiom, % 129.02/129.21 class_Fields_Ofield__inverse__zero(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Oab__semigroup__mult,axiom, % 129.02/129.21 class_Groups_Oab__semigroup__mult(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Ocomm__monoid__mult,axiom, % 129.02/129.21 class_Groups_Ocomm__monoid__mult(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Oab__semigroup__add,axiom, % 129.02/129.21 class_Groups_Oab__semigroup__add(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Ono__zero__divisors,axiom, % 129.02/129.21 class_Rings_Ono__zero__divisors(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Ocomm__monoid__add,axiom, % 129.02/129.21 class_Groups_Ocomm__monoid__add(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Ocomm__semiring__1,axiom, % 129.02/129.21 class_Rings_Ocomm__semiring__1(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__RealVector_Oreal__field,axiom, % 129.02/129.21 class_RealVector_Oreal__field(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Odivision__ring,axiom, % 129.02/129.21 class_Rings_Odivision__ring(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Ocomm__semiring,axiom, % 129.02/129.21 class_Rings_Ocomm__semiring(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Oab__group__add,axiom, % 129.02/129.21 class_Groups_Oab__group__add(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Ozero__neq__one,axiom, % 129.02/129.21 class_Rings_Ozero__neq__one(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Omonoid__mult,axiom, % 129.02/129.21 class_Groups_Omonoid__mult(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Ocomm__ring__1,axiom, % 129.02/129.21 class_Rings_Ocomm__ring__1(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Omonoid__add,axiom, % 129.02/129.21 class_Groups_Omonoid__add(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Osemiring__1,axiom, % 129.02/129.21 class_Rings_Osemiring__1(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Osemiring__0,axiom, % 129.02/129.21 class_Rings_Osemiring__0(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Ogroup__add,axiom, % 129.02/129.21 class_Groups_Ogroup__add(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Omult__zero,axiom, % 129.02/129.21 class_Rings_Omult__zero(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Int_Oring__char__0,axiom, % 129.02/129.21 class_Int_Oring__char__0(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Int_Onumber__ring,axiom, % 129.02/129.21 class_Int_Onumber__ring(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Osemiring,axiom, % 129.02/129.21 class_Rings_Osemiring(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Oring__1,axiom, % 129.02/129.21 class_Rings_Oring__1(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Fields_Ofield,axiom, % 129.02/129.21 class_Fields_Ofield(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Power_Opower,axiom, % 129.02/129.21 class_Power_Opower(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Ozero,axiom, % 129.02/129.21 class_Groups_Ozero(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Rings_Oring,axiom, % 129.02/129.21 class_Rings_Oring(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Int_Onumber,axiom, % 129.02/129.21 class_Int_Onumber(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 fof(arity_Complex__Ocomplex__Groups_Oone,axiom, % 129.02/129.21 class_Groups_Oone(tc_Complex_Ocomplex) ). % 129.02/129.21 % 129.02/129.21 %----Conjectures (1) % 129.02/129.21 fof(conj_0,conjecture, % 129.02/129.21 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Int_Onumber__class_Onumber__of(tc_RealDef_Oreal,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),v_x____))),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls)))),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)),c_Int_Onumber__class_Onumber__of(tc_Nat_Onat,c_Int_OBit0(c_Int_OBit1(c_Int_OPls))))) ). % 129.02/129.21 % 129.02/129.21 %------------------------------------------------------------------------------ % 129.02/129.21 %------------------------------------------- % 129.02/129.21 % Proof found % 129.02/129.21 % SZS status Theorem for theBenchmark % 129.02/129.21 % SZS output start Proof % 129.02/129.21 %ClaNum:1771(EqnAxiom:133) % 129.02/129.21 %VarNum:8871(SingletonVarNum:2940) % 129.02/129.21 %MaxLitNum:7 % 129.02/129.21 %MaxfuncDepth:14 % 129.02/129.21 %SharedTerms:383 % 129.02/129.21 %goalClause: 560 % 129.02/129.21 %singleGoalClaCount:1 % 129.02/129.21 [135]P1(a38) % 129.02/129.21 [136]P1(a39) % 129.02/129.21 [137]P1(a1) % 129.02/129.21 [138]P1(a16) % 129.02/129.21 [139]P18(a38) % 129.02/129.21 [140]P18(a39) % 129.02/129.21 [141]P18(a1) % 129.02/129.21 [142]P18(a16) % 129.02/129.21 [143]P27(a38) % 129.02/129.21 [144]P27(a1) % 129.02/129.21 [145]P47(a38) % 129.02/129.21 [146]P47(a39) % 129.02/129.21 [147]P47(a1) % 129.02/129.21 [148]P47(a16) % 129.02/129.21 [149]P28(a38) % 129.02/129.21 [150]P28(a39) % 129.02/129.21 [151]P28(a1) % 129.02/129.21 [152]P28(a16) % 129.02/129.21 [153]P29(a38) % 129.02/129.21 [154]P29(a1) % 129.02/129.21 [155]P29(a16) % 129.02/129.21 [156]P48(a38) % 129.02/129.21 [157]P48(a39) % 129.02/129.21 [158]P48(a1) % 129.02/129.21 [159]P68(a38) % 129.02/129.21 [160]P68(a39) % 129.02/129.21 [161]P68(a1) % 129.02/129.21 [162]P68(a16) % 129.02/129.21 [163]P51(a38) % 129.02/129.21 [164]P51(a39) % 129.02/129.21 [165]P51(a1) % 129.02/129.21 [166]P51(a16) % 129.02/129.21 [167]P30(a38) % 129.02/129.21 [168]P30(a1) % 129.02/129.21 [169]P30(a16) % 129.02/129.21 [170]P2(a38) % 129.02/129.21 [171]P2(a39) % 129.02/129.21 [172]P2(a1) % 129.02/129.21 [173]P2(a16) % 129.02/129.21 [174]P19(a38) % 129.02/129.21 [175]P19(a1) % 129.02/129.21 [176]P31(a38) % 129.02/129.21 [177]P31(a39) % 129.02/129.21 [178]P31(a1) % 129.02/129.21 [179]P31(a37) % 129.02/129.21 [180]P35(a38) % 129.02/129.21 [181]P35(a39) % 129.02/129.21 [182]P35(a1) % 129.02/129.21 [183]P35(a16) % 129.02/129.21 [184]P20(a38) % 129.02/129.21 [185]P20(a1) % 129.02/129.21 [186]P22(a38) % 129.02/129.21 [187]P22(a39) % 129.02/129.21 [188]P22(a1) % 129.02/129.21 [189]P22(a16) % 129.02/129.21 [190]P15(a38) % 129.02/129.21 [191]P15(a1) % 129.02/129.21 [192]P15(a16) % 129.02/129.21 [193]P3(a38) % 129.02/129.21 [194]P3(a1) % 129.02/129.21 [195]P3(a16) % 129.02/129.21 [196]P67(a38) % 129.02/129.21 [197]P67(a39) % 129.02/129.21 [198]P67(a1) % 129.02/129.21 [199]P67(a16) % 129.02/129.21 [200]P52(a38) % 129.02/129.21 [201]P52(a39) % 129.02/129.21 [202]P52(a1) % 129.02/129.21 [203]P52(a16) % 129.02/129.21 [204]P57(a38) % 129.02/129.21 [205]P57(a39) % 129.02/129.21 [206]P57(a1) % 129.02/129.21 [207]P57(a16) % 129.02/129.21 [208]P69(a38) % 129.02/129.21 [209]P69(a39) % 129.02/129.21 [210]P69(a1) % 129.02/129.21 [211]P69(a16) % 129.02/129.21 [212]P16(a38) % 129.02/129.21 [213]P16(a39) % 129.02/129.21 [214]P16(a1) % 129.02/129.21 [215]P16(a16) % 129.02/129.21 [216]P10(a38) % 129.02/129.21 [217]P10(a39) % 129.02/129.21 [218]P10(a1) % 129.02/129.21 [219]P10(a16) % 129.02/129.21 [220]P17(a38) % 129.02/129.21 [221]P17(a1) % 129.02/129.21 [222]P36(a38) % 129.02/129.21 [223]P36(a1) % 129.02/129.21 [224]P36(a16) % 129.02/129.21 [225]P58(a38) % 129.02/129.21 [226]P58(a1) % 129.02/129.21 [227]P58(a16) % 129.02/129.21 [228]P23(a38) % 129.02/129.21 [229]P23(a39) % 129.02/129.21 [230]P23(a1) % 129.02/129.21 [231]P59(a38) % 129.02/129.21 [232]P59(a1) % 129.02/129.21 [233]P59(a16) % 129.02/129.21 [234]P49(a38) % 129.02/129.21 [235]P49(a1) % 129.02/129.21 [236]P65(a38) % 129.02/129.21 [237]P65(a1) % 129.02/129.21 [238]P65(a16) % 129.02/129.21 [239]P50(a38) % 129.02/129.21 [240]P50(a1) % 129.02/129.21 [241]P32(a38) % 129.02/129.21 [242]P32(a39) % 129.02/129.21 [243]P32(a1) % 129.02/129.21 [244]P33(a38) % 129.02/129.21 [245]P33(a39) % 129.02/129.21 [246]P33(a1) % 129.02/129.21 [247]P33(a37) % 129.02/129.21 [248]P34(a38) % 129.02/129.21 [249]P34(a39) % 129.02/129.21 [250]P34(a1) % 129.02/129.21 [251]P34(a37) % 129.02/129.21 [252]P11(a38) % 129.02/129.21 [253]P11(a39) % 129.02/129.21 [254]P11(a1) % 129.02/129.21 [255]P11(a16) % 129.02/129.21 [256]P12(a38) % 129.02/129.21 [257]P12(a39) % 129.02/129.22 [258]P12(a1) % 129.02/129.22 [259]P12(a16) % 129.02/129.22 [260]P13(a38) % 129.02/129.22 [261]P13(a39) % 129.02/129.22 [262]P13(a1) % 129.02/129.22 [263]P13(a16) % 129.02/129.22 [264]P14(a38) % 129.02/129.22 [265]P14(a39) % 129.02/129.22 [266]P14(a1) % 129.02/129.22 [267]P14(a16) % 129.02/129.22 [268]P21(a38) % 129.02/129.22 [269]P21(a39) % 129.02/129.22 [270]P21(a1) % 129.02/129.22 [271]P21(a16) % 129.02/129.22 [272]P24(a38) % 129.02/129.22 [273]P24(a39) % 129.02/129.22 [274]P24(a1) % 129.02/129.22 [275]P25(a38) % 129.02/129.22 [276]P25(a39) % 129.02/129.22 [277]P25(a1) % 129.02/129.22 [278]P37(a38) % 129.02/129.22 [279]P37(a16) % 129.02/129.22 [280]P53(a38) % 129.02/129.22 [281]P53(a1) % 129.02/129.22 [282]P38(a38) % 129.02/129.22 [283]P38(a16) % 129.02/129.22 [284]P39(a38) % 129.02/129.22 [285]P39(a16) % 129.02/129.22 [286]P66(a38) % 129.02/129.22 [287]P66(a1) % 129.02/129.22 [288]P66(a16) % 129.02/129.22 [289]P43(a38) % 129.02/129.22 [290]P43(a39) % 129.02/129.22 [291]P43(a1) % 129.02/129.22 [292]P43(a16) % 129.02/129.22 [293]P60(a38) % 129.02/129.22 [294]P60(a39) % 129.02/129.22 [295]P60(a1) % 129.02/129.22 [296]P61(a38) % 129.02/129.22 [297]P61(a1) % 129.02/129.22 [298]P63(a38) % 129.02/129.22 [299]P63(a39) % 129.02/129.22 [300]P63(a1) % 129.02/129.22 [301]P62(a38) % 129.02/129.22 [302]P62(a39) % 129.02/129.22 [303]P62(a1) % 129.02/129.22 [304]P41(a38) % 129.02/129.22 [305]P41(a16) % 129.02/129.22 [306]P64(a38) % 129.02/129.22 [307]P64(a1) % 129.02/129.22 [308]P44(a38) % 129.02/129.22 [309]P44(a16) % 129.02/129.22 [310]P42(a38) % 129.02/129.22 [311]P42(a16) % 129.02/129.22 [312]P45(a38) % 129.02/129.22 [313]P45(a16) % 129.02/129.22 [314]P4(a38) % 129.02/129.22 [315]P4(a16) % 129.02/129.22 [316]P5(a38) % 129.02/129.22 [317]P5(a16) % 129.02/129.22 [318]P40(a38) % 129.02/129.22 [319]P40(a16) % 129.02/129.22 [320]P8(a38) % 129.02/129.22 [321]P9(a38) % 129.02/129.22 [322]P46(a38) % 129.02/129.22 [323]P46(a39) % 129.02/129.22 [324]P46(a1) % 129.02/129.22 [325]P55(a38) % 129.02/129.22 [326]P55(a39) % 129.02/129.22 [327]P55(a1) % 129.02/129.22 [328]P26(a38) % 129.02/129.22 [329]P26(a39) % 129.02/129.22 [330]P26(a1) % 129.02/129.22 [331]P54(a38) % 129.02/129.22 [332]P54(a39) % 129.02/129.22 [333]P54(a1) % 129.02/129.22 [334]P56(a38) % 129.02/129.22 [335]P56(a1) % 129.02/129.22 [355]P6(a1,a15,a14) % 129.02/129.22 [523]~E(a15,a14) % 129.02/129.22 [531]~P6(a1,a14,a15) % 129.02/129.22 [532]~P7(a1,a14,a14) % 129.02/129.22 [533]~P7(a1,a15,a15) % 129.02/129.22 [134]E(f2(a1),a14) % 129.02/129.22 [339]E(f4(a40,a42),a43) % 129.02/129.22 [340]E(f4(a26,a29),a43) % 129.02/129.22 [343]E(f18(a1,a14),f2(a1)) % 129.02/129.22 [344]E(f18(a39,a14),f2(a39)) % 129.02/129.22 [345]E(f21(a16,a43),f3(a38)) % 129.02/129.22 [370]P6(a38,f2(a38),a27) % 129.02/129.22 [371]P7(a38,f2(a38),a27) % 129.02/129.22 [382]P6(a1,f2(a1),f3(a1)) % 129.02/129.22 [384]P7(a1,f2(a1),f3(a1)) % 129.02/129.22 [386]P6(a1,f2(a1),f18(a1,a14)) % 129.02/129.22 [524]~E(f3(a16),a5) % 129.02/129.22 [525]~E(f2(a16),a5) % 129.02/129.22 [526]~E(f2(a38),a27) % 129.02/129.22 [527]~E(f3(a38),f2(a38)) % 129.02/129.22 [528]~E(f3(a1),f2(a1)) % 129.02/129.22 [530]~E(f18(a1,a15),f18(a1,a14)) % 129.02/129.22 [538]~P7(a38,a27,f2(a38)) % 129.02/129.22 [539]~P7(a1,a14,f2(a1)) % 129.02/129.22 [336]E(f17(f3(a38)),f3(a38)) % 129.02/129.22 [337]E(f17(f2(a38)),f2(a38)) % 129.02/129.22 [338]E(f20(f2(a38)),f2(a38)) % 129.02/129.22 [346]E(f4(f2(a38),f3(a38)),a5) % 129.02/129.22 [347]E(f4(f3(a38),f2(a38)),f3(a16)) % 129.02/129.22 [348]E(f4(f2(a38),f2(a38)),f2(a16)) % 129.02/129.22 [415]P6(a38,f3(a38),f21(a16,f13(a16,a43,a5))) % 129.02/129.22 [416]P6(a38,f3(a38),f21(a16,f11(a16,a43,a5))) % 129.02/129.22 [363]E(f30(f30(f12(a16),a5),a5),f18(a16,a15)) % 129.02/129.22 [403]E(f13(a1,f13(a1,f3(a1),a15),a15),a15) % 129.02/129.22 [418]P6(a38,f3(a38),f21(a16,f13(a16,a43,f3(a16)))) % 129.02/129.22 [419]P6(a38,f3(a38),f21(a16,f11(a16,a43,f3(a16)))) % 129.02/129.22 [438]E(f18(a1,f13(a1,f13(a1,f3(a1),a14),a14)),f3(a1)) % 129.02/129.22 [439]E(f18(a39,f13(a1,f13(a1,f3(a1),a14),a14)),f3(a39)) % 129.02/129.22 [451]E(f18(a39,f13(a1,f13(a1,f3(a1),a14),a14)),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [479]E(f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a39,f3(a39),f3(a39))) % 129.02/129.22 [481]E(f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a39,f13(a39,f2(a39),f3(a39)),f3(a39))) % 129.02/129.22 [482]E(f18(a39,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a39,f13(a39,f13(a39,f2(a39),f3(a39)),f3(a39)),f3(a39))) % 129.02/129.22 [484]P6(a1,f2(a1),f18(a1,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))) % 129.02/129.22 [489]P6(a1,f2(a1),f18(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14)))) % 129.02/129.22 [483]E(f30(f30(f22(a16),a5),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f18(a16,a15)) % 129.02/129.22 [491]P6(a38,f2(a38),f17(f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [492]P7(a38,f3(a38),f17(f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [493]P7(a38,f2(a38),f17(f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [560]~P6(a38,f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [499]P6(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40),f3(a38)) % 129.02/129.22 [500]P6(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a42),f3(a38)) % 129.02/129.22 [502]P6(a38,f18(a38,a15),f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40)) % 129.02/129.22 [503]P6(a38,f18(a38,a15),f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a42)) % 129.02/129.22 [504]E(f13(a38,f30(f30(f22(a38),a40),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),a42),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f3(a38)) % 129.02/129.22 [506]P6(a38,f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40)),f3(a38)) % 129.02/129.22 [507]P6(a38,f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a42)),f3(a38)) % 129.02/129.22 [521]E(f11(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f20(f25(a38,f3(a38),f18(a38,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))),f20(f25(a38,f3(a38),f18(a38,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))))),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14)))))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))))),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))))))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))))),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14)))))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))))),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14)))))))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))))),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14)))))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))))),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))))))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))))),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14)))))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))))),f13(a1,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14)))))))))))),f25(a38,a27,f18(a38,f13(a1,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))) % 129.02/129.22 [364]P6(a38,x3641,x3641) % 129.02/129.22 [365]P6(a39,x3651,x3651) % 129.02/129.22 [366]P6(a1,x3661,x3661) % 129.02/129.22 [537]~P7(a39,x5371,x5371) % 129.02/129.22 [341]E(f18(a1,x3411),x3411) % 129.02/129.22 [349]E(f9(a38,x3491),f21(a38,x3491)) % 129.02/129.22 [360]E(f13(a1,x3601,a14),x3601) % 129.02/129.22 [361]E(f11(a1,x3611,a14),x3611) % 129.02/129.22 [362]E(f13(a1,a14,x3621),x3621) % 129.02/129.22 [373]E(f11(a39,x3731,x3731),f2(a39)) % 129.02/129.22 [375]P6(a39,f2(a39),x3751) % 129.02/129.22 [529]~E(f18(a16,x5291),a5) % 129.02/129.22 [535]~E(f13(a1,x5351,x5351),a15) % 129.02/129.22 [542]~P7(a39,x5421,f2(a39)) % 129.02/129.22 [357]E(f30(f30(f12(a39),x3571),f3(a39)),x3571) % 129.02/129.22 [358]E(f30(f30(f12(a1),x3581),f3(a1)),x3581) % 129.02/129.22 [359]E(f30(f30(f12(a39),x3591),f2(a39)),f2(a39)) % 129.02/129.22 [376]E(f13(a39,x3761,f2(a39)),x3761) % 129.02/129.22 [377]E(f13(a1,x3771,f2(a1)),x3771) % 129.02/129.22 [378]E(f11(a39,x3781,f2(a39)),x3781) % 129.02/129.22 [379]E(f13(a39,f2(a39),x3791),x3791) % 129.02/129.22 [380]E(f13(a1,f2(a1),x3801),x3801) % 129.02/129.22 [381]E(f11(a39,f2(a39),x3811),f2(a39)) % 129.02/129.22 [406]P7(a39,x4061,f13(a39,x4061,f3(a39))) % 129.02/129.22 [407]P7(a39,f2(a39),f13(a39,x4071,f3(a39))) % 129.02/129.22 [410]P7(a38,f2(a38),f13(a38,f3(a38),f9(a38,x4101))) % 129.02/129.22 [453]E(f13(a1,f11(a1,a14,x4531),f11(a1,a14,x4531)),f11(a1,a14,f13(a1,x4531,x4531))) % 129.02/129.22 [463]E(f13(a1,f13(a1,f3(a1),f11(a1,a15,x4631)),f11(a1,a15,x4631)),f11(a1,a15,f13(a1,x4631,x4631))) % 129.02/129.22 [544]~E(f13(a39,x5441,f3(a39)),x5441) % 129.02/129.22 [550]~E(f13(a39,x5501,f3(a39)),f2(a39)) % 129.02/129.22 [555]~P6(a39,f13(a39,x5551,f3(a39)),x5551) % 129.02/129.22 [557]~P7(a38,f13(a38,f9(a38,x5571),f3(a38)),x5571) % 129.02/129.22 [352]E(f30(f30(f12(a1),a14),x3521),a14) % 129.02/129.22 [367]E(f30(f30(f12(a38),f3(a38)),x3671),x3671) % 129.02/129.22 [368]E(f30(f30(f12(a39),f3(a39)),x3681),x3681) % 129.02/129.22 [369]E(f30(f30(f12(a1),f3(a1)),x3691),x3691) % 129.02/129.22 [372]E(f30(f30(f12(a39),f2(a39)),x3721),f2(a39)) % 129.02/129.22 [396]P6(a39,x3961,f30(f30(f12(a39),x3961),x3961)) % 129.02/129.22 [554]~E(f13(a1,f13(a1,f3(a1),x5541),x5541),a14) % 129.02/129.22 [556]~E(f13(a1,f13(a1,f3(a1),x5561),x5561),f2(a1)) % 129.02/129.22 [392]E(f17(f30(f30(f12(a38),x3921),x3921)),f9(a38,x3921)) % 129.02/129.22 [431]P6(a39,x4311,f30(f30(f12(a39),x4311),f30(f30(f12(a39),x4311),x4311))) % 129.02/129.22 [440]E(f30(f30(f22(a39),f13(a39,f2(a39),f3(a39))),x4401),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [464]E(f11(a1,a15,f13(a1,f13(a1,f3(a1),x4641),x4641)),f13(a1,f11(a1,a15,x4641),f11(a1,a15,x4641))) % 129.02/129.22 [468]E(f13(a1,f13(a1,f3(a1),f11(a1,a15,x4681)),f11(a1,a15,x4681)),f11(a1,a14,f13(a1,f13(a1,f3(a1),x4681),x4681))) % 129.02/129.22 [485]E(f30(f30(f22(a16),f10(x4851)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x4851) % 129.02/129.22 [486]E(f30(f30(f12(a39),x4861),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f13(a39,x4861,x4861)) % 129.02/129.22 [487]E(f13(a39,x4871,f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f13(a39,f13(a39,x4871,f3(a39)),f3(a39))) % 129.02/129.22 [488]E(f13(a39,f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))),x4881),f13(a39,f13(a39,x4881,f3(a39)),f3(a39))) % 129.02/129.22 [490]E(f13(a39,f18(a39,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14))),x4901),f13(a39,f13(a39,f13(a39,x4901,f3(a39)),f3(a39)),f3(a39))) % 129.02/129.22 [494]E(f30(f30(f12(a39),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x4941),f13(a39,x4941,x4941)) % 129.02/129.22 [495]E(f17(f30(f30(f22(a38),x4951),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f9(a38,x4951)) % 129.02/129.22 [501]P6(a38,f3(a38),f30(f30(f22(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x5011)) % 129.02/129.22 [505]E(f13(a38,f25(a38,x5051,f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f25(a38,x5051,f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),x5051) % 129.02/129.22 [514]E(f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f30(f30(f22(a38),x5141),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f30(f30(f22(a38),f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x5141)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [517]E(f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f20(f25(a38,x5171,f13(a38,f3(a38),f17(f13(a38,f3(a38),f30(f30(f22(a38),x5171),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))))))),f20(x5171)) % 129.02/129.22 [390]E(f13(a39,x3901,x3902),f13(a39,x3902,x3901)) % 129.02/129.22 [391]E(f13(a1,x3911,x3912),f13(a1,x3912,x3911)) % 129.02/129.22 [398]P6(a39,x3981,f13(a39,x3982,x3981)) % 129.02/129.22 [399]P6(a39,x3991,f13(a39,x3991,x3992)) % 129.02/129.22 [400]P6(a39,f11(a39,x4001,x4002),x4001) % 129.02/129.22 [551]~P7(a39,f13(a39,x5511,x5512),x5512) % 129.02/129.22 [552]~P7(a39,f13(a39,x5521,x5522),x5521) % 129.02/129.22 [350]E(f6(f4(x3501,x3502)),f2(a39)) % 129.02/129.22 [351]E(f19(a16,f4(x3511,x3512)),f2(a39)) % 129.02/129.22 [401]E(f11(a39,f13(a39,x4011,x4012),x4012),x4011) % 129.02/129.22 [402]E(f11(a39,f13(a39,x4021,x4022),x4021),x4022) % 129.02/129.22 [405]E(f11(a39,x4051,f13(a39,x4051,x4052)),f2(a39)) % 129.02/129.22 [409]E(f25(a38,f17(x4091),f17(x4092)),f17(f25(a38,x4091,x4092))) % 129.02/129.22 [411]E(f13(a1,f18(a1,x4111),f18(a1,x4112)),f18(a1,f13(a1,x4111,x4112))) % 129.02/129.22 [445]P7(a39,x4451,f13(a39,f13(a39,x4452,x4451),f3(a39))) % 129.02/129.22 [446]P7(a39,x4461,f13(a39,f13(a39,x4461,x4462),f3(a39))) % 129.02/129.22 [461]E(f13(a1,f13(a1,x4611,x4611),f13(a1,x4612,x4612)),f13(a1,f13(a1,x4611,x4612),f13(a1,x4611,x4612))) % 129.02/129.22 [462]E(f11(a1,f13(a1,x4621,x4621),f13(a1,x4622,x4622)),f13(a1,f11(a1,x4621,x4622),f11(a1,x4621,x4622))) % 129.02/129.22 [466]P6(a38,f21(a16,x4661),f13(a38,f21(a16,f13(a16,x4661,x4662)),f21(a16,x4662))) % 129.02/129.22 [467]P6(a38,f11(a38,f21(a16,f13(a16,x4671,x4672)),f21(a16,x4671)),f21(a16,x4672)) % 129.02/129.22 [471]E(f13(a1,f13(a1,f13(a1,f3(a1),x4711),x4711),f13(a1,x4712,x4712)),f13(a1,f13(a1,f3(a1),f13(a1,x4711,x4712)),f13(a1,x4711,x4712))) % 129.02/129.22 [472]E(f11(a1,f13(a1,f13(a1,f3(a1),x4721),x4721),f13(a1,x4722,x4722)),f13(a1,f13(a1,f3(a1),f11(a1,x4721,x4722)),f11(a1,x4721,x4722))) % 129.02/129.22 [387]E(f30(f30(f12(a38),x3871),x3872),f30(f30(f12(a38),x3872),x3871)) % 129.02/129.22 [388]E(f30(f30(f12(a39),x3881),x3882),f30(f30(f12(a39),x3882),x3881)) % 129.02/129.22 [389]E(f30(f30(f12(a1),x3891),x3892),f30(f30(f12(a1),x3892),x3891)) % 129.02/129.22 [413]P6(a1,f2(a1),f30(f30(f22(a1),f9(a1,x4131)),x4132)) % 129.02/129.22 [430]E(f13(a39,f13(a39,x4301,f3(a39)),x4302),f13(a39,f13(a39,x4301,x4302),f3(a39))) % 129.02/129.22 [432]E(f11(a39,f11(a39,x4321,f3(a39)),x4322),f11(a39,x4321,f13(a39,x4322,f3(a39)))) % 129.02/129.22 [433]E(f13(a39,f13(a39,x4331,f3(a39)),x4332),f13(a39,x4331,f13(a39,x4332,f3(a39)))) % 129.02/129.22 [559]~E(f13(a1,x5591,x5591),f13(a1,f13(a1,f3(a1),x5592),x5592)) % 129.02/129.22 [397]E(f17(f30(f30(f22(a38),x3971),x3972)),f30(f30(f22(a38),f17(x3971)),x3972)) % 129.02/129.22 [404]E(f30(f30(f12(a38),f17(x4041)),f17(x4042)),f17(f30(f30(f12(a38),x4041),x4042))) % 129.02/129.22 [412]E(f30(f30(f12(a1),f18(a1,x4121)),f18(a1,x4122)),f18(a1,f30(f30(f12(a1),x4121),x4122))) % 129.02/129.22 [417]E(f25(a38,f30(f30(f12(a38),x4171),x4172),f30(f30(f12(a38),x4171),x4171)),f25(a38,x4172,x4171)) % 129.02/129.22 [420]E(f30(f30(f12(a39),x4201),f13(a39,x4202,f3(a39))),f13(a39,x4201,f30(f30(f12(a39),x4201),x4202))) % 129.02/129.22 [452]E(f30(f30(f12(a39),f13(a39,x4521,f3(a39))),x4522),f13(a39,x4522,f30(f30(f12(a39),x4521),x4522))) % 129.02/129.22 [470]E(f13(a1,f13(a1,x4701,x4701),f13(a1,f13(a1,f3(a1),x4702),x4702)),f13(a1,f13(a1,f3(a1),f13(a1,x4701,x4702)),f13(a1,x4701,x4702))) % 129.02/129.22 [473]E(f11(a1,f13(a1,f13(a1,f3(a1),x4731),x4731),f13(a1,f13(a1,f3(a1),x4732),x4732)),f13(a1,f11(a1,x4731,x4732),f11(a1,x4731,x4732))) % 129.02/129.22 [475]P6(a38,x4751,f17(f13(a38,f30(f30(f12(a38),x4751),x4751),f30(f30(f12(a38),x4752),x4752)))) % 129.02/129.22 [476]P6(a38,f2(a38),f17(f13(a38,f30(f30(f12(a38),x4761),x4761),f30(f30(f12(a38),x4762),x4762)))) % 129.02/129.22 [478]E(f13(a1,f13(a1,f30(f30(f12(a1),x4781),x4782),f30(f30(f12(a1),x4781),x4782)),x4782),f30(f30(f12(a1),f13(a1,f13(a1,f3(a1),x4781),x4781)),x4782)) % 129.02/129.22 [497]E(f11(a38,f25(a38,f13(a38,x4971,x4972),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x4972),f25(a38,f11(a38,x4971,x4972),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [498]E(f11(a38,f25(a38,f13(a38,x4981,x4982),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x4981),f25(a38,f11(a38,x4982,x4981),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [508]E(f17(f13(a38,f30(f30(f22(a38),x5081),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5082),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),f21(a16,f4(x5081,x5082))) % 129.02/129.22 [509]P6(a38,x5091,f17(f13(a38,f30(f30(f22(a38),x5092),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5091),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))) % 129.02/129.22 [510]P6(a38,x5101,f17(f13(a38,f30(f30(f22(a38),x5101),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5102),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))) % 129.02/129.22 [511]P6(a38,f2(a38),f17(f13(a38,f30(f30(f22(a38),x5111),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5112),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))) % 129.02/129.22 [512]P6(a38,f9(a38,x5121),f17(f13(a38,f30(f30(f22(a38),x5122),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5121),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))) % 129.02/129.22 [513]P6(a38,f9(a38,x5131),f17(f13(a38,f30(f30(f22(a38),x5131),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5132),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))) % 129.02/129.22 [515]E(f13(a38,f13(a38,f30(f30(f22(a38),x5151),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5152),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f30(f30(f12(a38),f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x5151)),x5152)),f30(f30(f22(a38),f13(a38,x5151,x5152)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [516]P6(a38,f9(a38,f25(a38,x5161,f17(f13(a38,f30(f30(f22(a38),x5161),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5162),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))))),f3(a38)) % 129.02/129.22 [421]E(f13(a39,x4211,f13(a39,x4212,x4213)),f13(a39,x4212,f13(a39,x4211,x4213))) % 129.02/129.22 [422]E(f13(a1,x4221,f13(a1,x4222,x4223)),f13(a1,x4222,f13(a1,x4221,x4223))) % 129.02/129.22 [423]E(f13(a39,f13(a39,x4231,x4232),x4233),f13(a39,x4231,f13(a39,x4232,x4233))) % 129.02/129.22 [424]E(f13(a1,f13(a1,x4241,x4242),x4243),f13(a1,x4241,f13(a1,x4242,x4243))) % 129.02/129.22 [425]E(f11(a39,f11(a39,x4251,x4252),x4253),f11(a39,x4251,f13(a39,x4252,x4253))) % 129.02/129.22 [426]E(f11(a39,f11(a39,x4261,x4262),x4263),f11(a39,f11(a39,x4261,x4263),x4262)) % 129.02/129.22 [427]E(f11(a39,f13(a39,x4271,x4272),f13(a39,x4273,x4272)),f11(a39,x4271,x4273)) % 129.02/129.22 [428]E(f11(a39,f13(a39,x4281,x4282),f13(a39,x4281,x4283)),f11(a39,x4282,x4283)) % 129.02/129.22 [465]E(f11(a39,f11(a39,f13(a39,x4651,f3(a39)),x4652),f13(a39,x4653,f3(a39))),f11(a39,f11(a39,x4651,x4652),x4653)) % 129.02/129.22 [447]E(f13(a39,f30(f30(f12(a39),x4471),x4472),f30(f30(f12(a39),x4471),x4473)),f30(f30(f12(a39),x4471),f13(a39,x4472,x4473))) % 129.02/129.22 [448]E(f11(a39,f30(f30(f12(a39),x4481),x4482),f30(f30(f12(a39),x4481),x4483)),f30(f30(f12(a39),x4481),f11(a39,x4482,x4483))) % 129.02/129.22 [449]E(f13(a1,f30(f30(f12(a1),x4491),x4492),f30(f30(f12(a1),x4491),x4493)),f30(f30(f12(a1),x4491),f13(a1,x4492,x4493))) % 129.02/129.22 [450]E(f11(a1,f30(f30(f12(a1),x4501),x4502),f30(f30(f12(a1),x4501),x4503)),f30(f30(f12(a1),x4501),f11(a1,x4502,x4503))) % 129.02/129.22 [454]E(f30(f30(f12(a1),f30(f30(f22(a1),x4541),x4542)),f30(f30(f22(a1),x4541),x4543)),f30(f30(f22(a1),x4541),f13(a39,x4542,x4543))) % 129.02/129.22 [455]E(f13(a38,f30(f30(f12(a38),x4551),x4552),f30(f30(f12(a38),x4553),x4552)),f30(f30(f12(a38),f13(a38,x4551,x4553)),x4552)) % 129.02/129.22 [456]E(f13(a39,f30(f30(f12(a39),x4561),x4562),f30(f30(f12(a39),x4563),x4562)),f30(f30(f12(a39),f13(a39,x4561,x4563)),x4562)) % 129.02/129.22 [457]E(f11(a39,f30(f30(f12(a39),x4571),x4572),f30(f30(f12(a39),x4573),x4572)),f30(f30(f12(a39),f11(a39,x4571,x4573)),x4572)) % 129.02/129.22 [458]E(f13(a1,f30(f30(f12(a1),x4581),x4582),f30(f30(f12(a1),x4583),x4582)),f30(f30(f12(a1),f13(a1,x4581,x4583)),x4582)) % 129.02/129.22 [460]E(f11(a1,f30(f30(f12(a1),x4601),x4602),f30(f30(f12(a1),x4603),x4602)),f30(f30(f12(a1),f11(a1,x4601,x4603)),x4602)) % 129.02/129.22 [441]E(f30(f30(f12(a38),f30(f30(f12(a38),x4411),x4412)),x4413),f30(f30(f12(a38),x4411),f30(f30(f12(a38),x4412),x4413))) % 129.02/129.22 [442]E(f30(f30(f12(a39),f30(f30(f12(a39),x4421),x4422)),x4423),f30(f30(f12(a39),x4421),f30(f30(f12(a39),x4422),x4423))) % 129.02/129.22 [443]E(f30(f30(f12(a1),f30(f30(f12(a1),x4431),x4432)),x4433),f30(f30(f12(a1),x4431),f30(f30(f12(a1),x4432),x4433))) % 129.02/129.22 [444]E(f30(f30(f22(a1),f30(f30(f22(a1),x4441),x4442)),x4443),f30(f30(f22(a1),x4441),f30(f30(f12(a39),x4442),x4443))) % 129.02/129.22 [496]E(f11(a38,f30(x4961,x4962),f30(f30(f12(a38),f25(a38,f11(a38,f30(x4961,x4963),f30(x4961,x4962)),f11(a38,x4963,x4962))),x4962)),f11(a38,f30(x4961,x4963),f30(f30(f12(a38),f25(a38,f11(a38,f30(x4961,x4963),f30(x4961,x4962)),f11(a38,x4963,x4962))),x4963))) % 129.02/129.22 [394]E(f7(x3941,x3942,f4(x3943,x3944)),f30(f30(x3942,x3943),x3944)) % 129.02/129.22 [395]E(f8(x3951,x3952,f4(x3953,x3954)),f30(f30(x3952,x3953),x3954)) % 129.02/129.22 [414]E(f30(f30(f23(x4141,x4142,x4143),x4144),f2(a39)),x4142) % 129.02/129.22 [435]E(f4(f13(a38,x4351,x4352),f13(a38,x4353,x4354)),f13(a16,f4(x4351,x4353),f4(x4352,x4354))) % 129.02/129.22 [436]E(f4(f11(a38,x4361,x4362),f11(a38,x4363,x4364)),f11(a16,f4(x4361,x4363),f4(x4362,x4364))) % 129.02/129.22 [474]E(f13(a39,f30(f30(f12(a39),x4741),x4742),f13(a39,f30(f30(f12(a39),x4743),x4742),x4744)),f13(a39,f30(f30(f12(a39),f13(a39,x4741,x4743)),x4742),x4744)) % 129.02/129.22 [477]E(f4(f11(a38,f30(f30(f12(a38),x4771),x4772),f30(f30(f12(a38),x4773),x4774)),f13(a38,f30(f30(f12(a38),x4771),x4774),f30(f30(f12(a38),x4773),x4772))),f30(f30(f12(a16),f4(x4771,x4773)),f4(x4772,x4774))) % 129.02/129.22 [520]E(f30(f30(f22(a38),f17(f30(f30(f12(a38),f13(a38,f30(f30(f22(a38),x5201),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5202),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),f13(a38,f30(f30(f22(a38),x5203),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5204),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f12(a38),f13(a38,f30(f30(f22(a38),x5201),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5202),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),f13(a38,f30(f30(f22(a38),x5203),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5204),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))) % 129.02/129.22 [518]P6(a38,f17(f13(a38,f30(f30(f22(a38),f13(a38,x5181,x5182)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),f13(a38,x5183,x5184)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),f13(a38,f17(f13(a38,f30(f30(f22(a38),x5181),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5183),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),f17(f13(a38,f30(f30(f22(a38),x5182),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5184),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))))) % 129.02/129.22 [519]P6(a38,f2(a38),f17(f30(f30(f12(a38),f13(a38,f30(f30(f22(a38),x5191),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5192),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),f13(a38,f30(f30(f22(a38),x5193),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x5194),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))))) % 129.02/129.22 [469]E(f30(f30(f23(x4691,x4692,x4693),x4694),f13(a39,x4695,f3(a39))),f30(f30(x4693,x4694),f30(f30(f23(x4691,x4692,x4693),x4694),x4695))) % 129.02/129.22 [561]~E(x5611,f3(a38))+E(f17(x5611),f3(a38)) % 129.02/129.22 [562]~E(x5621,f2(a38))+E(f17(x5621),f2(a38)) % 129.02/129.22 [563]~E(f17(x5631),f3(a38))+E(x5631,f3(a38)) % 129.02/129.22 [564]~E(f17(x5641),f2(a38))+E(x5641,f2(a38)) % 129.02/129.22 [567]~P69(x5671)+~E(f3(x5671),f2(x5671)) % 129.02/129.22 [569]~P29(x5691)+E(f18(x5691,a14),f2(x5691)) % 129.02/129.22 [600]~E(a14,x6001)+E(f13(a1,x6001,x6001),a14) % 129.02/129.22 [601]~E(x6011,a14)+E(f13(a1,x6011,x6011),a14) % 129.02/129.22 [609]E(x6091,f2(a39))+P7(a39,f2(a39),x6091) % 129.02/129.22 [656]~P48(x6561)+P6(x6561,f2(x6561),f3(x6561)) % 129.02/129.22 [657]~P48(x6571)+P7(x6571,f2(x6571),f3(x6571)) % 129.02/129.22 [663]P6(a1,x6631,a14)+~E(f18(a39,x6631),f2(a39)) % 129.02/129.22 [678]E(x6781,a14)+~E(f13(a1,x6781,x6781),a14) % 129.02/129.22 [679]E(a14,x6791)+~E(f13(a1,x6791,x6791),a14) % 129.02/129.22 [699]E(x6991,f2(a39))+~P6(a39,x6991,f2(a39)) % 129.02/129.22 [711]~P6(a1,x7111,a14)+E(f18(a39,x7111),f2(a39)) % 129.02/129.22 [725]~E(f17(x7251),f2(a38))+~P7(a38,f2(a38),x7251) % 129.02/129.22 [748]~P48(x7481)+~P6(x7481,f3(x7481),f2(x7481)) % 129.02/129.22 [749]~P48(x7491)+~P7(x7491,f3(x7491),f2(x7491)) % 129.02/129.22 [829]~P6(a38,x8291,f3(a38))+P6(a38,f17(x8291),f3(a38)) % 129.02/129.22 [830]~P6(a38,x8301,f2(a38))+P6(a38,f17(x8301),f2(a38)) % 129.02/129.22 [831]~P7(a38,x8311,f3(a38))+P7(a38,f17(x8311),f3(a38)) % 129.02/129.22 [832]~P7(a38,x8321,f2(a38))+P7(a38,f17(x8321),f2(a38)) % 129.02/129.22 [834]~P6(a38,f3(a38),x8341)+P6(a38,f3(a38),f17(x8341)) % 129.02/129.22 [836]~P6(a38,f2(a38),x8361)+P6(a38,f2(a38),f17(x8361)) % 129.02/129.22 [837]~P7(a38,f3(a38),x8371)+P7(a38,f3(a38),f17(x8371)) % 129.02/129.22 [839]~P7(a38,f2(a38),x8391)+P7(a38,f2(a38),f17(x8391)) % 129.02/129.22 [852]~P6(a38,f17(x8521),f3(a38))+P6(a38,x8521,f3(a38)) % 129.02/129.22 [853]~P6(a38,f17(x8531),f2(a38))+P6(a38,x8531,f2(a38)) % 129.02/129.22 [854]~P7(a38,f17(x8541),f3(a38))+P7(a38,x8541,f3(a38)) % 129.02/129.22 [855]~P7(a38,f17(x8551),f2(a38))+P7(a38,x8551,f2(a38)) % 129.02/129.22 [856]~P6(a38,f3(a38),f17(x8561))+P6(a38,f3(a38),x8561) % 129.02/129.22 [857]~P6(a38,f2(a38),f17(x8571))+P6(a38,f2(a38),x8571) % 129.02/129.22 [858]~P7(a38,f3(a38),f17(x8581))+P7(a38,f3(a38),x8581) % 129.02/129.22 [859]~P7(a38,f2(a38),f17(x8591))+P7(a38,f2(a38),x8591) % 129.02/129.22 [865]~P7(a1,a14,x8651)+P7(a39,f2(a39),f18(a39,x8651)) % 129.02/129.22 [882]P7(a1,a14,x8821)+~P7(a39,f2(a39),f18(a39,x8821)) % 129.02/129.22 [979]~P6(a1,a14,x9791)+P6(a1,a14,f13(a1,x9791,x9791)) % 129.02/129.22 [980]~P7(a1,a14,x9801)+P7(a1,a14,f13(a1,x9801,x9801)) % 129.02/129.22 [981]~P6(a1,x9811,a14)+P6(a1,f13(a1,x9811,x9811),a14) % 129.02/129.22 [982]~P6(a1,x9821,a15)+P6(a1,f13(a1,x9821,x9821),a15) % 129.02/129.22 [983]~P7(a1,x9831,a14)+P7(a1,f13(a1,x9831,x9831),a14) % 129.02/129.22 [1022]~P7(a1,x10221,f2(a1))+P7(a1,f13(a1,x10221,x10221),f2(a1)) % 129.02/129.22 [1061]P6(a1,x10611,a14)+~P6(a1,f13(a1,x10611,x10611),a14) % 129.02/129.22 [1062]P6(a1,x10621,a15)+~P6(a1,f13(a1,x10621,x10621),a15) % 129.02/129.22 [1063]P7(a1,x10631,a14)+~P7(a1,f13(a1,x10631,x10631),a14) % 129.02/129.22 [1064]P6(a1,a14,x10641)+~P6(a1,a14,f13(a1,x10641,x10641)) % 129.02/129.22 [1065]P7(a1,a14,x10651)+~P7(a1,a14,f13(a1,x10651,x10651)) % 129.02/129.22 [1081]P7(a1,x10811,f2(a1))+~P7(a1,f13(a1,x10811,x10811),f2(a1)) % 129.02/129.22 [575]~P38(x5751)+E(f21(x5751,f3(x5751)),f3(a38)) % 129.02/129.22 [576]~P37(x5761)+E(f21(x5761,f2(x5761)),f2(a38)) % 129.02/129.22 [581]~P27(x5811)+E(f9(x5811,f3(x5811)),f3(x5811)) % 129.02/129.22 [582]~P19(x5821)+E(f9(x5821,f2(x5821)),f2(x5821)) % 129.02/129.22 [669]~P35(x6691)+E(f23(x6691,f3(x6691),f12(x6691)),f22(x6691)) % 129.02/129.22 [840]~P7(a39,f2(a39),x8401)+E(f13(a39,f31(x8401),f3(a39)),x8401) % 129.02/129.22 [927]~P48(x9271)+P7(x9271,f2(x9271),f13(x9271,f3(x9271),f3(x9271))) % 129.02/129.22 [1043]E(x10431,f2(a39))+~P7(a39,x10431,f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [1268]~P6(a1,f2(a1),f18(a1,x12681))+P6(a1,f2(a1),f18(a1,f13(a1,x12681,x12681))) % 129.02/129.22 [814]E(x8141,f2(a38))+P7(a38,f2(a38),f30(f30(f12(a38),x8141),x8141)) % 129.02/129.22 [868]~E(a15,x8681)+E(f13(a1,f13(a1,f3(a1),x8681),x8681),a15) % 129.02/129.22 [869]~E(x8691,a15)+E(f13(a1,f13(a1,f3(a1),x8691),x8691),a15) % 129.02/129.22 [978]~E(x9781,f2(a38))+~P7(a38,f2(a38),f30(f30(f12(a38),x9781),x9781)) % 129.02/129.22 [1030]E(x10301,a15)+~E(f13(a1,f13(a1,f3(a1),x10301),x10301),a15) % 129.02/129.22 [1031]E(a15,x10311)+~E(f13(a1,f13(a1,f3(a1),x10311),x10311),a15) % 129.02/129.22 [1038]~P6(a38,f2(a38),x10381)+E(f24(f13(a38,x10381,f3(a38))),f13(a39,f24(x10381),f3(a39))) % 129.02/129.22 [1339]~P6(a1,a14,x13391)+P6(a1,a14,f13(a1,f13(a1,f3(a1),x13391),x13391)) % 129.02/129.22 [1340]~P6(a1,a15,x13401)+P6(a1,a15,f13(a1,f13(a1,f3(a1),x13401),x13401)) % 129.02/129.22 [1341]~P6(a1,x13411,a15)+P6(a1,f13(a1,f13(a1,f3(a1),x13411),x13411),a15) % 129.02/129.22 [1342]~P7(a1,x13421,a14)+P7(a1,f13(a1,f13(a1,f3(a1),x13421),x13421),a14) % 129.02/129.22 [1359]~P7(a1,x13591,f2(a1))+P7(a1,f13(a1,f13(a1,f3(a1),x13591),x13591),f2(a1)) % 129.02/129.22 [1536]P6(a1,x15361,a15)+~P6(a1,f13(a1,f13(a1,f3(a1),x15361),x15361),a15) % 129.02/129.22 [1537]P7(a1,x15371,a14)+~P7(a1,f13(a1,f13(a1,f3(a1),x15371),x15371),a14) % 129.02/129.22 [1538]P6(a1,a14,x15381)+~P6(a1,a14,f13(a1,f13(a1,f3(a1),x15381),x15381)) % 129.02/129.22 [1539]P6(a1,a15,x15391)+~P6(a1,a15,f13(a1,f13(a1,f3(a1),x15391),x15391)) % 129.02/129.22 [1541]P7(a1,x15411,f2(a1))+~P7(a1,f13(a1,f13(a1,f3(a1),x15411),x15411),f2(a1)) % 129.02/129.22 [1132]~P29(x11321)+E(f18(x11321,f13(a1,f13(a1,f3(a1),a14),a14)),f3(x11321)) % 129.02/129.22 [1641]~P6(a1,f2(a1),f18(a1,x16411))+P6(a1,f2(a1),f18(a1,f13(a1,f13(a1,f3(a1),x16411),x16411))) % 129.02/129.22 [1686]~P29(x16861)+E(f13(x16861,f3(x16861),f3(x16861)),f18(x16861,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))) % 129.02/129.22 [1707]~P47(x17071)+E(f30(f30(f22(x17071),f3(x17071)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f3(x17071)) % 129.02/129.22 [1708]~P47(x17081)+E(f30(f30(f22(x17081),f2(x17081)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f2(x17081)) % 129.02/129.22 [1713]~P6(a38,f2(a38),x17131)+E(f30(f30(f22(a38),f17(x17131)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17131) % 129.02/129.22 [1718]P6(a38,f2(a38),x17181)+~E(f30(f30(f22(a38),f17(x17181)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17181) % 129.02/129.22 [1726]~P7(a38,f2(a38),x17261)+P7(a38,f2(a38),f30(f30(f22(a38),f17(x17261)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [1727]~P7(a38,f9(a38,x17271),f3(a38))+P7(a38,f30(f30(f22(a38),x17271),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f3(a38)) % 129.02/129.22 [1739]~P7(a38,f2(a38),x17391)+P7(a38,f25(a38,x17391,f17(f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),x17391) % 129.02/129.22 [602]~E(x6021,x6022)+P6(a38,x6021,x6022) % 129.02/129.22 [605]~E(x6051,x6052)+P6(a39,x6051,x6052) % 129.02/129.22 [615]~P31(x6151)+P6(x6151,x6152,x6152) % 129.02/129.22 [684]~E(x6841,x6842)+~P7(a38,x6841,x6842) % 129.02/129.22 [689]~E(x6891,x6892)+~P7(a39,x6891,x6892) % 129.02/129.22 [690]~E(x6901,x6902)+~P7(a1,x6901,x6902) % 129.02/129.22 [705]~P7(x7051,x7052,x7052)+~P31(x7051) % 129.02/129.22 [737]P6(a38,x7372,x7371)+P6(a38,x7371,x7372) % 129.02/129.22 [738]P6(a39,x7382,x7381)+P6(a39,x7381,x7382) % 129.02/129.22 [739]P6(a1,x7392,x7391)+P6(a1,x7391,x7392) % 129.02/129.22 [780]~P7(a38,x7801,x7802)+P6(a38,x7801,x7802) % 129.02/129.22 [784]~P7(a39,x7841,x7842)+P6(a39,x7841,x7842) % 129.02/129.22 [785]~P7(a1,x7851,x7852)+P6(a1,x7851,x7852) % 129.02/129.22 [565]E(x5651,x5652)+~E(f17(x5651),f17(x5652)) % 129.02/129.22 [571]E(x5711,f3(a38))+~E(f4(x5712,x5711),a5) % 129.02/129.22 [572]E(x5721,f2(a38))+~E(f4(x5721,x5722),a5) % 129.02/129.22 [577]E(x5771,f3(a38))+~E(f4(x5771,x5772),f3(a16)) % 129.02/129.22 [578]E(x5781,f2(a38))+~E(f4(x5782,x5781),f3(a16)) % 129.02/129.22 [579]E(x5791,f2(a38))+~E(f4(x5792,x5791),f2(a16)) % 129.02/129.22 [580]E(x5801,f2(a38))+~E(f4(x5801,x5802),f2(a16)) % 129.02/129.22 [585]~P31(x5852)+P31(f41(x5851,x5852)) % 129.02/129.22 [586]~P33(x5862)+P33(f41(x5861,x5862)) % 129.02/129.22 [587]~P34(x5872)+P34(f41(x5871,x5872)) % 129.02/129.22 [607]E(f13(a39,x6071,x6072),x6072)+~E(x6071,f2(a39)) % 129.02/129.22 [623]~P15(x6231)+E(f11(x6231,x6232,x6232),f2(x6231)) % 129.02/129.22 [691]~P19(x6911)+P6(x6911,x6912,f9(x6911,x6912)) % 129.02/129.22 [692]~E(f13(a39,x6922,x6921),x6922)+E(x6921,f2(a39)) % 129.02/129.22 [694]~P37(x6941)+P6(a38,f2(a38),f21(x6941,x6942)) % 129.02/129.22 [696]~P7(a39,x6962,x6961)+~E(x6961,f2(a39)) % 129.02/129.22 [697]E(x6971,f2(a39))+~E(f13(a39,x6972,x6971),f2(a39)) % 129.02/129.22 [698]E(x6981,f2(a39))+~E(f13(a39,x6981,x6982),f2(a39)) % 129.02/129.22 [706]~P19(x7061)+P6(x7061,f2(x7061),f9(x7061,x7062)) % 129.02/129.22 [778]~P37(x7781)+~P7(a38,f21(x7781,x7782),f2(a38)) % 129.02/129.22 [789]~P6(a39,x7891,x7892)+E(f11(a39,x7891,x7892),f2(a39)) % 129.02/129.22 [796]P6(a39,x7961,x7962)+~E(f11(a39,x7961,x7962),f2(a39)) % 129.02/129.22 [798]~P19(x7981)+~P7(x7981,f9(x7981,x7982),f2(x7981)) % 129.02/129.22 [809]~P6(a38,x8091,x8092)+P6(a38,f17(x8091),f17(x8092)) % 129.02/129.22 [810]~P6(a38,x8101,x8102)+P6(a38,f20(x8101),f20(x8102)) % 129.02/129.22 [812]~P7(a38,x8121,x8122)+P7(a38,f17(x8121),f17(x8122)) % 129.02/129.22 [813]~P7(a38,x8131,x8132)+P7(a38,f20(x8131),f20(x8132)) % 129.02/129.22 [862]P6(a38,x8621,x8622)+~P6(a38,f17(x8621),f17(x8622)) % 129.02/129.22 [863]P7(a38,x8631,x8632)+~P7(a38,f17(x8631),f17(x8632)) % 129.02/129.22 [873]E(x8731,x8732)+~E(f13(a1,x8731,x8731),f13(a1,x8732,x8732)) % 129.02/129.22 [899]~P6(a1,x8991,a14)+P6(a39,f18(a39,x8991),f18(a39,x8992)) % 129.02/129.22 [915]~P6(a1,x9151,x9152)+P6(a39,f18(a39,x9151),f18(a39,x9152)) % 129.02/129.22 [916]~P6(a1,x9161,x9162)+P6(a1,f18(a1,x9161),f18(a1,x9162)) % 129.02/129.22 [917]~P7(a1,x9171,x9172)+P7(a1,f18(a1,x9171),f18(a1,x9172)) % 129.02/129.22 [936]P6(a1,x9361,x9362)+~P6(a1,f18(a1,x9361),f18(a1,x9362)) % 129.02/129.22 [937]P7(a1,x9371,x9372)+~P7(a39,f18(a39,x9371),f18(a39,x9372)) % 129.02/129.22 [938]P7(a1,x9381,x9382)+~P7(a1,f18(a1,x9381),f18(a1,x9382)) % 129.02/129.22 [1008]~P6(a38,x10081,x10082)+P6(a38,f11(a38,x10081,x10082),f2(a38)) % 129.02/129.22 [1079]P6(a38,x10791,x10792)+~P6(a38,f11(a38,x10791,x10792),f2(a38)) % 129.02/129.22 [1144]~P6(a1,x11441,x11442)+P6(a1,f13(a1,x11441,x11441),f13(a1,x11442,x11442)) % 129.02/129.22 [1149]~P7(a1,x11491,x11492)+P7(a1,f13(a1,x11491,x11491),f13(a1,x11492,x11492)) % 129.02/129.22 [1354]P6(a1,x13541,x13542)+~P6(a1,f13(a1,x13541,x13541),f13(a1,x13542,x13542)) % 129.02/129.22 [1357]P7(a1,x13571,x13572)+~P7(a1,f13(a1,x13571,x13571),f13(a1,x13572,x13572)) % 129.02/129.22 [606]~P37(x6061)+E(f9(a38,f21(x6061,x6062)),f21(x6061,x6062)) % 129.02/129.22 [614]~P19(x6141)+E(f9(x6141,f9(x6141,x6142)),f9(x6141,x6142)) % 129.02/129.22 [617]~P1(x6171)+E(f30(f30(f22(x6171),x6172),f3(a39)),x6172) % 129.02/129.22 [618]~P28(x6181)+E(f30(f30(f22(x6181),x6182),f3(a39)),x6182) % 129.02/129.22 [624]~P1(x6241)+E(f30(f30(f12(x6241),x6242),f3(x6241)),x6242) % 129.02/129.22 [625]~P28(x6251)+E(f30(f30(f12(x6251),x6252),f3(x6251)),x6252) % 129.02/129.22 [626]~P2(x6261)+E(f30(f30(f12(x6261),x6262),f3(x6261)),x6262) % 129.02/129.22 [627]~P28(x6271)+E(f30(f30(f22(x6271),x6272),f2(a39)),f3(x6271)) % 129.02/129.22 [628]~P35(x6281)+E(f30(f30(f22(x6281),x6282),f2(a39)),f3(x6281)) % 129.02/129.22 [630]~P28(x6301)+E(f13(x6301,x6302,f2(x6301)),x6302) % 129.02/129.22 [631]~P16(x6311)+E(f13(x6311,x6312,f2(x6311)),x6312) % 129.02/129.22 [632]~P10(x6321)+E(f13(x6321,x6322,f2(x6321)),x6322) % 129.02/129.22 [633]~P15(x6331)+E(f11(x6331,x6332,f2(x6331)),x6332) % 129.02/129.22 [634]~P44(x6341)+E(f25(x6341,x6342,f3(x6341)),x6342) % 129.02/129.22 [635]~P28(x6351)+E(f13(x6351,f2(x6351),x6352),x6352) % 129.02/129.22 [636]~P16(x6361)+E(f13(x6361,f2(x6361),x6362),x6362) % 129.02/129.22 [637]~P10(x6371)+E(f13(x6371,f2(x6371),x6372),x6372) % 129.02/129.22 [641]~P28(x6411)+E(f30(f30(f12(x6411),x6412),f2(x6411)),f2(x6411)) % 129.02/129.22 [642]~P52(x6421)+E(f30(f30(f12(x6421),x6422),f2(x6421)),f2(x6421)) % 129.02/129.22 [644]~P39(x6441)+E(f30(f30(f12(x6441),x6442),f2(x6441)),f2(x6441)) % 129.02/129.22 [648]~P45(x6481)+E(f25(x6481,x6482,f2(x6481)),f2(x6481)) % 129.02/129.22 [649]~P44(x6491)+E(f25(x6491,f2(x6491),x6492),f2(x6491)) % 129.02/129.22 [650]~P42(x6501)+E(f25(x6501,f2(x6501),x6502),f2(x6501)) % 129.02/129.22 [680]~P29(x6801)+E(f13(x6801,x6802,f18(x6801,a14)),x6802) % 129.02/129.22 [681]~P29(x6811)+E(f13(x6811,f18(x6811,a14),x6812),x6812) % 129.02/129.22 [773]E(x7731,x7732)+~E(f30(x7731,f28(x7732,x7731)),f30(x7732,f28(x7732,x7731))) % 129.02/129.22 [800]P7(a39,f2(a39),x8001)+~E(x8001,f13(a39,x8002,f3(a39))) % 129.02/129.22 [866]~P6(a39,x8661,x8662)+E(f13(a39,x8661,f32(x8662,x8661)),x8662) % 129.02/129.22 [867]~P6(a39,x8671,x8672)+E(f13(a39,x8671,f34(x8672,x8671)),x8672) % 129.02/129.22 [870]~E(x8701,x8702)+P7(a39,x8701,f13(a39,x8702,f3(a39))) % 129.02/129.22 [874]~E(x8741,f2(a39))+P7(a39,x8741,f13(a39,x8742,f3(a39))) % 129.02/129.22 [906]~P48(x9061)+P7(x9061,x9062,f13(x9061,x9062,f3(x9061))) % 129.02/129.22 [944]P7(a39,x9441,x9442)+P7(a39,x9442,f13(a39,x9441,f3(a39))) % 129.02/129.22 [945]P6(a39,x9451,x9452)+P6(a39,f13(a39,x9452,f3(a39)),x9451) % 129.02/129.22 [1005]~P6(a39,x10051,x10052)+E(f13(a39,x10051,f11(a39,x10052,x10051)),x10052) % 129.02/129.22 [1006]~P6(a39,x10062,x10061)+E(f11(a39,x10061,f11(a39,x10061,x10062)),x10062) % 129.02/129.22 [1007]~P6(a39,x10072,x10071)+E(f13(a39,f11(a39,x10071,x10072),x10072),x10071) % 129.02/129.22 [1012]~P6(a39,x10121,x10122)+P7(a39,x10121,f13(a39,x10122,f3(a39))) % 129.02/129.22 [1017]~P7(a39,x10171,x10172)+P6(a39,f13(a39,x10171,f3(a39)),x10172) % 129.02/129.22 [1068]~P7(a39,x10681,x10682)+E(f13(a39,f13(a39,x10681,f36(x10682,x10681)),f3(a39)),x10682) % 129.02/129.22 [1082]P6(a39,x10821,x10822)+~P7(a39,x10821,f13(a39,x10822,f3(a39))) % 129.02/129.22 [1086]P7(a39,x10861,x10862)+~P6(a39,f13(a39,x10861,f3(a39)),x10862) % 129.02/129.22 [1133]~P7(a39,x11331,x11332)+~P7(a39,x11332,f13(a39,x11331,f3(a39))) % 129.02/129.22 [1134]~P6(a39,x11341,x11342)+~P6(a39,f13(a39,x11342,f3(a39)),x11341) % 129.02/129.22 [1219]~P29(x12191)+E(f13(x12191,f13(x12191,f2(x12191),f18(x12191,x12192)),f18(x12191,x12192)),f18(x12191,f13(a1,x12192,x12192))) % 129.02/129.22 [1292]E(x12921,f2(a39))+E(f13(a39,f13(a39,f11(a39,x12921,f3(a39)),x12922),f3(a39)),f13(a39,x12921,x12922)) % 129.02/129.22 [1358]~P29(x13581)+E(f30(f30(f12(x13581),f13(x13581,f3(x13581),f3(x13581))),f18(x13581,x13582)),f18(x13581,f13(a1,x13582,x13582))) % 129.02/129.22 [1362]P6(a39,x13621,x13622)+~P6(a39,f13(a39,x13621,f3(a39)),f13(a39,x13622,f3(a39))) % 129.02/129.22 [1364]P7(a39,x13641,x13642)+~P7(a39,f13(a39,x13641,f3(a39)),f13(a39,x13642,f3(a39))) % 129.02/129.22 [594]~E(x5942,f2(a39))+E(f30(f30(f12(a39),x5941),x5942),f2(a39)) % 129.02/129.22 [596]~E(x5961,f2(a39))+E(f30(f30(f12(a39),x5961),x5962),f2(a39)) % 129.02/129.22 [597]~E(x5972,f2(a39))+E(f30(f30(f22(a39),x5971),x5972),f3(a39)) % 129.02/129.22 [653]~P1(x6531)+E(f30(f30(f12(x6531),f3(x6531)),x6532),x6532) % 129.02/129.22 [654]~P28(x6541)+E(f30(f30(f12(x6541),f3(x6541)),x6542),x6542) % 129.02/129.22 [655]~P2(x6551)+E(f30(f30(f12(x6551),f3(x6551)),x6552),x6552) % 129.02/129.22 [664]~P28(x6641)+E(f30(f30(f12(x6641),f2(x6641)),x6642),f2(x6641)) % 129.02/129.22 [665]~P52(x6651)+E(f30(f30(f12(x6651),f2(x6651)),x6652),f2(x6651)) % 129.02/129.22 [667]~P39(x6671)+E(f30(f30(f12(x6671),f2(x6671)),x6672),f2(x6671)) % 129.02/129.22 [668]~P1(x6681)+E(f30(f30(f22(x6681),f3(x6681)),x6682),f3(x6681)) % 129.02/129.22 [674]E(x6741,f3(a39))+~E(f30(f30(f12(a39),x6742),x6741),f3(a39)) % 129.02/129.22 [675]E(x6751,f3(a39))+~E(f30(f30(f12(a39),x6751),x6752),f3(a39)) % 129.02/129.22 [746]~E(x7462,f2(a39))+E(f30(f30(f22(a39),x7461),x7462),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [880]~P50(x8801)+P6(x8801,f2(x8801),f30(f30(f12(x8801),x8802),x8802)) % 129.02/129.22 [924]~P27(x9241)+E(f30(f30(f12(x9241),f9(x9241,x9242)),f9(x9241,x9242)),f30(f30(f12(x9241),x9242),x9242)) % 129.02/129.22 [928]~E(x9281,f13(a39,f2(a39),f3(a39)))+E(f30(f30(f22(a39),x9281),x9282),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [953]E(x9531,f13(a39,f2(a39),f3(a39)))+~E(f30(f30(f12(a39),x9532),x9531),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [954]E(x9541,f13(a39,f2(a39),f3(a39)))+~E(f30(f30(f12(a39),x9541),x9542),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [975]~P6(a1,f2(a1),x9751)+P6(a1,f2(a1),f30(f30(f22(a1),x9751),x9752)) % 129.02/129.22 [1036]~P50(x10361)+~P7(x10361,f30(f30(f12(x10361),x10362),x10362),f2(x10361)) % 129.02/129.22 [1053]P7(a39,f2(a39),x10531)+~P7(a39,f2(a39),f30(f30(f12(a39),x10532),x10531)) % 129.02/129.22 [1054]P7(a39,f2(a39),x10541)+~P7(a39,f2(a39),f30(f30(f12(a39),x10541),x10542)) % 129.02/129.22 [1411]E(x14111,x14112)+~E(f13(a1,f13(a1,f3(a1),x14111),x14111),f13(a1,f13(a1,f3(a1),x14112),x14112)) % 129.02/129.22 [1437]~P6(a39,f13(a39,f2(a39),f3(a39)),x14371)+P6(a39,f13(a39,f2(a39),f3(a39)),f30(f30(f22(a39),x14371),x14372)) % 129.02/129.22 [1474]~P6(a1,x14741,x14742)+P6(a1,f13(a1,x14741,x14741),f13(a1,f13(a1,f3(a1),x14742),x14742)) % 129.02/129.22 [1476]~P7(a1,x14761,x14762)+P7(a1,f13(a1,f13(a1,f3(a1),x14761),x14761),f13(a1,x14762,x14762)) % 129.02/129.22 [1506]P6(a39,f13(a39,f2(a39),f3(a39)),x15061)+~P6(a39,f13(a39,f2(a39),f3(a39)),f30(f30(f12(a39),x15062),x15061)) % 129.02/129.22 [1507]P6(a39,f13(a39,f2(a39),f3(a39)),x15071)+~P6(a39,f13(a39,f2(a39),f3(a39)),f30(f30(f12(a39),x15071),x15072)) % 129.02/129.22 [1508]~P65(x15081)+E(f30(f30(f12(x15081),f13(x15081,x15082,f3(x15081))),f11(x15081,x15082,f3(x15081))),f11(x15081,f30(f30(f12(x15081),x15082),x15082),f3(x15081))) % 129.02/129.22 [1619]~P6(a1,x16191,x16192)+P6(a1,f13(a1,f13(a1,f3(a1),x16191),x16191),f13(a1,f13(a1,f3(a1),x16192),x16192)) % 129.02/129.22 [1621]~P7(a1,x16211,x16212)+P7(a1,f13(a1,f13(a1,f3(a1),x16211),x16211),f13(a1,f13(a1,f3(a1),x16212),x16212)) % 129.02/129.22 [1624]P6(a1,x16241,x16242)+~P6(a1,f13(a1,x16241,x16241),f13(a1,f13(a1,f3(a1),x16242),x16242)) % 129.02/129.22 [1626]P7(a1,x16261,x16262)+~P7(a1,f13(a1,f13(a1,f3(a1),x16261),x16261),f13(a1,x16262,x16262)) % 129.02/129.22 [1670]P6(a1,x16701,x16702)+~P6(a1,f13(a1,f13(a1,f3(a1),x16701),x16701),f13(a1,f13(a1,f3(a1),x16702),x16702)) % 129.02/129.22 [1672]P7(a1,x16721,x16722)+~P7(a1,f13(a1,f13(a1,f3(a1),x16721),x16721),f13(a1,f13(a1,f3(a1),x16722),x16722)) % 129.02/129.22 [1751]~P29(x17511)+E(f30(f30(f22(x17511),f18(x17511,a15)),f13(a39,f30(f30(f12(a39),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17512),f3(a39))),f18(x17511,a15)) % 129.02/129.22 [900]E(f9(a1,x9001),f3(a1))+~E(f9(a1,f30(f30(f12(a1),x9001),x9002)),f3(a1)) % 129.02/129.22 [1216]E(x12161,f2(a38))+~E(f13(a38,f30(f30(f12(a38),x12162),x12162),f30(f30(f12(a38),x12161),x12161)),f2(a38)) % 129.02/129.22 [1217]E(x12171,f2(a38))+~E(f13(a38,f30(f30(f12(a38),x12171),x12171),f30(f30(f12(a38),x12172),x12172)),f2(a38)) % 129.02/129.22 [1218]~P28(x12181)+E(f13(x12181,x12182,x12182),f30(f30(f12(x12181),f13(x12181,f3(x12181),f3(x12181))),x12182)) % 129.02/129.22 [1256]E(x12561,f2(a39))+E(f30(f30(f12(a39),x12562),f30(f30(f22(a39),x12562),f11(a39,x12561,f3(a39)))),f30(f30(f22(a39),x12562),x12561)) % 129.02/129.22 [1517]~P29(x15171)+E(f13(x15171,f13(x15171,f3(x15171),f18(x15171,x15172)),f18(x15171,x15172)),f18(x15171,f13(a1,f13(a1,f3(a1),x15172),x15172))) % 129.02/129.22 [1531]E(x15311,f2(a39))+E(f13(a39,x15312,f30(f30(f12(a39),f11(a39,x15311,f3(a39))),x15312)),f30(f30(f12(a39),x15311),x15312)) % 129.02/129.22 [1574]~P29(x15741)+E(f30(f30(f12(x15741),x15742),f18(x15741,f13(a1,f13(a1,f3(a1),a14),a14))),x15742) % 129.02/129.22 [1639]~P29(x16391)+E(f13(x16391,f3(x16391),f18(x16391,x16392)),f18(x16391,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),x16392))) % 129.02/129.22 [1640]~P29(x16401)+E(f13(x16401,f18(x16401,x16402),f3(x16401)),f18(x16401,f13(a1,x16402,f13(a1,f13(a1,f3(a1),a14),a14)))) % 129.02/129.22 [1685]~P29(x16851)+E(f30(f30(f12(x16851),f18(x16851,f13(a1,f13(a1,f3(a1),a14),a14))),x16852),x16852) % 129.02/129.22 [1709]~P28(x17091)+E(f30(f30(f12(x17091),x17092),x17092),f30(f30(f22(x17091),x17092),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [1710]~P1(x17101)+E(f30(f30(f22(x17101),x17102),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f12(x17101),x17102),x17102)) % 129.02/129.22 [1711]~P29(x17111)+E(f30(f30(f12(x17111),x17112),f18(x17111,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f13(x17111,x17112,x17112)) % 129.02/129.22 [1720]~P1(x17201)+E(f30(f30(f22(x17201),x17202),f18(a39,f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),a14),a14)),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f12(x17201),f30(f30(f12(x17201),x17202),x17202)),x17202)) % 129.02/129.22 [1722]~P27(x17221)+E(f30(f30(f22(x17221),f9(x17221,x17222)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17221),x17222),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [1723]~P27(x17231)+P6(x17231,f2(x17231),f30(f30(f22(x17231),x17232),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [1730]~P7(a38,x17301,x17302)+P7(a38,x17301,f25(a38,f13(a38,x17301,x17302),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [1731]~P7(a38,x17311,x17312)+P7(a38,f25(a38,f13(a38,x17311,x17312),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17312) % 129.02/129.22 [1733]~P27(x17331)+~P7(x17331,f30(f30(f22(x17331),x17332),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f2(x17331)) % 129.02/129.22 [1721]~P29(x17211)+E(f30(f30(f12(x17211),f18(x17211,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17212),f13(x17211,x17212,x17212)) % 129.02/129.22 [1732]~P27(x17321)+E(f9(x17321,f30(f30(f22(x17321),x17322),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f30(f30(f22(x17321),x17322),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [1743]E(x17431,f2(a38))+~E(f13(a38,f30(f30(f22(a38),x17432),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x17431),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f2(a38)) % 129.02/129.22 [1744]E(x17441,f2(a38))+~E(f13(a38,f30(f30(f22(a38),x17441),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x17442),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f2(a38)) % 129.02/129.22 [1737]~P29(x17371)+E(f30(f30(f22(x17371),f18(x17371,a15)),f30(f30(f12(a39),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17372)),f3(x17371)) % 129.02/129.22 [1760]E(x17601,f2(a38))+~E(f17(f13(a38,f30(f30(f22(a38),x17602),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x17601),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),x17602) % 129.02/129.22 [1761]E(x17611,f2(a38))+~E(f17(f13(a38,f30(f30(f22(a38),x17611),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x17612),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),x17612) % 129.02/129.22 [590]~E(f4(x5902,x5901),f18(a16,x5903))+E(x5901,f2(a38)) % 129.02/129.22 [599]E(x5991,f18(a38,x5992))+~E(f4(x5991,x5993),f18(a16,x5992)) % 129.02/129.22 [750]~P28(x7501)+E(f13(x7501,x7502,x7503),f13(x7501,x7503,x7502)) % 129.02/129.22 [787]P6(a39,x7871,x7872)+~E(x7872,f13(a39,x7871,x7873)) % 129.02/129.22 [871]E(x8711,x8712)+~E(f13(a39,x8713,x8711),f13(a39,x8713,x8712)) % 129.02/129.22 [872]E(x8721,x8722)+~E(f13(a39,x8721,x8723),f13(a39,x8722,x8723)) % 129.02/129.22 [995]~P6(a39,x9951,x9953)+P6(a39,x9951,f13(a39,x9952,x9953)) % 129.02/129.22 [996]~P6(a39,x9961,x9962)+P6(a39,x9961,f13(a39,x9962,x9963)) % 129.02/129.22 [997]~P7(a39,x9971,x9973)+P7(a39,x9971,f13(a39,x9972,x9973)) % 129.02/129.22 [998]~P7(a39,x9981,x9982)+P7(a39,x9981,f13(a39,x9982,x9983)) % 129.02/129.22 [999]~P7(a39,x9991,x9993)+P7(a39,f11(a39,x9991,x9992),x9993) % 129.02/129.22 [1073]P6(a39,x10731,x10732)+~P6(a39,f13(a39,x10733,x10731),x10732) % 129.02/129.22 [1074]P6(a39,x10741,x10742)+~P6(a39,f13(a39,x10741,x10743),x10742) % 129.02/129.22 [1075]P7(a39,x10751,x10752)+~P7(a39,f13(a39,x10751,x10753),x10752) % 129.02/129.22 [1137]~P6(a38,x11372,x11373)+P6(a38,f13(a38,x11371,x11372),f13(a38,x11371,x11373)) % 129.02/129.22 [1138]~P6(a39,x11382,x11383)+P6(a39,f13(a39,x11381,x11382),f13(a39,x11381,x11383)) % 129.02/129.22 [1139]~P6(a39,x11391,x11393)+P6(a39,f13(a39,x11391,x11392),f13(a39,x11393,x11392)) % 129.02/129.22 [1140]~P6(a39,x11403,x11402)+P6(a39,f11(a39,x11401,x11402),f11(a39,x11401,x11403)) % 129.02/129.22 [1141]~P6(a39,x11411,x11413)+P6(a39,f11(a39,x11411,x11412),f11(a39,x11413,x11412)) % 129.02/129.22 [1142]~P6(a1,x11422,x11423)+P6(a1,f13(a1,x11421,x11422),f13(a1,x11421,x11423)) % 129.02/129.22 [1145]~P7(a39,x11452,x11453)+P7(a39,f13(a39,x11451,x11452),f13(a39,x11451,x11453)) % 129.02/129.22 [1146]~P7(a39,x11461,x11463)+P7(a39,f13(a39,x11461,x11462),f13(a39,x11463,x11462)) % 129.02/129.22 [1147]~P7(a1,x11471,x11473)+P7(a1,f13(a1,x11471,x11472),f13(a1,x11473,x11472)) % 129.02/129.22 [1254]~P6(a39,f11(a39,x12541,x12543),x12542)+P6(a39,x12541,f13(a39,x12542,x12543)) % 129.02/129.22 [1255]~P6(a39,x12551,f13(a39,x12553,x12552))+P6(a39,f11(a39,x12551,x12552),x12553) % 129.02/129.22 [1352]P6(a39,x13521,x13522)+~P6(a39,f13(a39,x13523,x13521),f13(a39,x13523,x13522)) % 129.02/129.22 [1355]P7(a39,x13551,x13552)+~P7(a39,f13(a39,x13553,x13551),f13(a39,x13553,x13552)) % 129.02/129.22 [875]~P15(x8751)+E(f13(x8751,f11(x8751,x8752,x8753),x8753),x8752) % 129.02/129.22 [876]~P15(x8761)+E(f11(x8761,f13(x8761,x8762,x8763),x8763),x8762) % 129.02/129.22 [962]~P29(x9621)+E(f11(x9621,f18(x9621,x9622),f18(x9621,x9623)),f18(x9621,f11(a1,x9622,x9623))) % 129.02/129.22 [963]~P29(x9631)+E(f13(x9631,f18(x9631,x9632),f18(x9631,x9633)),f18(x9631,f13(a1,x9632,x9633))) % 129.02/129.22 [966]~P8(x9661)+E(f25(x9661,f9(x9661,x9662),f9(x9661,x9663)),f9(x9661,f25(x9661,x9662,x9663))) % 129.02/129.22 [1023]~P19(x10231)+E(f9(x10231,f11(x10231,x10232,x10233)),f9(x10231,f11(x10231,x10233,x10232))) % 129.02/129.22 [1024]~P37(x10241)+E(f21(x10241,f11(x10241,x10242,x10243)),f21(x10241,f11(x10241,x10243,x10242))) % 129.02/129.22 [1080]P7(a39,x10801,x10802)+~E(x10802,f13(a39,f13(a39,x10801,x10803),f3(a39))) % 129.02/129.22 [1249]~P6(a39,x12492,x12493)+E(f11(a39,f13(a39,x12491,x12492),x12493),f11(a39,x12491,f11(a39,x12493,x12492))) % 129.02/129.22 [1250]~P6(a39,x12503,x12502)+E(f11(a39,f13(a39,x12501,x12502),x12503),f13(a39,x12501,f11(a39,x12502,x12503))) % 129.02/129.22 [1252]~P6(a39,x12523,x12521)+E(f11(a39,f13(a39,x12521,x12522),x12523),f13(a39,f11(a39,x12521,x12523),x12522)) % 129.02/129.22 [1314]~P6(a39,x13143,x13142)+P6(a39,x13141,f11(a39,f13(a39,x13142,x13141),x13143)) % 129.02/129.22 [1381]~P37(x13811)+P6(a38,f21(x13811,f13(x13811,x13812,x13813)),f13(a38,f21(x13811,x13812),f21(x13811,x13813))) % 129.02/129.22 [1382]~P37(x13821)+P6(a38,f21(x13821,f11(x13821,x13822,x13823)),f13(a38,f21(x13821,x13822),f21(x13821,x13823))) % 129.02/129.22 [1383]~P37(x13831)+P6(a38,f11(a38,f21(x13831,x13832),f21(x13831,x13833)),f21(x13831,f13(x13831,x13832,x13833))) % 129.02/129.22 [1384]~P37(x13841)+P6(a38,f11(a38,f21(x13841,x13842),f21(x13841,x13843)),f21(x13841,f11(x13841,x13842,x13843))) % 129.02/129.22 [1406]~P19(x14061)+P6(x14061,f9(x14061,f13(x14061,x14062,x14063)),f13(x14061,f9(x14061,x14062),f9(x14061,x14063))) % 129.02/129.22 [1407]~P19(x14071)+P6(x14071,f9(x14071,f11(x14071,x14072,x14073)),f13(x14071,f9(x14071,x14072),f9(x14071,x14073))) % 129.02/129.22 [1408]~P19(x14081)+P6(x14081,f11(x14081,f9(x14081,x14082),f9(x14081,x14083)),f9(x14081,f11(x14081,x14083,x14082))) % 129.02/129.22 [1409]~P19(x14091)+P6(x14091,f11(x14091,f9(x14091,x14092),f9(x14091,x14093)),f9(x14091,f11(x14091,x14092,x14093))) % 129.02/129.22 [721]~E(x7212,f2(a39))+E(f30(f30(f12(a39),x7211),x7212),f30(f30(f12(a39),x7213),x7212)) % 129.02/129.22 [723]~E(x7231,f2(a39))+E(f30(f30(f12(a39),x7231),x7232),f30(f30(f12(a39),x7231),x7233)) % 129.02/129.22 [747]~P28(x7471)+E(f30(f30(f12(x7471),x7472),x7473),f30(f30(f12(x7471),x7473),x7472)) % 129.02/129.22 [1049]~P27(x10491)+P6(x10491,f2(x10491),f30(f30(f22(x10491),f9(x10491,x10492)),x10493)) % 129.02/129.22 [1093]~P6(a39,x10932,x10933)+P6(a39,f30(f30(f12(a39),x10931),x10932),f30(f30(f12(a39),x10931),x10933)) % 129.02/129.22 [1094]~P6(a39,x10941,x10943)+P6(a39,f30(f30(f12(a39),x10941),x10942),f30(f30(f12(a39),x10943),x10942)) % 129.02/129.22 [1129]~P19(x11291)+E(f9(x11291,f13(x11291,f9(x11291,x11292),f9(x11291,x11293))),f13(x11291,f9(x11291,x11292),f9(x11291,x11293))) % 129.02/129.22 [1273]P7(a39,x12731,x12732)+~P7(a39,f30(f30(f12(a39),x12733),x12731),f30(f30(f12(a39),x12733),x12732)) % 129.02/129.22 [1274]P7(a39,x12741,x12742)+~P7(a39,f30(f30(f12(a39),x12741),x12743),f30(f30(f12(a39),x12742),x12743)) % 129.02/129.22 [1277]P7(a39,f2(a39),x12771)+~P7(a39,f30(f30(f12(a39),x12772),x12771),f30(f30(f12(a39),x12773),x12771)) % 129.02/129.22 [1278]P7(a39,f2(a39),x12781)+~P7(a39,f30(f30(f12(a39),x12781),x12782),f30(f30(f12(a39),x12781),x12783)) % 129.02/129.22 [1575]~P6(a39,x15752,x15753)+E(f11(a39,f13(a39,x15751,x15752),f13(a39,x15753,f3(a39))),f11(a39,x15751,f13(a39,f11(a39,x15753,x15752),f3(a39)))) % 129.02/129.22 [1576]~P6(a39,x15762,x15761)+E(f11(a39,f13(a39,f11(a39,x15761,x15762),f3(a39)),x15763),f11(a39,f13(a39,x15761,f3(a39)),f13(a39,x15762,x15763))) % 129.02/129.22 [1587]~P37(x15871)+P6(a38,f9(a38,f11(a38,f21(x15871,x15872),f21(x15871,x15873))),f21(x15871,f11(x15871,x15872,x15873))) % 129.02/129.22 [1596]~P19(x15961)+P6(x15961,f9(x15961,f11(x15961,f9(x15961,x15962),f9(x15961,x15963))),f9(x15961,f11(x15961,x15962,x15963))) % 129.02/129.22 [950]~P41(x9501)+E(f21(x9501,f30(f30(f22(x9501),x9502),x9503)),f30(f30(f22(a38),f21(x9501,x9502)),x9503)) % 129.02/129.22 [956]~P27(x9561)+E(f30(f30(f22(x9561),f9(x9561,x9562)),x9563),f9(x9561,f30(f30(f22(x9561),x9562),x9563))) % 129.02/129.22 [1004]~P29(x10041)+E(f30(f30(f12(x10041),f18(x10041,x10042)),f18(x10041,x10043)),f18(x10041,f30(f30(f12(a1),x10042),x10043))) % 129.02/129.22 [1018]~P41(x10181)+E(f30(f30(f12(a38),f21(x10181,x10182)),f21(x10181,x10183)),f21(x10181,f30(f30(f12(x10181),x10182),x10183))) % 129.02/129.22 [1027]~P27(x10271)+E(f30(f30(f12(x10271),f9(x10271,x10272)),f9(x10271,x10273)),f9(x10271,f30(f30(f12(x10271),x10272),x10273))) % 129.02/129.22 [1102]~P28(x11021)+E(f30(f30(f12(x11021),x11022),f30(f30(f22(x11021),x11022),x11023)),f30(f30(f22(x11021),x11022),f13(a39,x11023,f3(a39)))) % 129.02/129.22 [1103]~P35(x11031)+E(f30(f30(f12(x11031),x11032),f30(f30(f22(x11031),x11032),x11033)),f30(f30(f22(x11031),x11032),f13(a39,x11033,f3(a39)))) % 129.02/129.22 [1337]~P28(x13371)+E(f13(x13371,x13372,f30(f30(f12(x13371),x13373),x13372)),f30(f30(f12(x13371),f13(x13371,x13373,f3(x13371))),x13372)) % 129.02/129.22 [1338]~P28(x13381)+E(f13(x13381,f30(f30(f12(x13381),x13382),x13383),x13383),f30(f30(f12(x13381),f13(x13381,x13382,f3(x13381))),x13383)) % 129.02/129.22 [1347]~P4(x13471)+E(f25(x13471,f3(x13471),f30(f30(f22(x13471),x13472),x13473)),f30(f30(f22(x13471),f25(x13471,f3(x13471),x13472)),x13473)) % 129.02/129.22 [1373]~P38(x13731)+P6(a38,f21(x13731,f30(f30(f22(x13731),x13732),x13733)),f30(f30(f22(a38),f21(x13731,x13732)),x13733)) % 129.02/129.22 [1454]~P39(x14541)+P6(a38,f21(x14541,f30(f30(f12(x14541),x14542),x14543)),f30(f30(f12(a38),f21(x14541,x14542)),f21(x14541,x14543))) % 129.02/129.22 [1510]~P50(x15101)+P6(x15101,f2(x15101),f13(x15101,f30(f30(f12(x15101),x15102),x15102),f30(f30(f12(x15101),x15103),x15103))) % 129.02/129.22 [1638]E(x16381,x16382)+~E(f30(f30(f12(a39),f13(a39,x16383,f3(a39))),x16381),f30(f30(f12(a39),f13(a39,x16383,f3(a39))),x16382)) % 129.02/129.22 [1642]~P50(x16421)+~P7(x16421,f13(x16421,f30(f30(f12(x16421),x16422),x16422),f30(f30(f12(x16421),x16423),x16423)),f2(x16421)) % 129.02/129.22 [1687]P6(a39,x16871,x16872)+~P6(a39,f30(f30(f12(a39),f13(a39,x16873,f3(a39))),x16871),f30(f30(f12(a39),f13(a39,x16873,f3(a39))),x16872)) % 129.02/129.22 [1690]~P36(x16901)+E(f11(x16901,f30(f30(f22(x16901),x16902),f13(a39,f13(a39,f2(a39),f3(a39)),f3(a39))),f30(f30(f22(x16901),x16903),f13(a39,f13(a39,f2(a39),f3(a39)),f3(a39)))),f30(f30(f12(x16901),f11(x16901,x16902,x16903)),f13(x16901,x16902,x16903))) % 129.02/129.22 [1272]~P1(x12721)+E(f30(f30(f12(x12721),f30(f30(f22(x12721),x12722),x12723)),x12722),f30(f30(f12(x12721),x12722),f30(f30(f22(x12721),x12722),x12723))) % 129.02/129.22 [1285]~P1(x12851)+E(f30(f30(f12(x12851),f30(f30(f22(x12851),x12852),x12853)),x12852),f30(f30(f22(x12851),x12852),f13(a39,x12853,f3(a39)))) % 129.02/129.22 [1286]~P28(x12861)+E(f30(f30(f12(x12861),f30(f30(f22(x12861),x12862),x12863)),x12862),f30(f30(f22(x12861),x12862),f13(a39,x12863,f3(a39)))) % 129.02/129.22 [1757]~P28(x17571)+E(f30(f30(f22(x17571),x17572),f13(a39,f30(f30(f12(a39),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17573),f3(a39))),f30(f30(f12(x17571),x17572),f30(f30(f12(x17571),f30(f30(f22(x17571),x17572),x17573)),f30(f30(f22(x17571),x17572),x17573)))) % 129.02/129.22 [1752]~P27(x17521)+P6(x17521,f2(x17521),f13(x17521,f30(f30(f22(x17521),x17522),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17521),x17523),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))) % 129.02/129.22 [1758]~P1(x17581)+E(f30(f30(f12(x17581),x17582),f30(f30(f22(x17581),f30(f30(f22(x17581),x17582),x17583)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f30(f30(f22(x17581),x17582),f13(a39,f30(f30(f12(a39),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17583),f3(a39)))) % 129.02/129.22 [1762]~P27(x17621)+~P7(x17621,f13(x17621,f30(f30(f22(x17621),x17622),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17621),x17623),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f2(x17621)) % 129.02/129.22 [1741]~P28(x17411)+E(f30(f30(f22(x17411),x17412),f30(f30(f12(a39),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17413)),f30(f30(f12(x17411),f30(f30(f22(x17411),x17412),x17413)),f30(f30(f22(x17411),x17412),x17413))) % 129.02/129.22 [1742]~P1(x17421)+E(f30(f30(f22(x17421),f30(f30(f22(x17421),x17422),x17423)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17421),x17422),f30(f30(f12(a39),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17423))) % 129.02/129.22 [1749]~E(f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17491),f25(a38,x17492,x17493))+E(x17491,f25(a38,x17492,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17493))) % 129.02/129.22 [1750]~P27(x17501)+P6(x17501,f2(x17501),f30(f30(f22(x17501),x17502),f30(f30(f12(a39),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17503))) % 129.02/129.22 [1756]E(f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17561),f25(a38,x17562,x17563))+~E(x17561,f25(a38,x17562,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17563))) % 129.02/129.22 [1768]~P29(x17681)+E(f13(x17681,f13(x17681,f30(f30(f22(x17681),x17682),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17681),x17683),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f30(f30(f12(x17681),f30(f30(f12(x17681),f18(x17681,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17682)),x17683)),f30(f30(f22(x17681),f13(x17681,x17682,x17683)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [1769]~P29(x17691)+E(f11(x17691,f13(x17691,f30(f30(f22(x17691),x17692),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17691),x17693),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f30(f30(f12(x17691),f30(f30(f12(x17691),f18(x17691,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17692)),x17693)),f30(f30(f22(x17691),f11(x17691,x17692,x17693)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [591]E(x5911,x5912)+~E(f4(x5913,x5911),f4(x5914,x5912)) % 129.02/129.22 [592]E(x5921,x5922)+~E(f4(x5921,x5923),f4(x5922,x5924)) % 129.02/129.22 [1111]~P28(x11111)+E(f13(x11111,x11112,f13(x11111,x11113,x11114)),f13(x11111,x11113,f13(x11111,x11112,x11114))) % 129.02/129.22 [1113]~P28(x11131)+E(f13(x11131,f13(x11131,x11132,x11133),x11134),f13(x11131,x11132,f13(x11131,x11133,x11134))) % 129.02/129.22 [1114]~P12(x11141)+E(f13(x11141,f13(x11141,x11142,x11143),x11144),f13(x11141,x11142,f13(x11141,x11143,x11144))) % 129.02/129.22 [1115]~P28(x11151)+E(f13(x11151,f13(x11151,x11152,x11153),x11154),f13(x11151,f13(x11151,x11152,x11154),x11153)) % 129.02/129.22 [1293]~P44(x12931)+E(f13(x12931,f25(x12931,x12932,x12933),f25(x12931,x12934,x12933)),f25(x12931,f13(x12931,x12932,x12934),x12933)) % 129.02/129.22 [1294]~P42(x12941)+E(f13(x12941,f25(x12941,x12942,x12943),f25(x12941,x12944,x12943)),f25(x12941,f13(x12941,x12942,x12944),x12943)) % 129.02/129.22 [1295]~P44(x12951)+E(f11(x12951,f25(x12951,x12952,x12953),f25(x12951,x12954,x12953)),f25(x12951,f11(x12951,x12952,x12954),x12953)) % 129.02/129.22 [1296]~P42(x12961)+E(f11(x12961,f25(x12961,x12962,x12963),f25(x12961,x12964,x12963)),f25(x12961,f11(x12961,x12962,x12964),x12963)) % 129.02/129.22 [1452]~P29(x14521)+E(f13(x14521,f18(x14521,x14522),f13(x14521,f18(x14521,x14523),x14524)),f13(x14521,f18(x14521,f13(a1,x14522,x14523)),x14524)) % 129.02/129.22 [1453]~P29(x14531)+E(f13(x14531,f18(x14531,x14532),f11(x14531,f18(x14531,x14533),x14534)),f11(x14531,f18(x14531,f13(a1,x14532,x14533)),x14534)) % 129.02/129.22 [1092]~P28(x10921)+E(f30(f30(f12(x10921),x10922),f30(f30(f12(x10921),x10923),x10924)),f30(f30(f12(x10921),x10923),f30(f30(f12(x10921),x10922),x10924))) % 129.02/129.22 [1099]~P44(x10991)+E(f25(x10991,f30(f30(f12(x10991),x10992),x10993),x10994),f30(f30(f12(x10991),x10992),f25(x10991,x10993,x10994))) % 129.02/129.22 [1279]~P28(x12791)+E(f13(x12791,f30(f30(f12(x12791),x12792),x12793),f30(f30(f12(x12791),x12792),x12794)),f30(f30(f12(x12791),x12792),f13(x12791,x12793,x12794))) % 129.02/129.22 [1281]~P39(x12811)+E(f13(x12811,f30(f30(f12(x12811),x12812),x12813),f30(f30(f12(x12811),x12812),x12814)),f30(f30(f12(x12811),x12812),f13(x12811,x12813,x12814))) % 129.02/129.22 [1283]~P39(x12831)+E(f11(x12831,f30(f30(f12(x12831),x12832),x12833),f30(f30(f12(x12831),x12832),x12834)),f30(f30(f12(x12831),x12832),f11(x12831,x12833,x12834))) % 129.02/129.22 [1433]~P1(x14331)+E(f30(f30(f12(x14331),f30(f30(f22(x14331),x14332),x14333)),f30(f30(f22(x14331),x14332),x14334)),f30(f30(f22(x14331),x14332),f13(a39,x14333,x14334))) % 129.02/129.22 [1434]~P28(x14341)+E(f30(f30(f12(x14341),f30(f30(f22(x14341),x14342),x14343)),f30(f30(f22(x14341),x14342),x14344)),f30(f30(f22(x14341),x14342),f13(a39,x14343,x14344))) % 129.02/129.22 [1446]~P39(x14461)+E(f13(x14461,f30(f30(f12(x14461),x14462),x14463),f30(f30(f12(x14461),x14464),x14463)),f30(f30(f12(x14461),f13(x14461,x14462,x14464)),x14463)) % 129.02/129.22 [1447]~P43(x14471)+E(f13(x14471,f30(f30(f12(x14471),x14472),x14473),f30(f30(f12(x14471),x14474),x14473)),f30(f30(f12(x14471),f13(x14471,x14472,x14474)),x14473)) % 129.02/129.22 [1449]~P39(x14491)+E(f11(x14491,f30(f30(f12(x14491),x14492),x14493),f30(f30(f12(x14491),x14494),x14493)),f30(f30(f12(x14491),f11(x14491,x14492,x14494)),x14493)) % 129.02/129.22 [1450]~P4(x14501)+E(f25(x14501,f30(f30(f22(x14501),x14502),x14503),f30(f30(f22(x14501),x14504),x14503)),f30(f30(f22(x14501),f25(x14501,x14502,x14504)),x14503)) % 129.02/129.22 [1451]~P28(x14511)+E(f13(x14511,f30(f30(f12(x14511),x14512),x14513),f30(f30(f12(x14511),x14514),x14513)),f30(f30(f12(x14511),f13(x14511,x14512,x14514)),x14513)) % 129.02/129.22 [1265]~P28(x12651)+E(f30(f30(f22(x12651),f30(f30(f22(x12651),x12652),x12653)),x12654),f30(f30(f22(x12651),x12652),f30(f30(f12(a39),x12653),x12654))) % 129.02/129.22 [1266]~P1(x12661)+E(f30(f30(f22(x12661),f30(f30(f22(x12661),x12662),x12663)),x12664),f30(f30(f22(x12661),x12662),f30(f30(f12(a39),x12663),x12664))) % 129.02/129.22 [1270]~P28(x12701)+E(f30(f30(f12(x12701),f30(f30(f12(x12701),x12702),x12703)),x12704),f30(f30(f12(x12701),x12702),f30(f30(f12(x12701),x12703),x12704))) % 129.02/129.22 [1271]~P11(x12711)+E(f30(f30(f12(x12711),f30(f30(f12(x12711),x12712),x12713)),x12714),f30(f30(f12(x12711),x12712),f30(f30(f12(x12711),x12713),x12714))) % 129.02/129.22 [1432]~P28(x14321)+E(f30(f30(f12(x14321),f30(f30(f12(x14321),x14322),x14323)),x14324),f30(f30(f12(x14321),f30(f30(f12(x14321),x14322),x14324)),x14323)) % 129.02/129.22 [1519]~P28(x15191)+E(f30(f30(f12(x15191),f30(f30(f22(x15191),x15192),x15193)),f30(f30(f22(x15191),x15194),x15193)),f30(f30(f22(x15191),f30(f30(f12(x15191),x15192),x15194)),x15193)) % 129.02/129.22 [1520]~P2(x15201)+E(f30(f30(f12(x15201),f30(f30(f22(x15201),x15202),x15203)),f30(f30(f22(x15201),x15204),x15203)),f30(f30(f22(x15201),f30(f30(f12(x15201),x15202),x15204)),x15203)) % 129.02/129.22 [1613]~P29(x16131)+E(f30(f30(f12(x16131),f18(x16131,x16132)),f30(f30(f12(x16131),f18(x16131,x16133)),x16134)),f30(f30(f12(x16131),f18(x16131,f30(f30(f12(a1),x16132),x16133))),x16134)) % 129.02/129.22 [1467]~P28(x14671)+E(f13(x14671,f13(x14671,x14672,x14673),f13(x14671,x14674,x14675)),f13(x14671,f13(x14671,x14672,x14674),f13(x14671,x14673,x14675))) % 129.02/129.22 [1468]~P3(x14681)+E(f11(x14681,f13(x14681,x14682,x14683),f13(x14681,x14684,x14685)),f13(x14681,f11(x14681,x14682,x14684),f11(x14681,x14683,x14685))) % 129.02/129.22 [1691]~P37(x16911)+P6(a38,f21(x16911,f11(x16911,f13(x16911,x16912,x16913),f13(x16911,x16914,x16915))),f13(a38,f21(x16911,f11(x16911,x16912,x16914)),f21(x16911,f11(x16911,x16913,x16915)))) % 129.02/129.22 [1692]~P19(x16921)+P6(x16921,f9(x16921,f11(x16921,f13(x16921,x16922,x16923),f13(x16921,x16924,x16925))),f13(x16921,f9(x16921,f11(x16921,x16922,x16924)),f9(x16921,f11(x16921,x16923,x16925)))) % 129.02/129.22 [1532]~P4(x15321)+E(f25(x15321,f30(f30(f12(x15321),x15322),x15323),f30(f30(f12(x15321),x15324),x15325)),f30(f30(f12(x15321),f25(x15321,x15322,x15324)),f25(x15321,x15323,x15325))) % 129.02/129.22 [1580]~P28(x15801)+E(f30(f30(f12(x15801),f30(f30(f12(x15801),x15802),x15803)),f30(f30(f12(x15801),x15804),x15805)),f30(f30(f12(x15801),f30(f30(f12(x15801),x15802),x15804)),f30(f30(f12(x15801),x15803),x15805))) % 129.02/129.22 [1677]~P59(x16771)+E(f13(x16771,f30(f30(f12(x16771),x16772),f11(x16771,x16773,x16774)),f30(f30(f12(x16771),f11(x16771,x16772,x16775)),x16774)),f11(x16771,f30(f30(f12(x16771),x16772),x16773),f30(f30(f12(x16771),x16775),x16774))) % 129.02/129.22 [1715]~P39(x17151)+E(f13(x17151,f13(x17151,f30(f30(f12(x17151),f11(x17151,x17152,x17153)),f11(x17151,x17154,x17155)),f30(f30(f12(x17151),f11(x17151,x17152,x17153)),x17155)),f30(f30(f12(x17151),x17153),f11(x17151,x17154,x17155))),f11(x17151,f30(f30(f12(x17151),x17152),x17154),f30(f30(f12(x17151),x17153),x17155))) % 129.02/129.22 [1659]~P51(x16591)+E(f13(x16591,f30(f30(f12(x16591),x16592),x16593),f13(x16591,f30(f30(f12(x16591),x16594),x16593),x16595)),f13(x16591,f30(f30(f12(x16591),f13(x16591,x16592,x16594)),x16593),x16595)) % 129.02/129.22 [1688]~P6(a39,x16881,x16884)+E(f11(a39,f13(a39,f30(f30(f12(a39),x16881),x16882),x16883),f13(a39,f30(f30(f12(a39),x16884),x16882),x16885)),f11(a39,x16883,f13(a39,f30(f30(f12(a39),f11(a39,x16884,x16881)),x16882),x16885))) % 129.02/129.22 [1689]~P6(a39,x16894,x16891)+E(f11(a39,f13(a39,f30(f30(f12(a39),x16891),x16892),x16893),f13(a39,f30(f30(f12(a39),x16894),x16892),x16895)),f11(a39,f13(a39,f30(f30(f12(a39),f11(a39,x16891,x16894)),x16892),x16893),x16895)) % 129.02/129.22 [1705]~P40(x17051)+E(f13(x17051,f30(f30(f12(x17051),x17052),f25(x17051,f11(x17051,x17053,x17054),x17055)),f30(f30(f12(x17051),f25(x17051,f11(x17051,x17052,x17056),x17055)),x17054)),f25(x17051,f11(x17051,f30(f30(f12(x17051),x17052),x17053),f30(f30(f12(x17051),x17056),x17054)),x17055)) % 129.02/129.22 [598]~P27(x5981)+~P29(x5981)+E(f9(x5981,f18(x5981,a15)),f3(x5981)) % 129.02/129.22 [1554]E(x15541,f2(a39))+E(x15541,f13(a39,f2(a39),f3(a39)))+~P7(a39,x15541,f13(a39,f13(a39,f2(a39),f3(a39)),f3(a39))) % 129.02/129.22 [1725]~P29(x17251)+~P8(x17251)+P7(x17251,f2(x17251),f25(x17251,f3(x17251),f18(x17251,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [744]E(x7441,x7442)+P7(a39,x7442,x7441)+P7(a39,x7441,x7442) % 129.02/129.22 [745]E(x7451,x7452)+P7(a1,x7452,x7451)+P7(a1,x7451,x7452) % 129.02/129.22 [791]E(x7911,x7912)+P7(a38,x7911,x7912)+~P6(a38,x7911,x7912) % 129.02/129.22 [794]E(x7941,x7942)+P7(a39,x7941,x7942)+~P6(a39,x7941,x7942) % 129.02/129.22 [795]E(x7951,x7952)+P7(a1,x7951,x7952)+~P6(a1,x7951,x7952) % 129.02/129.22 [877]E(x8771,x8772)+~P6(a38,x8772,x8771)+~P6(a38,x8771,x8772) % 129.02/129.22 [878]E(x8781,x8782)+~P6(a39,x8782,x8781)+~P6(a39,x8781,x8782) % 129.02/129.22 [879]E(x8791,x8792)+~P6(a1,x8792,x8791)+~P6(a1,x8791,x8792) % 129.02/129.22 [570]~E(x5702,f3(a38))+~E(x5701,f2(a38))+E(f4(x5701,x5702),a5) % 129.02/129.22 [573]~E(x5732,f2(a38))+~E(x5731,f3(a38))+E(f4(x5731,x5732),f3(a16)) % 129.02/129.22 [574]~E(x5742,f2(a38))+~E(x5741,f2(a38))+E(f4(x5741,x5742),f2(a16)) % 129.02/129.22 [583]~P37(x5831)+~E(x5832,f2(x5831))+E(f21(x5831,x5832),f2(a38)) % 129.02/129.22 [584]~P19(x5841)+~E(x5842,f2(x5841))+E(f9(x5841,x5842),f2(x5841)) % 129.02/129.22 [588]~P37(x5882)+E(x5881,f2(x5882))+~E(f21(x5882,x5881),f2(a38)) % 129.02/129.22 [589]~P19(x5892)+~E(f9(x5892,x5891),f2(x5892))+E(x5891,f2(x5892)) % 129.02/129.22 [629]~E(x6292,f2(a39))+~E(x6291,f2(a39))+E(f13(a39,x6291,x6292),f2(a39)) % 129.02/129.22 [645]~P44(x6452)+E(f25(x6452,x6451,x6451),f3(x6452))+E(x6451,f2(x6452)) % 129.02/129.22 [646]~P45(x6462)+E(f25(x6462,x6461,x6461),f3(x6462))+E(x6461,f2(x6462)) % 129.02/129.22 [659]~P17(x6591)+~E(x6592,f2(x6591))+E(f13(x6591,x6592,x6592),f2(x6591)) % 129.02/129.22 [660]~P45(x6601)+~E(x6602,f2(x6601))+E(f25(x6601,x6602,x6602),f2(x6601)) % 129.02/129.22 [708]~P37(x7082)+E(x7081,f2(x7082))+P7(a38,f2(a38),f21(x7082,x7081)) % 129.02/129.22 [720]~P37(x7201)+~E(x7202,f2(x7201))+P6(a38,f21(x7201,x7202),f2(a38)) % 129.02/129.22 [724]~P19(x7242)+P7(x7242,f2(x7242),f9(x7242,x7241))+E(x7241,f2(x7242)) % 129.02/129.22 [730]~P19(x7301)+P6(x7301,f9(x7301,x7302),f2(x7301))+~E(x7302,f2(x7301)) % 129.02/129.22 [733]~P17(x7332)+~E(f13(x7332,x7331,x7331),f2(x7332))+E(x7331,f2(x7332)) % 129.02/129.22 [758]~P19(x7581)+~P6(x7581,f2(x7581),x7582)+E(f9(x7581,x7582),x7582) % 129.02/129.22 [759]~P19(x7591)+~P7(x7591,f2(x7591),x7592)+E(f9(x7591,x7592),x7592) % 129.02/129.22 [797]~P37(x7972)+E(x7971,f2(x7972))+~P6(a38,f21(x7972,x7971),f2(a38)) % 129.02/129.22 [799]~P37(x7992)+~E(x7991,f2(x7992))+~P7(a38,f2(a38),f21(x7992,x7991)) % 129.02/129.22 [807]~P19(x8072)+~P6(x8072,f9(x8072,x8071),f2(x8072))+E(x8071,f2(x8072)) % 129.02/129.22 [847]~P19(x8472)+~P7(x8472,f2(x8472),f9(x8472,x8471))+~E(x8471,f2(x8472)) % 129.02/129.22 [885]E(x8851,x8852)+~E(f11(a39,x8852,x8851),f2(a39))+~E(f11(a39,x8851,x8852),f2(a39)) % 129.02/129.22 [1032]P6(a1,x10321,x10322)+P6(a1,x10321,a14)+~P6(a39,f18(a39,x10321),f18(a39,x10322)) % 129.02/129.22 [1037]~P7(a1,x10371,x10372)+~P7(a1,a14,x10372)+P7(a39,f18(a39,x10371),f18(a39,x10372)) % 129.02/129.22 [1044]~P17(x10441)+~P6(x10441,f2(x10441),x10442)+P6(x10441,f2(x10441),f13(x10441,x10442,x10442)) % 129.02/129.22 [1045]~P17(x10451)+~P7(x10451,f2(x10451),x10452)+P7(x10451,f2(x10451),f13(x10451,x10452,x10452)) % 129.02/129.22 [1046]~P17(x10461)+~P6(x10461,x10462,f2(x10461))+P6(x10461,f13(x10461,x10462,x10462),f2(x10461)) % 129.02/129.22 [1047]~P27(x10471)+~P7(x10471,x10472,f2(x10471))+P7(x10471,f13(x10471,x10472,x10472),f2(x10471)) % 129.02/129.22 [1048]~P17(x10481)+~P7(x10481,x10482,f2(x10481))+P7(x10481,f13(x10481,x10482,x10482),f2(x10481)) % 129.02/129.22 [1057]~P7(a1,x10572,x10571)+P7(a1,a14,x10571)+~P7(a39,f18(a39,x10572),f18(a39,x10571)) % 129.02/129.22 [1117]~P17(x11171)+~P6(x11171,f13(x11171,x11172,x11172),f2(x11171))+P6(x11171,x11172,f2(x11171)) % 129.02/129.22 [1118]~P27(x11181)+~P7(x11181,f13(x11181,x11182,x11182),f2(x11181))+P7(x11181,x11182,f2(x11181)) % 129.02/129.22 [1119]~P17(x11191)+~P7(x11191,f13(x11191,x11192,x11192),f2(x11191))+P7(x11191,x11192,f2(x11191)) % 129.02/129.22 [1120]~P17(x11201)+~P6(x11201,f2(x11201),f13(x11201,x11202,x11202))+P6(x11201,f2(x11201),x11202) % 129.02/129.22 [1121]~P17(x11211)+~P7(x11211,f2(x11211),f13(x11211,x11212,x11212))+P7(x11211,f2(x11211),x11212) % 129.02/129.22 [1124]~P6(a38,x11241,f2(a38))+~P6(a38,x11242,f2(a38))+P6(a38,f2(a38),f25(a38,x11241,x11242)) % 129.02/129.22 [1125]~P6(a38,x11252,f2(a38))+~P6(a38,f2(a38),x11252)+P6(a38,f2(a38),f25(a38,x11251,x11252)) % 129.02/129.22 [1126]~P6(a38,x11261,f2(a38))+~P6(a38,f2(a38),x11261)+P6(a38,f2(a38),f25(a38,x11261,x11262)) % 129.02/129.22 [1127]~P6(a38,f2(a38),x11272)+~P6(a38,f2(a38),x11271)+P6(a38,f2(a38),f25(a38,x11271,x11272)) % 129.02/129.22 [1128]~P6(a1,f2(a1),x11282)+~P6(a1,f2(a1),x11281)+P6(a1,f2(a1),f13(a1,x11281,x11282)) % 129.02/129.22 [1187]P6(a38,x11871,f2(a38))+P6(a38,f2(a38),x11872)+~P6(a38,f2(a38),f25(a38,x11872,x11871)) % 129.02/129.22 [1188]P6(a38,x11881,f2(a38))+P6(a38,f2(a38),x11882)+~P6(a38,f2(a38),f25(a38,x11881,x11882)) % 129.02/129.22 [1189]P7(a39,f2(a39),x11891)+P7(a39,f2(a39),x11892)+~P7(a39,f2(a39),f13(a39,x11892,x11891)) % 129.02/129.22 [695]~P29(x6951)+~P38(x6951)+E(f21(x6951,f18(x6951,x6952)),f9(a38,f18(a38,x6952))) % 129.02/129.22 [709]~P29(x7091)+~P4(x7091)+E(f25(x7091,x7092,f18(x7091,a14)),f2(x7091)) % 129.02/129.22 [919]E(x9191,f2(a39))+E(x9192,f2(a39))+~E(f13(a39,x9192,x9191),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [920]E(x9201,f2(a39))+E(x9202,f2(a39))+~E(f13(a39,f2(a39),f3(a39)),f13(a39,x9202,x9201)) % 129.02/129.22 [939]~E(x9392,f2(a39))+~E(x9391,f13(a39,f2(a39),f3(a39)))+E(f13(a39,x9391,x9392),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [940]~E(x9401,f2(a39))+~E(x9402,f13(a39,f2(a39),f3(a39)))+E(f13(a39,x9401,x9402),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [941]~E(x9412,f2(a39))+~E(x9411,f13(a39,f2(a39),f3(a39)))+E(f13(a39,f2(a39),f3(a39)),f13(a39,x9411,x9412)) % 129.02/129.22 [942]~E(x9421,f2(a39))+~E(x9422,f13(a39,f2(a39),f3(a39)))+E(f13(a39,f2(a39),f3(a39)),f13(a39,x9421,x9422)) % 129.02/129.22 [989]E(x9891,f2(a39))+E(x9891,f13(a39,f2(a39),f3(a39)))+~E(f13(a39,x9892,x9891),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [990]E(x9901,f2(a39))+E(x9901,f13(a39,f2(a39),f3(a39)))+~E(f13(a39,x9901,x9902),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [991]E(x9911,f2(a39))+E(x9911,f13(a39,f2(a39),f3(a39)))+~E(f13(a39,f2(a39),f3(a39)),f13(a39,x9912,x9911)) % 129.02/129.22 [992]E(x9921,f2(a39))+E(x9921,f13(a39,f2(a39),f3(a39)))+~E(f13(a39,f2(a39),f3(a39)),f13(a39,x9921,x9922)) % 129.02/129.22 [1069]E(x10691,f13(a39,f2(a39),f3(a39)))+E(x10692,f13(a39,f2(a39),f3(a39)))+~E(f13(a39,x10691,x10692),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [1070]E(x10701,f13(a39,f2(a39),f3(a39)))+E(x10702,f13(a39,f2(a39),f3(a39)))+~E(f13(a39,f2(a39),f3(a39)),f13(a39,x10701,x10702)) % 129.02/129.22 [1077]~P7(a39,x10771,x10772)+P7(a39,f13(a39,x10771,f3(a39)),x10772)+E(f13(a39,x10771,f3(a39)),x10772) % 129.02/129.22 [1091]E(x10911,x10912)+P7(a39,x10911,x10912)+~P7(a39,x10911,f13(a39,x10912,f3(a39))) % 129.02/129.22 [1130]P7(a39,f35(x11302,x11301),x11302)+E(x11301,f2(a39))+~P7(a39,x11301,f13(a39,x11302,f3(a39))) % 129.02/129.22 [1135]E(x11351,x11352)+~P6(a39,x11352,x11351)+~P7(a39,x11351,f13(a39,x11352,f3(a39))) % 129.02/129.22 [1136]E(x11361,f2(a39))+~P7(a39,x11361,f13(a39,x11362,f3(a39)))+E(f13(a39,f35(x11362,x11361),f3(a39)),x11361) % 129.02/129.22 [1215]P6(a39,x12151,x12152)+~P6(a39,x12151,f13(a39,x12152,f3(a39)))+E(x12151,f13(a39,x12152,f3(a39))) % 129.02/129.22 [611]~E(x6112,f3(a39))+~E(x6111,f3(a39))+E(f30(f30(f12(a39),x6111),x6112),f3(a39)) % 129.02/129.22 [612]~E(x6122,f3(a1))+~E(x6121,f3(a1))+E(f30(f30(f12(a1),x6121),x6122),f3(a1)) % 129.02/129.22 [676]E(x6761,f3(a39))+E(x6762,f2(a39))+~E(f30(f30(f12(a39),x6762),x6761),x6762) % 129.02/129.22 [677]E(x6771,f2(a39))+E(x6772,f2(a39))+~E(f30(f30(f12(a39),x6772),x6771),f2(a39)) % 129.02/129.22 [683]~E(x6831,f18(a1,a15))+~E(x6832,f18(a1,a15))+E(f30(f30(f12(a1),x6831),x6832),f3(a1)) % 129.02/129.22 [700]E(x7002,f18(a1,a15))+E(x7001,f3(a1))+~E(f30(f30(f12(a1),x7001),x7002),f3(a1)) % 129.02/129.22 [701]E(x7012,f18(a1,a15))+E(x7011,f3(a1))+~E(f30(f30(f12(a1),x7012),x7011),f3(a1)) % 129.02/129.22 [702]E(x7021,f18(a1,a15))+E(x7021,f3(a1))+~E(f30(f30(f12(a1),x7022),x7021),f3(a1)) % 129.02/129.22 [704]E(x7041,f18(a1,a15))+E(x7041,f3(a1))+~E(f30(f30(f12(a1),x7041),x7042),f3(a1)) % 129.02/129.22 [926]~P35(x9261)+~P67(x9261)+E(f30(f30(f22(x9261),f2(x9261)),f13(a39,x9262,f3(a39))),f2(x9261)) % 129.02/129.22 [960]E(x9601,f2(a39))+E(x9602,f13(a39,f2(a39),f3(a39)))+~E(f30(f30(f22(a39),x9602),x9601),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [1059]~E(x10592,f13(a39,f2(a39),f3(a39)))+~E(x10591,f13(a39,f2(a39),f3(a39)))+E(f30(f30(f12(a39),x10591),x10592),f13(a39,f2(a39),f3(a39))) % 129.02/129.22 [1104]~P6(a1,f2(a1),x11042)+~P6(a1,f2(a1),x11041)+P6(a1,f2(a1),f30(f30(f12(a1),x11041),x11042)) % 129.02/129.22 [1105]~P7(a38,f2(a38),x11052)+~P7(a38,f2(a38),x11051)+P7(a38,f2(a38),f30(f30(f12(a38),x11051),x11052)) % 129.02/129.22 [1106]~P7(a39,f2(a39),x11062)+~P7(a39,f2(a39),x11061)+P7(a39,f2(a39),f30(f30(f12(a39),x11061),x11062)) % 129.02/129.22 [1622]~P6(a39,f13(a39,f2(a39),f3(a39)),x16222)+~P6(a39,f13(a39,f2(a39),f3(a39)),x16221)+P6(a39,f13(a39,f2(a39),f3(a39)),f30(f30(f12(a39),x16221),x16222)) % 129.02/129.22 [955]~P27(x9551)+~P29(x9551)+E(f9(x9551,f30(f30(f22(x9551),f18(x9551,a15)),x9552)),f3(x9551)) % 129.02/129.22 [1019]~E(x10192,f2(a38))+~E(x10191,f2(a38))+E(f13(a38,f30(f30(f12(a38),x10191),x10191),f30(f30(f12(a38),x10192),x10192)),f2(a38)) % 129.02/129.22 [1578]~P29(x15781)+~P5(x15781)+E(f25(x15781,x15782,f18(x15781,f13(a1,f13(a1,f3(a1),a14),a14))),x15782) % 129.02/129.22 [1679]~P6(a38,f9(a38,x16791),f3(a38))+~P7(a38,f9(a38,x16792),f3(a38))+E(f20(f25(a38,f13(a38,x16791,x16792),f11(a38,f3(a38),f30(f30(f12(a38),x16791),x16792)))),f13(a38,f20(x16791),f20(x16792))) % 129.02/129.22 [1706]~P58(x17061)+~E(x17062,f2(x17061))+E(f30(f30(f22(x17061),x17062),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f2(x17061)) % 129.02/129.22 [1719]E(f17(x17191),x17192)+~P6(a38,f2(a38),x17192)+~E(f30(f30(f22(a38),x17192),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17191) % 129.02/129.22 [1724]~P27(x17242)+E(x17241,f2(x17242))+P7(x17242,f2(x17242),f30(f30(f22(x17242),x17241),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [1734]~P27(x17342)+~E(x17341,f2(x17342))+~P7(x17342,f2(x17342),f30(f30(f22(x17342),x17341),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [1738]~E(x17382,f2(a38))+~E(x17381,f2(a38))+E(f13(a38,f30(f30(f22(a38),x17381),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x17382),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f2(a38)) % 129.02/129.22 [620]~E(x6202,x6203)+~P31(x6201)+P6(x6201,x6202,x6203) % 129.02/129.22 [622]~E(x6222,x6223)+~P34(x6221)+P6(x6221,x6222,x6223) % 129.02/129.22 [717]~P7(x7173,x7171,x7172)+~E(x7171,x7172)+~P32(x7173) % 129.02/129.22 [718]~P7(x7183,x7181,x7182)+~E(x7181,x7182)+~P34(x7183) % 129.02/129.22 [752]P6(x7521,x7523,x7522)+~P32(x7521)+P6(x7521,x7522,x7523) % 129.02/129.22 [757]P7(x7571,x7573,x7572)+~P32(x7571)+P6(x7571,x7572,x7573) % 129.02/129.22 [802]~P31(x8021)+~P7(x8021,x8022,x8023)+P6(x8021,x8022,x8023) % 129.02/129.22 [804]~P34(x8041)+~P7(x8041,x8042,x8043)+P6(x8041,x8042,x8043) % 129.02/129.22 [889]~P7(x8891,x8893,x8892)+~P31(x8891)+~P6(x8891,x8892,x8893) % 129.02/129.22 [893]~P7(x8931,x8933,x8932)+~P31(x8931)+~P7(x8931,x8932,x8933) % 129.02/129.22 [896]~P7(x8961,x8963,x8962)+~P32(x8961)+~P6(x8961,x8962,x8963) % 129.02/129.22 [897]~P7(x8971,x8973,x8972)+~P32(x8971)+~P7(x8971,x8972,x8973) % 129.02/129.22 [898]~P7(x8981,x8983,x8982)+~P34(x8981)+~P7(x8981,x8982,x8983) % 129.02/129.22 [947]~P6(a38,x9471,x9473)+P6(a38,x9471,x9472)+~P6(a38,x9473,x9472) % 129.02/129.22 [948]~P6(a39,x9481,x9483)+P6(a39,x9481,x9482)+~P6(a39,x9483,x9482) % 129.02/129.22 [949]~P6(a1,x9491,x9493)+P6(a1,x9491,x9492)+~P6(a1,x9493,x9492) % 129.02/129.22 [593]~E(x5931,f18(a38,x5933))+E(f4(x5931,x5932),f18(a16,x5933))+~E(x5932,f2(a38)) % 129.02/129.22 [638]~E(x6382,x6383)+~P15(x6381)+E(f11(x6381,x6382,x6383),f2(x6381)) % 129.02/129.22 [639]~E(x6392,x6393)+~P3(x6391)+E(f11(x6391,x6392,x6393),f2(x6391)) % 129.02/129.22 [647]~P68(x6471)+~E(x6473,f2(x6471))+E(f13(x6471,x6472,x6473),x6472) % 129.02/129.22 [726]~P68(x7262)+~E(f13(x7262,x7263,x7261),x7263)+E(x7261,f2(x7262)) % 129.02/129.22 [728]~P15(x7283)+E(x7281,x7282)+~E(f11(x7283,x7281,x7282),f2(x7283)) % 129.02/129.22 [729]~P3(x7293)+E(x7291,x7292)+~E(f11(x7293,x7291,x7292),f2(x7293)) % 129.02/129.22 [923]~P19(x9231)+P6(x9231,x9232,x9233)+~P6(x9231,f9(x9231,x9232),x9233) % 129.02/129.22 [951]~P6(a39,x9513,x9511)+~E(f11(a39,x9511,x9513),x9512)+E(x9511,f13(a39,x9512,x9513)) % 129.02/129.22 [952]~P6(a39,x9522,x9521)+~E(x9521,f13(a39,x9523,x9522))+E(f11(a39,x9521,x9522),x9523) % 129.02/129.22 [1033]~P20(x10331)+~P6(x10331,x10332,x10333)+P6(x10331,f11(x10331,x10332,x10333),f2(x10331)) % 129.02/129.22 [1034]~P20(x10341)+~P7(x10341,x10342,x10343)+P7(x10341,f11(x10341,x10342,x10343),f2(x10341)) % 129.02/129.22 [1107]~P20(x11071)+P6(x11071,x11072,x11073)+~P6(x11071,f11(x11071,x11072,x11073),f2(x11071)) % 129.02/129.22 [1108]~P20(x11081)+P7(x11081,x11082,x11083)+~P7(x11081,f11(x11081,x11082,x11083),f2(x11081)) % 129.02/129.22 [1291]~P7(a39,x12913,x12911)+~P7(a39,x12913,x12912)+P7(a39,f11(a39,x12911,x12912),f11(a39,x12911,x12913)) % 129.02/129.22 [1375]~P6(a39,x13753,x13752)+~P6(a39,f13(a39,x13751,x13753),x13752)+P6(a39,x13751,f11(a39,x13752,x13753)) % 129.02/129.22 [1376]~P6(a39,x13762,x13763)+~P6(a39,x13761,f11(a39,x13763,x13762))+P6(a39,f13(a39,x13761,x13762),x13763) % 129.02/129.22 [984]~P42(x9842)+E(x9841,f2(x9842))+E(f25(a38,f21(x9842,x9843),f21(x9842,x9841)),f21(x9842,f25(x9842,x9843,x9841))) % 129.02/129.22 [987]~P9(x9872)+E(x9871,f2(x9872))+E(f25(x9872,f9(x9872,x9873),f9(x9872,x9871)),f9(x9872,f25(x9872,x9873,x9871))) % 129.02/129.22 [988]~P42(x9881)+~P4(x9881)+E(f25(a38,f21(x9881,x9882),f21(x9881,x9883)),f21(x9881,f25(x9881,x9882,x9883))) % 129.02/129.22 [1078]~P8(x10781)+~P7(x10781,f2(x10781),x10783)+E(f25(x10781,f9(x10781,x10782),x10783),f9(x10781,f25(x10781,x10782,x10783))) % 129.02/129.22 [1116]~P7(a39,x11161,x11163)+~P7(a39,x11163,x11162)+P7(a39,f13(a39,x11161,f3(a39)),x11162) % 129.02/129.22 [1123]~P7(a39,x11233,x11232)+P7(a39,x11231,f13(a39,x11232,f3(a39)))+~E(x11231,f13(a39,x11233,f3(a39))) % 129.02/129.22 [1284]E(x12841,f2(a38))+~P6(a38,x12842,f2(a38))+~P6(a38,f9(a38,x12841),f30(f30(f12(a38),x12842),f9(a38,x12843))) % 129.02/129.22 [1361]~P6(a39,x13612,x13613)+~P6(a39,x13612,x13611)+E(f11(a39,f11(a39,x13611,x13612),f11(a39,x13613,x13612)),f11(a39,x13611,x13613)) % 129.02/129.22 [640]~P35(x6401)+~E(x6403,f2(a39))+E(f30(f30(f22(x6401),x6402),x6403),f3(x6401)) % 129.02/129.22 [651]~P66(x6511)+~E(x6513,f2(x6511))+E(f30(f30(f12(x6511),x6512),x6513),f2(x6511)) % 129.02/129.22 [652]~P66(x6521)+~E(x6522,f2(x6521))+E(f30(f30(f12(x6521),x6522),x6523),f2(x6521)) % 129.02/129.22 [727]~P58(x7272)+E(x7271,f2(x7272))+~E(f30(f30(f22(x7272),x7271),x7273),f2(x7272)) % 129.02/129.22 [824]E(x8241,x8242)+E(x8243,f2(a38))+~E(f30(f30(f12(a38),x8243),x8241),f30(f30(f12(a38),x8243),x8242)) % 129.02/129.22 [826]E(x8261,x8262)+E(x8263,f2(a39))+~E(f30(f30(f12(a39),x8263),x8261),f30(f30(f12(a39),x8263),x8262)) % 129.02/129.22 [827]E(x8271,x8272)+E(x8273,f2(a38))+~E(f30(f30(f12(a38),x8271),x8273),f30(f30(f12(a38),x8272),x8273)) % 129.02/129.22 [828]E(x8281,x8282)+E(x8283,f2(a39))+~E(f30(f30(f12(a39),x8281),x8283),f30(f30(f12(a39),x8282),x8283)) % 129.02/129.22 [1039]~P48(x10391)+~P6(x10391,f3(x10391),x10392)+P6(x10391,f3(x10391),f30(f30(f22(x10391),x10392),x10393)) % 129.02/129.22 [1040]~P48(x10401)+~P6(x10401,f2(x10401),x10402)+P6(x10401,f2(x10401),f30(f30(f22(x10401),x10402),x10403)) % 129.02/129.22 [1041]~P48(x10411)+~P7(x10411,f2(x10411),x10412)+P7(x10411,f2(x10411),f30(f30(f22(x10411),x10412),x10413)) % 129.02/129.22 [1257]~P6(a38,x12572,x12573)+~P7(a38,f2(a38),x12571)+P6(a38,f30(f30(f12(a38),x12571),x12572),f30(f30(f12(a38),x12571),x12573)) % 129.02/129.22 [1258]~P6(a38,x12581,x12583)+~P7(a38,f2(a38),x12582)+P6(a38,f30(f30(f12(a38),x12581),x12582),f30(f30(f12(a38),x12583),x12582)) % 129.02/129.22 [1259]~P7(a38,x12591,x12593)+~P7(a38,f2(a38),x12592)+P7(a38,f30(f30(f12(a38),x12591),x12592),f30(f30(f12(a38),x12593),x12592)) % 129.02/129.22 [1260]~P7(a38,x12602,x12603)+~P7(a38,f2(a38),x12601)+P7(a38,f30(f30(f12(a38),x12601),x12602),f30(f30(f12(a38),x12601),x12603)) % 129.02/129.22 [1263]~P7(a39,x12631,x12633)+~P7(a39,f2(a39),x12632)+P7(a39,f30(f30(f12(a39),x12631),x12632),f30(f30(f12(a39),x12633),x12632)) % 129.02/129.22 [1264]~P7(a39,x12642,x12643)+~P7(a39,f2(a39),x12641)+P7(a39,f30(f30(f12(a39),x12641),x12642),f30(f30(f12(a39),x12641),x12643)) % 129.02/129.22 [1374]~P48(x13741)+~P7(x13741,f3(x13741),x13742)+P7(x13741,f3(x13741),f30(f30(f22(x13741),x13742),f13(a39,x13743,f3(a39)))) % 129.02/129.22 [1385]P6(a38,x13851,x13852)+~P7(a38,f2(a38),x13853)+~P6(a38,f30(f30(f12(a38),x13853),x13851),f30(f30(f12(a38),x13853),x13852)) % 129.02/129.22 [1386]P6(a38,x13861,x13862)+~P7(a38,f2(a38),x13863)+~P6(a38,f30(f30(f12(a38),x13861),x13863),f30(f30(f12(a38),x13862),x13863)) % 129.02/129.22 [1387]P7(a38,x13871,x13872)+~P7(a38,f2(a38),x13873)+~P7(a38,f30(f30(f12(a38),x13871),x13873),f30(f30(f12(a38),x13872),x13873)) % 129.02/129.22 [1585]~P9(x15851)+~P7(x15851,x15852,x15853)+P7(x15851,x15852,f25(x15851,f13(x15851,x15852,x15853),f13(x15851,f3(x15851),f3(x15851)))) % 129.02/129.22 [1586]~P9(x15861)+~P7(x15861,x15862,x15863)+P7(x15861,f25(x15861,f13(x15861,x15862,x15863),f13(x15861,f3(x15861),f3(x15861))),x15863) % 129.02/129.22 [1766]~P27(x17661)+~P7(x17661,x17662,f2(x17661))+P7(x17661,f30(f30(f22(x17661),x17662),f13(a39,f30(f30(f12(a39),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17663),f3(a39))),f2(x17661)) % 129.02/129.22 [1770]~P27(x17701)+P6(x17701,f2(x17701),x17702)+~P6(x17701,f2(x17701),f30(f30(f22(x17701),x17702),f13(a39,f30(f30(f12(a39),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17703),f3(a39)))) % 129.02/129.22 [1100]~P27(x11001)+~P6(x11001,f2(x11001),x11003)+E(f30(f30(f12(x11001),f9(x11001,x11002)),x11003),f9(x11001,f30(f30(f12(x11001),x11002),x11003))) % 129.02/129.22 [1287]~P49(x12872)+E(x12871,f2(x12872))+~E(f13(x12872,f30(f30(f12(x12872),x12873),x12873),f30(f30(f12(x12872),x12871),x12871)),f2(x12872)) % 129.02/129.22 [1288]~P49(x12882)+E(x12881,f2(x12882))+~E(f13(x12882,f30(f30(f12(x12882),x12881),x12881),f30(f30(f12(x12882),x12883),x12883)),f2(x12882)) % 129.02/129.22 [1297]~P35(x12972)+E(x12971,f2(a39))+E(f30(f30(f12(x12972),x12973),f30(f30(f22(x12972),x12973),f11(a39,x12971,f3(a39)))),f30(f30(f22(x12972),x12973),x12971)) % 129.02/129.22 [1360]~P48(x13601)+~P7(x13601,f3(x13601),x13602)+P7(x13601,f3(x13601),f30(f30(f12(x13601),x13602),f30(f30(f22(x13601),x13602),x13603))) % 129.02/129.22 [1488]~P48(x14881)+~P7(x14881,f3(x14881),x14882)+P7(x14881,f30(f30(f22(x14881),x14882),x14883),f30(f30(f12(x14881),x14882),f30(f30(f22(x14881),x14882),x14883))) % 129.02/129.22 [1515]~P49(x15152)+E(x15151,f2(x15152))+P7(x15152,f2(x15152),f13(x15152,f30(f30(f12(x15152),x15153),x15153),f30(f30(f12(x15152),x15151),x15151))) % 129.02/129.22 [1516]~P49(x15162)+E(x15161,f2(x15162))+P7(x15162,f2(x15162),f13(x15162,f30(f30(f12(x15162),x15161),x15161),f30(f30(f12(x15162),x15163),x15163))) % 129.02/129.22 [1643]~P49(x16432)+E(x16431,f2(x16432))+~P6(x16432,f13(x16432,f30(f30(f12(x16432),x16433),x16433),f30(f30(f12(x16432),x16431),x16431)),f2(x16432)) % 129.02/129.22 [1644]~P49(x16442)+E(x16441,f2(x16442))+~P6(x16442,f13(x16442,f30(f30(f12(x16442),x16441),x16441),f30(f30(f12(x16442),x16443),x16443)),f2(x16442)) % 129.02/129.22 [1745]~P27(x17452)+E(x17451,f2(x17452))+~E(f13(x17452,f30(f30(f22(x17452),x17453),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17452),x17451),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f2(x17452)) % 129.02/129.22 [1746]~P27(x17462)+E(x17461,f2(x17462))+~E(f13(x17462,f30(f30(f22(x17462),x17461),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17462),x17463),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f2(x17462)) % 129.02/129.22 [1753]~P27(x17532)+E(x17531,f2(x17532))+P7(x17532,f2(x17532),f13(x17532,f30(f30(f22(x17532),x17533),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17532),x17531),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))) % 129.02/129.22 [1754]~P27(x17542)+E(x17541,f2(x17542))+P7(x17542,f2(x17542),f13(x17542,f30(f30(f22(x17542),x17541),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17542),x17543),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))) % 129.02/129.22 [1763]~P27(x17632)+E(x17631,f2(x17632))+~P6(x17632,f13(x17632,f30(f30(f22(x17632),x17633),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17632),x17631),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f2(x17632)) % 129.02/129.22 [1764]~P27(x17642)+E(x17641,f2(x17642))+~P6(x17642,f13(x17642,f30(f30(f22(x17642),x17641),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17642),x17643),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f2(x17642)) % 129.02/129.22 [1759]~P27(x17592)+E(x17591,f2(x17592))+~P6(x17592,f30(f30(f22(x17592),x17591),f30(f30(f12(a39),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x17593)),f2(x17592)) % 129.02/129.22 [1771]~P7(a38,f9(a38,x17711),f25(a38,x17713,f17(f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))+~P7(a38,f9(a38,x17712),f25(a38,x17713,f17(f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))+P7(a38,f17(f13(a38,f30(f30(f22(a38),x17711),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x17712),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),x17713) % 129.02/129.22 [902]~P13(x9023)+E(x9021,x9022)+~E(f13(x9023,x9024,x9021),f13(x9023,x9024,x9022)) % 129.02/129.22 [903]~P14(x9033)+E(x9031,x9032)+~E(f13(x9033,x9034,x9031),f13(x9033,x9034,x9032)) % 129.02/129.22 [905]~P13(x9053)+E(x9051,x9052)+~E(f13(x9053,x9051,x9054),f13(x9053,x9052,x9054)) % 129.02/129.22 [943]~P33(x9432)+~P7(f41(x9431,x9432),x9433,x9434)+P6(f41(x9431,x9432),x9433,x9434) % 129.02/129.22 [1035]~P33(x10351)+~P7(f41(x10352,x10351),x10354,x10353)+~P6(f41(x10352,x10351),x10353,x10354) % 129.02/129.22 [1076]~P7(a39,x10763,x10764)+P7(a39,x10761,x10762)+~E(f13(a39,x10763,x10762),f13(a39,x10761,x10764)) % 129.02/129.22 [1160]~P24(x11601)+~P6(x11601,x11603,x11604)+P6(x11601,f13(x11601,x11602,x11603),f13(x11601,x11602,x11604)) % 129.02/129.22 [1161]~P25(x11611)+~P6(x11611,x11613,x11614)+P6(x11611,f13(x11611,x11612,x11613),f13(x11611,x11612,x11614)) % 129.02/129.22 [1162]~P24(x11621)+~P6(x11621,x11622,x11624)+P6(x11621,f13(x11621,x11622,x11623),f13(x11621,x11624,x11623)) % 129.02/129.22 [1163]~P25(x11631)+~P6(x11631,x11632,x11634)+P6(x11631,f13(x11631,x11632,x11633),f13(x11631,x11634,x11633)) % 129.02/129.22 [1164]~P24(x11641)+~P7(x11641,x11643,x11644)+P7(x11641,f13(x11641,x11642,x11643),f13(x11641,x11642,x11644)) % 129.02/129.22 [1165]~P26(x11651)+~P7(x11651,x11653,x11654)+P7(x11651,f13(x11651,x11652,x11653),f13(x11651,x11652,x11654)) % 129.02/129.22 [1166]~P24(x11661)+~P7(x11661,x11662,x11664)+P7(x11661,f13(x11661,x11662,x11663),f13(x11661,x11664,x11663)) % 129.02/129.22 [1167]~P26(x11671)+~P7(x11671,x11672,x11674)+P7(x11671,f13(x11671,x11672,x11673),f13(x11671,x11674,x11673)) % 129.02/129.22 [1289]~P6(a39,x12892,x12894)+~P6(a39,x12891,x12893)+P6(a39,f13(a39,x12891,x12892),f13(a39,x12893,x12894)) % 129.02/129.22 [1290]~P7(a39,x12902,x12904)+~P7(a39,x12901,x12903)+P7(a39,f13(a39,x12901,x12902),f13(a39,x12903,x12904)) % 129.02/129.22 [1366]~P24(x13661)+P6(x13661,x13662,x13663)+~P6(x13661,f13(x13661,x13664,x13662),f13(x13661,x13664,x13663)) % 129.02/129.22 [1368]~P24(x13681)+P6(x13681,x13682,x13683)+~P6(x13681,f13(x13681,x13682,x13684),f13(x13681,x13683,x13684)) % 129.02/129.22 [1370]~P24(x13701)+P7(x13701,x13702,x13703)+~P7(x13701,f13(x13701,x13704,x13702),f13(x13701,x13704,x13703)) % 129.02/129.22 [1372]~P24(x13721)+P7(x13721,x13722,x13723)+~P7(x13721,f13(x13721,x13722,x13724),f13(x13721,x13723,x13724)) % 129.02/129.22 [1529]~P27(x15291)+P7(x15291,x15292,f13(x15291,x15293,x15294))+~P7(x15291,f9(x15291,f11(x15291,x15292,x15293)),x15294) % 129.02/129.22 [1530]~P27(x15301)+P7(x15301,f11(x15301,x15302,x15303),x15304)+~P7(x15301,f9(x15301,f11(x15301,x15304,x15302)),x15303) % 129.02/129.22 [1716]~P33(x17162)+P6(f41(x17161,x17162),x17163,x17164)+~P6(x17162,f30(x17163,f33(x17164,x17163,x17161,x17162)),f30(x17164,f33(x17164,x17163,x17161,x17162))) % 129.02/129.22 [1253]~P6(a39,x12532,x12534)+~P6(a39,x12531,x12533)+P6(a39,f30(f30(f12(a39),x12531),x12532),f30(f30(f12(a39),x12533),x12534)) % 129.02/129.22 [1547]~P18(x15471)+~P51(x15471)+E(f13(x15471,f30(f30(f12(x15471),x15472),f18(x15471,x15473)),f30(f30(f12(x15471),x15474),f18(x15471,x15473))),f30(f30(f12(x15471),f13(x15471,x15472,x15474)),f18(x15471,x15473))) % 129.02/129.22 [1548]~P18(x15481)+~P59(x15481)+E(f11(x15481,f30(f30(f12(x15481),x15482),f18(x15481,x15483)),f30(f30(f12(x15481),x15484),f18(x15481,x15483))),f30(f30(f12(x15481),f11(x15481,x15482,x15484)),f18(x15481,x15483))) % 129.02/129.22 [1109]~P4(x11092)+E(x11091,f2(x11092))+E(f25(x11092,f30(f30(f12(x11092),x11093),x11091),f30(f30(f12(x11092),x11094),x11091)),f25(x11092,x11093,x11094)) % 129.02/129.22 [1110]~P4(x11102)+E(x11101,f2(x11102))+E(f25(x11102,f30(f30(f12(x11102),x11101),x11103),f30(f30(f12(x11102),x11101),x11104)),f25(x11102,x11103,x11104)) % 129.02/129.22 [1457]~P5(x14572)+E(x14571,f2(x14572))+E(f25(x14572,f30(f30(f22(x14572),x14573),x14574),f30(f30(f22(x14572),x14571),x14574)),f30(f30(f22(x14572),f25(x14572,x14573,x14571)),x14574)) % 129.02/129.22 [1555]~P18(x15551)+~P51(x15551)+E(f13(x15551,f30(f30(f12(x15551),f18(x15551,x15552)),x15553),f30(f30(f12(x15551),f18(x15551,x15552)),x15554)),f30(f30(f12(x15551),f18(x15551,x15552)),f13(x15551,x15553,x15554))) % 129.02/129.22 [1556]~P18(x15561)+~P59(x15561)+E(f11(x15561,f30(f30(f12(x15561),f18(x15561,x15562)),x15563),f30(f30(f12(x15561),f18(x15561,x15562)),x15564)),f30(f30(f12(x15561),f18(x15561,x15562)),f11(x15561,x15563,x15564))) % 129.02/129.22 [1668]~P1(x16681)+~P6(a39,x16684,x16683)+E(f30(f30(f12(x16681),f30(f30(f22(x16681),x16682),f11(a39,x16683,x16684))),x16682),f30(f30(f22(x16681),x16682),f11(a39,f13(a39,x16683,f3(a39)),x16684))) % 129.02/129.22 [1459]~P4(x14592)+E(x14591,f2(x14592))+E(f25(x14592,f13(x14592,x14593,f30(f30(f12(x14592),x14594),x14591)),x14591),f13(x14592,x14594,f25(x14592,x14593,x14591))) % 129.02/129.22 [1460]~P5(x14602)+E(x14601,f2(x14602))+E(f25(x14602,f13(x14602,f30(f30(f12(x14602),x14601),x14603),x14604),x14601),f13(x14602,x14603,f25(x14602,x14604,x14601))) % 129.02/129.22 [1461]~P5(x14612)+E(x14611,f2(x14612))+E(f25(x14612,f11(x14612,f30(f30(f12(x14612),x14611),x14613),x14614),x14611),f11(x14612,x14613,f25(x14612,x14614,x14611))) % 129.02/129.22 [1462]~P4(x14622)+E(x14621,f2(x14622))+E(f25(x14622,f13(x14622,x14623,f30(f30(f12(x14622),x14624),x14621)),x14621),f13(x14622,f25(x14622,x14623,x14621),x14624)) % 129.02/129.22 [1463]~P5(x14632)+E(x14631,f2(x14632))+E(f25(x14632,f13(x14632,x14633,f30(f30(f12(x14632),x14631),x14634)),x14631),f13(x14632,f25(x14632,x14633,x14631),x14634)) % 129.02/129.22 [1464]~P5(x14642)+E(x14641,f2(x14642))+E(f25(x14642,f11(x14642,x14643,f30(f30(f12(x14642),x14641),x14644)),x14641),f11(x14642,f25(x14642,x14643,x14641),x14644)) % 129.02/129.22 [1002]~P33(x10021)+P6(x10021,f30(x10022,x10023),f30(x10024,x10023))+~P6(f41(x10025,x10021),x10022,x10024) % 129.02/129.22 [1439]~E(x14392,x14394)+~P68(x14391)+E(f13(x14391,f30(f30(f12(x14391),x14392),x14393),f30(f30(f12(x14391),x14394),x14395)),f13(x14391,f30(f30(f12(x14391),x14392),x14395),f30(f30(f12(x14391),x14394),x14393))) % 129.02/129.22 [1662]~P6(a39,x16623,x16622)+E(x16621,f13(a39,f30(f30(f12(a39),f11(a39,x16622,x16623)),x16624),x16625))+~E(f13(a39,f30(f30(f12(a39),x16623),x16624),x16621),f13(a39,f30(f30(f12(a39),x16622),x16624),x16625)) % 129.02/129.22 [1663]~P6(a39,x16632,x16631)+E(f13(a39,f30(f30(f12(a39),f11(a39,x16631,x16632)),x16633),x16634),x16635)+~E(f13(a39,f30(f30(f12(a39),x16631),x16633),x16634),f13(a39,f30(f30(f12(a39),x16632),x16633),x16635)) % 129.02/129.22 [1682]~P6(a39,x16824,x16821)+~E(x16825,f13(a39,f30(f30(f12(a39),f11(a39,x16821,x16824)),x16822),x16823))+E(f13(a39,f30(f30(f12(a39),x16821),x16822),x16823),f13(a39,f30(f30(f12(a39),x16824),x16822),x16825)) % 129.02/129.22 [1683]~P6(a39,x16834,x16831)+~E(f13(a39,f30(f30(f12(a39),f11(a39,x16831,x16834)),x16832),x16833),x16835)+E(f13(a39,f30(f30(f12(a39),x16831),x16832),x16833),f13(a39,f30(f30(f12(a39),x16834),x16832),x16835)) % 129.02/129.22 [1693]~P6(a39,x16933,x16932)+P6(a39,x16931,f13(a39,f30(f30(f12(a39),f11(a39,x16932,x16933)),x16934),x16935))+~P6(a39,f13(a39,f30(f30(f12(a39),x16933),x16934),x16931),f13(a39,f30(f30(f12(a39),x16932),x16934),x16935)) % 129.02/129.22 [1694]~P6(a39,x16942,x16941)+P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,x16941,x16942)),x16943),x16944),x16945)+~P6(a39,f13(a39,f30(f30(f12(a39),x16941),x16943),x16944),f13(a39,f30(f30(f12(a39),x16942),x16943),x16945)) % 129.02/129.22 [1699]~P6(a39,x16991,x16994)+~P6(a39,x16993,f13(a39,f30(f30(f12(a39),f11(a39,x16994,x16991)),x16992),x16995))+P6(a39,f13(a39,f30(f30(f12(a39),x16991),x16992),x16993),f13(a39,f30(f30(f12(a39),x16994),x16992),x16995)) % 129.02/129.22 [1700]~P6(a39,x17004,x17001)+~P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,x17001,x17004)),x17002),x17003),x17005)+P6(a39,f13(a39,f30(f30(f12(a39),x17001),x17002),x17003),f13(a39,f30(f30(f12(a39),x17004),x17002),x17005)) % 129.02/129.22 [1660]~P59(x16602)+~E(f13(x16602,f30(f30(f12(x16602),x16604),x16605),x16601),f13(x16602,f30(f30(f12(x16602),x16603),x16605),x16606))+E(x16601,f13(x16602,f30(f30(f12(x16602),f11(x16602,x16603,x16604)),x16605),x16606)) % 129.02/129.22 [1661]~P59(x16611)+~E(f13(x16611,f30(f30(f12(x16611),x16612),x16614),x16615),f13(x16611,f30(f30(f12(x16611),x16613),x16614),x16616))+E(f13(x16611,f30(f30(f12(x16611),f11(x16611,x16612,x16613)),x16614),x16615),x16616) % 129.02/129.22 [1680]~P59(x16801)+~E(x16806,f13(x16801,f30(f30(f12(x16801),f11(x16801,x16802,x16805)),x16803),x16804))+E(f13(x16801,f30(f30(f12(x16801),x16802),x16803),x16804),f13(x16801,f30(f30(f12(x16801),x16805),x16803),x16806)) % 129.02/129.22 [1681]~P59(x16811)+~E(f13(x16811,f30(f30(f12(x16811),f11(x16811,x16812,x16815)),x16813),x16814),x16816)+E(f13(x16811,f30(f30(f12(x16811),x16812),x16813),x16814),f13(x16811,f30(f30(f12(x16811),x16815),x16813),x16816)) % 129.02/129.22 [1695]~P61(x16951)+~P6(x16951,f13(x16951,f30(f30(f12(x16951),x16954),x16955),x16952),f13(x16951,f30(f30(f12(x16951),x16953),x16955),x16956))+P6(x16951,x16952,f13(x16951,f30(f30(f12(x16951),f11(x16951,x16953,x16954)),x16955),x16956)) % 129.02/129.22 [1696]~P61(x16961)+~P7(x16961,f13(x16961,f30(f30(f12(x16961),x16964),x16965),x16962),f13(x16961,f30(f30(f12(x16961),x16963),x16965),x16966))+P7(x16961,x16962,f13(x16961,f30(f30(f12(x16961),f11(x16961,x16963,x16964)),x16965),x16966)) % 129.02/129.22 [1697]~P61(x16971)+~P6(x16971,f13(x16971,f30(f30(f12(x16971),x16972),x16974),x16975),f13(x16971,f30(f30(f12(x16971),x16973),x16974),x16976))+P6(x16971,f13(x16971,f30(f30(f12(x16971),f11(x16971,x16972,x16973)),x16974),x16975),x16976) % 129.02/129.22 [1698]~P61(x16981)+~P7(x16981,f13(x16981,f30(f30(f12(x16981),x16982),x16984),x16985),f13(x16981,f30(f30(f12(x16981),x16983),x16984),x16986))+P7(x16981,f13(x16981,f30(f30(f12(x16981),f11(x16981,x16982,x16983)),x16984),x16985),x16986) % 129.02/129.22 [1701]~P61(x17011)+~P6(x17011,x17014,f13(x17011,f30(f30(f12(x17011),f11(x17011,x17015,x17012)),x17013),x17016))+P6(x17011,f13(x17011,f30(f30(f12(x17011),x17012),x17013),x17014),f13(x17011,f30(f30(f12(x17011),x17015),x17013),x17016)) % 129.02/129.22 [1702]~P61(x17021)+~P7(x17021,x17024,f13(x17021,f30(f30(f12(x17021),f11(x17021,x17025,x17022)),x17023),x17026))+P7(x17021,f13(x17021,f30(f30(f12(x17021),x17022),x17023),x17024),f13(x17021,f30(f30(f12(x17021),x17025),x17023),x17026)) % 129.02/129.22 [1703]~P61(x17031)+~P6(x17031,f13(x17031,f30(f30(f12(x17031),f11(x17031,x17032,x17035)),x17033),x17034),x17036)+P6(x17031,f13(x17031,f30(f30(f12(x17031),x17032),x17033),x17034),f13(x17031,f30(f30(f12(x17031),x17035),x17033),x17036)) % 129.02/129.22 [1704]~P61(x17041)+~P7(x17041,f13(x17041,f30(f30(f12(x17041),f11(x17041,x17042,x17045)),x17043),x17044),x17046)+P7(x17041,f13(x17041,f30(f30(f12(x17041),x17042),x17043),x17044),f13(x17041,f30(f30(f12(x17041),x17045),x17043),x17046)) % 129.02/129.22 [911]~P27(x9111)+~P29(x9111)+P6(x9111,f2(x9111),f18(x9111,x9112))+~P6(a1,a14,x9112) % 129.02/129.22 [912]~P27(x9121)+~P29(x9121)+P7(x9121,f2(x9121),f18(x9121,x9122))+~P7(a1,a14,x9122) % 129.02/129.22 [913]~P27(x9131)+~P29(x9131)+P6(x9131,f18(x9131,x9132),f2(x9131))+~P6(a1,x9132,a14) % 129.02/129.22 [914]~P27(x9141)+~P29(x9141)+P7(x9141,f18(x9141,x9142),f2(x9141))+~P7(a1,x9142,a14) % 129.02/129.22 [929]~P29(x9292)+~P27(x9292)+~P6(x9292,f18(x9292,x9291),f2(x9292))+P6(a1,x9291,a14) % 129.02/129.22 [930]~P29(x9302)+~P27(x9302)+~P7(x9302,f18(x9302,x9301),f2(x9302))+P7(a1,x9301,a14) % 129.02/129.22 [931]~P29(x9312)+~P27(x9312)+~P6(x9312,f2(x9312),f18(x9312,x9311))+P6(a1,a14,x9311) % 129.02/129.22 [932]~P29(x9322)+~P27(x9322)+~P7(x9322,f2(x9322),f18(x9322,x9321))+P7(a1,a14,x9321) % 129.02/129.22 [682]~P35(x6822)+~P67(x6822)+E(x6821,f2(a39))+E(f30(f30(f22(x6822),f2(x6822)),x6821),f2(x6822)) % 129.02/129.22 [1428]~P29(x14282)+~P27(x14282)+~P6(x14282,f18(x14282,x14281),f3(x14282))+P6(a1,x14281,f13(a1,f13(a1,f3(a1),a14),a14)) % 129.02/129.22 [1429]~P29(x14292)+~P27(x14292)+~P7(x14292,f18(x14292,x14291),f3(x14292))+P7(a1,x14291,f13(a1,f13(a1,f3(a1),a14),a14)) % 129.02/129.22 [1430]~P29(x14302)+~P27(x14302)+~P6(x14302,f3(x14302),f18(x14302,x14301))+P6(a1,f13(a1,f13(a1,f3(a1),a14),a14),x14301) % 129.02/129.22 [1431]~P29(x14312)+~P27(x14312)+~P7(x14312,f3(x14312),f18(x14312,x14311))+P7(a1,f13(a1,f13(a1,f3(a1),a14),a14),x14311) % 129.02/129.22 [1550]~P27(x15501)+~P29(x15501)+P6(x15501,f3(x15501),f18(x15501,x15502))+~P6(a1,f13(a1,f13(a1,f3(a1),a14),a14),x15502) % 129.02/129.22 [1551]~P27(x15511)+~P29(x15511)+P7(x15511,f3(x15511),f18(x15511,x15512))+~P7(a1,f13(a1,f13(a1,f3(a1),a14),a14),x15512) % 129.02/129.22 [1552]~P27(x15521)+~P29(x15521)+P6(x15521,f18(x15521,x15522),f3(x15521))+~P6(a1,x15522,f13(a1,f13(a1,f3(a1),a14),a14)) % 129.02/129.22 [1553]~P27(x15531)+~P29(x15531)+P7(x15531,f18(x15531,x15532),f3(x15531))+~P7(a1,x15532,f13(a1,f13(a1,f3(a1),a14),a14)) % 129.02/129.22 [1729]~P29(x17291)+~P8(x17291)+~P7(x17291,f2(x17291),x17292)+P7(x17291,f2(x17291),f25(x17291,x17292,f18(x17291,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [1735]~P29(x17351)+~P8(x17351)+P7(x17351,f2(x17351),x17352)+~P7(x17351,f2(x17351),f25(x17351,x17352,f18(x17351,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [760]P7(x7603,x7601,x7602)+~P27(x7603)+E(x7601,x7602)+P7(x7603,x7602,x7601) % 129.02/129.22 [766]P7(x7663,x7661,x7662)+~P32(x7663)+E(x7661,x7662)+P7(x7663,x7662,x7661) % 129.02/129.22 [769]P7(x7691,x7692,x7693)+~E(x7692,x7693)+~P32(x7691)+P6(x7691,x7692,x7693) % 129.02/129.22 [815]~P34(x8153)+~P6(x8153,x8152,x8151)+E(x8151,x8152)+P7(x8153,x8152,x8151) % 129.02/129.22 [817]~P32(x8173)+~P6(x8173,x8171,x8172)+E(x8171,x8172)+P7(x8173,x8171,x8172) % 129.02/129.22 [823]~P34(x8233)+~P6(x8233,x8231,x8232)+E(x8231,x8232)+P7(x8233,x8231,x8232) % 129.02/129.22 [910]~P6(x9103,x9102,x9101)+~P6(x9103,x9101,x9102)+E(x9101,x9102)+~P34(x9103) % 129.02/129.22 [933]P7(x9331,x9333,x9332)+~P31(x9331)+~P6(x9331,x9333,x9332)+P6(x9331,x9332,x9333) % 129.02/129.22 [613]~P29(x6133)+~P30(x6133)+E(x6131,x6132)+~E(f18(x6133,x6131),f18(x6133,x6132)) % 129.02/129.22 [661]~E(x6613,x6611)+~P44(x6612)+E(f25(x6612,x6613,x6611),f3(x6612))+E(x6611,f2(x6612)) % 129.02/129.22 [740]~P44(x7403)+E(x7401,x7402)+~E(f25(x7403,x7401,x7402),f3(x7403))+E(x7402,f2(x7403)) % 129.02/129.22 [934]~P27(x9341)+~P29(x9341)+~P6(a1,x9342,x9343)+P6(x9341,f18(x9341,x9342),f18(x9341,x9343)) % 129.02/129.22 [935]~P27(x9351)+~P29(x9351)+~P7(a1,x9352,x9353)+P7(x9351,f18(x9351,x9352),f18(x9351,x9353)) % 129.02/129.22 [976]~P29(x9763)+~P27(x9763)+~P6(x9763,f18(x9763,x9761),f18(x9763,x9762))+P6(a1,x9761,x9762) % 129.02/129.22 [977]~P29(x9773)+~P27(x9773)+~P7(x9773,f18(x9773,x9771),f18(x9773,x9772))+P7(a1,x9771,x9772) % 129.02/129.22 [1122]E(x11221,x11222)+~P6(a39,x11223,x11222)+~P6(a39,x11223,x11221)+~E(f11(a39,x11221,x11223),f11(a39,x11222,x11223)) % 129.02/129.22 [1190]~P8(x11901)+~P6(x11901,x11903,f2(x11901))+~P6(x11901,x11902,f2(x11901))+P6(x11901,f2(x11901),f25(x11901,x11902,x11903)) % 129.02/129.22 [1191]~P9(x11911)+~P6(x11911,x11912,f2(x11911))+~P7(x11911,x11913,f2(x11911))+P6(x11911,f2(x11911),f25(x11911,x11912,x11913)) % 129.02/129.22 [1192]~P8(x11921)+~P7(x11921,x11923,f2(x11921))+~P7(x11921,x11922,f2(x11921))+P7(x11921,f2(x11921),f25(x11921,x11922,x11923)) % 129.02/129.22 [1193]~P9(x11931)+~P7(x11931,x11933,f2(x11931))+~P7(x11931,x11932,f2(x11931))+P7(x11931,f2(x11931),f25(x11931,x11932,x11933)) % 129.02/129.22 [1195]~P8(x11951)+~P6(x11951,f2(x11951),x11953)+~P6(x11951,f2(x11951),x11952)+P6(x11951,f2(x11951),f25(x11951,x11952,x11953)) % 129.02/129.22 [1196]~P9(x11961)+~P6(x11961,f2(x11961),x11962)+~P7(x11961,f2(x11961),x11963)+P6(x11961,f2(x11961),f25(x11961,x11962,x11963)) % 129.02/129.22 [1199]~P23(x11991)+~P7(x11991,f2(x11991),x11993)+~P7(x11991,f2(x11991),x11992)+P7(x11991,f2(x11991),f13(x11991,x11992,x11993)) % 129.02/129.22 [1200]~P8(x12001)+~P7(x12001,f2(x12001),x12003)+~P7(x12001,f2(x12001),x12002)+P7(x12001,f2(x12001),f25(x12001,x12002,x12003)) % 129.02/129.22 [1201]~P9(x12011)+~P7(x12011,f2(x12011),x12013)+~P7(x12011,f2(x12011),x12012)+P7(x12011,f2(x12011),f25(x12011,x12012,x12013)) % 129.02/129.22 [1202]~P23(x12021)+~P6(x12021,x12023,f2(x12021))+~P6(x12021,x12022,f2(x12021))+P6(x12021,f13(x12021,x12022,x12023),f2(x12021)) % 129.02/129.22 [1203]~P23(x12031)+~P6(x12031,x12033,f2(x12031))+~P7(x12031,x12032,f2(x12031))+P7(x12031,f13(x12031,x12032,x12033),f2(x12031)) % 129.02/129.22 [1204]~P23(x12041)+~P6(x12041,x12042,f2(x12041))+~P7(x12041,x12043,f2(x12041))+P7(x12041,f13(x12041,x12042,x12043),f2(x12041)) % 129.02/129.22 [1205]~P23(x12051)+~P7(x12051,x12053,f2(x12051))+~P7(x12051,x12052,f2(x12051))+P7(x12051,f13(x12051,x12052,x12053),f2(x12051)) % 129.02/129.22 [1206]~P8(x12061)+~P6(x12061,x12063,f2(x12061))+~P6(x12061,f2(x12061),x12062)+P6(x12061,f25(x12061,x12062,x12063),f2(x12061)) % 129.02/129.22 [1207]~P8(x12071)+~P6(x12071,x12072,f2(x12071))+~P6(x12071,f2(x12071),x12073)+P6(x12071,f25(x12071,x12072,x12073),f2(x12071)) % 129.02/129.22 [1208]~P9(x12081)+~P6(x12081,x12082,f2(x12081))+~P7(x12081,f2(x12081),x12083)+P6(x12081,f25(x12081,x12082,x12083),f2(x12081)) % 129.02/129.22 [1209]~P9(x12091)+~P7(x12091,x12093,f2(x12091))+~P6(x12091,f2(x12091),x12092)+P6(x12091,f25(x12091,x12092,x12093),f2(x12091)) % 129.02/129.22 [1210]~P8(x12101)+~P7(x12101,x12103,f2(x12101))+~P7(x12101,f2(x12101),x12102)+P7(x12101,f25(x12101,x12102,x12103),f2(x12101)) % 129.02/129.22 [1211]~P8(x12111)+~P7(x12111,x12112,f2(x12111))+~P7(x12111,f2(x12111),x12113)+P7(x12111,f25(x12111,x12112,x12113),f2(x12111)) % 129.02/129.22 [1212]~P9(x12121)+~P7(x12121,x12123,f2(x12121))+~P7(x12121,f2(x12121),x12122)+P7(x12121,f25(x12121,x12122,x12123),f2(x12121)) % 129.02/129.22 [1213]~P9(x12131)+~P7(x12131,x12132,f2(x12131))+~P7(x12131,f2(x12131),x12133)+P7(x12131,f25(x12131,x12132,x12133),f2(x12131)) % 129.02/129.22 [1232]~P8(x12321)+~P6(x12321,f25(x12321,x12323,x12322),f2(x12321))+P6(x12321,x12322,f2(x12321))+P6(x12321,x12323,f2(x12321)) % 129.02/129.22 [1233]~P8(x12331)+~P7(x12331,f25(x12331,x12333,x12332),f2(x12331))+P7(x12331,x12332,f2(x12331))+P7(x12331,x12333,f2(x12331)) % 129.02/129.22 [1234]~P8(x12341)+~P6(x12341,f2(x12341),f25(x12341,x12343,x12342))+P6(x12341,x12342,f2(x12341))+P6(x12341,f2(x12341),x12343) % 129.02/129.22 [1235]~P8(x12351)+~P6(x12351,f2(x12351),f25(x12351,x12352,x12353))+P6(x12351,x12352,f2(x12351))+P6(x12351,f2(x12351),x12353) % 129.02/129.22 [1236]~P8(x12361)+P6(x12361,f2(x12361),x12362)+~P6(x12361,f2(x12361),f25(x12361,x12363,x12362))+P6(x12361,x12362,f2(x12361)) % 129.02/129.22 [1237]~P8(x12371)+P6(x12371,f2(x12371),x12372)+~P6(x12371,f2(x12371),f25(x12371,x12372,x12373))+P6(x12371,x12372,f2(x12371)) % 129.02/129.22 [1238]~P8(x12381)+~P7(x12381,f2(x12381),f25(x12381,x12383,x12382))+P7(x12381,x12382,f2(x12381))+P7(x12381,f2(x12381),x12383) % 129.02/129.22 [1239]~P8(x12391)+~P7(x12391,f2(x12391),f25(x12391,x12392,x12393))+P7(x12391,x12392,f2(x12391))+P7(x12391,f2(x12391),x12393) % 129.02/129.22 [1240]~P8(x12401)+P7(x12401,f2(x12401),x12402)+~P7(x12401,f2(x12401),f25(x12401,x12403,x12402))+P7(x12401,x12402,f2(x12401)) % 129.02/129.22 [1241]~P8(x12411)+P7(x12411,f2(x12411),x12412)+~P7(x12411,f2(x12411),f25(x12411,x12412,x12413))+P7(x12411,x12412,f2(x12411)) % 129.02/129.22 [1242]~P8(x12421)+P6(x12421,f2(x12421),x12422)+~P6(x12421,f25(x12421,x12423,x12422),f2(x12421))+P6(x12421,x12422,f2(x12421)) % 129.02/129.22 [1243]~P8(x12431)+P6(x12431,f2(x12431),x12432)+~P6(x12431,f25(x12431,x12432,x12433),f2(x12431))+P6(x12431,x12432,f2(x12431)) % 129.02/129.22 [1244]~P8(x12441)+P7(x12441,f2(x12441),x12442)+~P7(x12441,f25(x12441,x12443,x12442),f2(x12441))+P7(x12441,x12442,f2(x12441)) % 129.02/129.22 [1245]~P8(x12451)+P7(x12451,f2(x12451),x12452)+~P7(x12451,f25(x12451,x12452,x12453),f2(x12451))+P7(x12451,x12452,f2(x12451)) % 129.02/129.22 [1246]~P8(x12461)+~P6(x12461,f25(x12461,x12462,x12463),f2(x12461))+P6(x12461,f2(x12461),x12462)+P6(x12461,f2(x12461),x12463) % 129.02/129.22 [1247]~P8(x12471)+~P7(x12471,f25(x12471,x12472,x12473),f2(x12471))+P7(x12471,f2(x12471),x12472)+P7(x12471,f2(x12471),x12473) % 129.02/129.22 [1528]~P6(a39,x15283,x15281)+P6(a39,x15281,x15282)+~P6(a39,x15283,x15282)+~P6(a39,f11(a39,x15281,x15283),f11(a39,x15282,x15283)) % 129.02/129.22 [735]~P57(x7352)+E(x7351,f2(x7352))+E(x7353,f2(x7352))+~E(f30(f30(f12(x7352),x7353),x7351),f2(x7352)) % 129.02/129.22 [736]~P66(x7362)+E(x7361,f2(x7362))+E(x7363,f2(x7362))+~E(f30(f30(f12(x7362),x7363),x7361),f2(x7362)) % 129.02/129.22 [1156]~P48(x11561)+~P7(x11561,f3(x11561),x11562)+~P7(a39,f2(a39),x11563)+P7(x11561,f3(x11561),f30(f30(f22(x11561),x11562),x11563)) % 129.02/129.22 [1168]~P49(x11681)+~P6(x11681,x11683,f2(x11681))+~P6(x11681,x11682,f2(x11681))+P6(x11681,f2(x11681),f30(f30(f12(x11681),x11682),x11683)) % 129.02/129.22 [1170]~P61(x11701)+~P6(x11701,x11703,f2(x11701))+~P6(x11701,x11702,f2(x11701))+P6(x11701,f2(x11701),f30(f30(f12(x11701),x11702),x11703)) % 129.02/129.22 [1171]~P49(x11711)+~P7(x11711,x11713,f2(x11711))+~P7(x11711,x11712,f2(x11711))+P7(x11711,f2(x11711),f30(f30(f12(x11711),x11712),x11713)) % 129.02/129.22 [1172]~P49(x11721)+~P6(x11721,f2(x11721),x11723)+~P6(x11721,f2(x11721),x11722)+P6(x11721,f2(x11721),f30(f30(f12(x11721),x11722),x11723)) % 129.02/129.22 [1173]~P60(x11731)+~P6(x11731,f2(x11731),x11733)+~P6(x11731,f2(x11731),x11732)+P6(x11731,f2(x11731),f30(f30(f12(x11731),x11732),x11733)) % 129.02/129.22 [1174]~P61(x11741)+~P6(x11741,f2(x11741),x11743)+~P6(x11741,f2(x11741),x11742)+P6(x11741,f2(x11741),f30(f30(f12(x11741),x11742),x11743)) % 129.02/129.22 [1175]~P48(x11751)+~P7(x11751,f3(x11751),x11753)+~P7(x11751,f3(x11751),x11752)+P7(x11751,f3(x11751),f30(f30(f12(x11751),x11752),x11753)) % 129.02/129.22 [1176]~P55(x11761)+~P7(x11761,f2(x11761),x11763)+~P7(x11761,f2(x11761),x11762)+P7(x11761,f2(x11761),f30(f30(f12(x11761),x11762),x11763)) % 129.02/129.22 [1178]~P49(x11781)+~P6(x11781,x11783,f2(x11781))+~P6(x11781,f2(x11781),x11782)+P6(x11781,f30(f30(f12(x11781),x11782),x11783),f2(x11781)) % 129.02/129.22 [1179]~P49(x11791)+~P6(x11791,x11792,f2(x11791))+~P6(x11791,f2(x11791),x11793)+P6(x11791,f30(f30(f12(x11791),x11792),x11793),f2(x11791)) % 129.02/129.22 [1181]~P60(x11811)+~P6(x11811,x11813,f2(x11811))+~P6(x11811,f2(x11811),x11812)+P6(x11811,f30(f30(f12(x11811),x11812),x11813),f2(x11811)) % 129.02/129.22 [1183]~P60(x11831)+~P6(x11831,x11832,f2(x11831))+~P6(x11831,f2(x11831),x11833)+P6(x11831,f30(f30(f12(x11831),x11832),x11833),f2(x11831)) % 129.02/129.22 [1185]~P55(x11851)+~P7(x11851,x11853,f2(x11851))+~P7(x11851,f2(x11851),x11852)+P7(x11851,f30(f30(f12(x11851),x11852),x11853),f2(x11851)) % 129.02/129.22 [1186]~P55(x11861)+~P7(x11861,x11862,f2(x11861))+~P7(x11861,f2(x11861),x11863)+P7(x11861,f30(f30(f12(x11861),x11862),x11863),f2(x11861)) % 129.02/129.22 [1220]~P49(x12201)+P6(x12201,x12202,f2(x12201))+P6(x12201,x12203,f2(x12201))+~P6(x12201,f30(f30(f12(x12201),x12203),x12202),f2(x12201)) % 129.02/129.22 [1221]~P49(x12211)+P6(x12211,x12212,f2(x12211))+P6(x12211,f2(x12211),x12213)+~P6(x12211,f2(x12211),f30(f30(f12(x12211),x12213),x12212)) % 129.02/129.22 [1222]~P49(x12221)+P6(x12221,x12222,f2(x12221))+P6(x12221,f2(x12221),x12223)+~P6(x12221,f2(x12221),f30(f30(f12(x12221),x12222),x12223)) % 129.02/129.22 [1223]~P49(x12231)+P6(x12231,f2(x12231),x12232)+P6(x12231,x12232,f2(x12231))+~P6(x12231,f2(x12231),f30(f30(f12(x12231),x12233),x12232)) % 129.02/129.22 [1224]~P49(x12241)+P6(x12241,f2(x12241),x12242)+P6(x12241,x12242,f2(x12241))+~P6(x12241,f2(x12241),f30(f30(f12(x12241),x12242),x12243)) % 129.02/129.22 [1225]~P49(x12251)+P6(x12251,f2(x12251),x12252)+P6(x12251,x12252,f2(x12251))+~P6(x12251,f30(f30(f12(x12251),x12253),x12252),f2(x12251)) % 129.02/129.22 [1226]~P49(x12261)+P6(x12261,f2(x12261),x12262)+P6(x12261,x12262,f2(x12261))+~P6(x12261,f30(f30(f12(x12261),x12262),x12263),f2(x12261)) % 129.02/129.22 [1227]~P49(x12271)+P6(x12271,f2(x12271),x12272)+P6(x12271,f2(x12271),x12273)+~P6(x12271,f30(f30(f12(x12271),x12272),x12273),f2(x12271)) % 129.02/129.22 [1275]~P55(x12751)+P7(x12751,f2(x12751),x12752)+~P7(x12751,f2(x12751),x12753)+~P7(x12751,f2(x12751),f30(f30(f12(x12751),x12753),x12752)) % 129.02/129.22 [1276]~P55(x12761)+P7(x12761,f2(x12761),x12762)+~P7(x12761,f2(x12761),x12763)+~P7(x12761,f2(x12761),f30(f30(f12(x12761),x12762),x12763)) % 129.02/129.22 [1505]~P48(x15051)+~P6(x15051,x15052,f3(x15051))+~P6(x15051,f2(x15051),x15052)+P6(x15051,f30(f30(f22(x15051),x15052),f13(a39,x15053,f3(a39))),x15052) % 129.02/129.22 [1509]~P48(x15091)+~P7(x15091,x15092,f3(x15091))+~P7(x15091,f2(x15091),x15092)+P7(x15091,f30(f30(f22(x15091),x15092),f13(a39,x15093,f3(a39))),f3(x15091)) % 129.02/129.22 [1055]~P49(x10551)+~E(x10553,f2(x10551))+~E(x10552,f2(x10551))+E(f13(x10551,f30(f30(f12(x10551),x10552),x10552),f30(f30(f12(x10551),x10553),x10553)),f2(x10551)) % 129.02/129.22 [1302]~P64(x13021)+~P6(x13021,x13022,f2(x13021))+~P6(x13021,x13023,f2(x13021))+E(f30(f30(f12(x13021),f9(x13021,x13022)),f9(x13021,x13023)),f9(x13021,f30(f30(f12(x13021),x13022),x13023))) % 129.02/129.22 [1303]~P64(x13031)+~P6(x13031,x13032,f2(x13031))+~P6(x13031,f2(x13031),x13033)+E(f30(f30(f12(x13031),f9(x13031,x13032)),f9(x13031,x13033)),f9(x13031,f30(f30(f12(x13031),x13032),x13033))) % 129.02/129.22 [1304]~P64(x13041)+~P6(x13041,x13043,f2(x13041))+~P6(x13041,f2(x13041),x13042)+E(f30(f30(f12(x13041),f9(x13041,x13042)),f9(x13041,x13043)),f9(x13041,f30(f30(f12(x13041),x13042),x13043))) % 129.02/129.22 [1305]~P64(x13051)+~P6(x13051,f2(x13051),x13052)+~P6(x13051,f2(x13051),x13053)+E(f30(f30(f12(x13051),f9(x13051,x13052)),f9(x13051,x13053)),f9(x13051,f30(f30(f12(x13051),x13052),x13053))) % 129.02/129.22 [1518]~P49(x15181)+~E(x15183,f2(x15181))+~E(x15182,f2(x15181))+P6(x15181,f13(x15181,f30(f30(f12(x15181),x15182),x15182),f30(f30(f12(x15181),x15183),x15183)),f2(x15181)) % 129.02/129.22 [1542]~P48(x15421)+~P7(x15421,x15422,f3(x15421))+~P7(x15421,f2(x15421),x15422)+P7(x15421,f30(f30(f12(x15421),x15422),f30(f30(f22(x15421),x15422),x15423)),f30(f30(f22(x15421),x15422),x15423)) % 129.02/129.22 [1646]~P49(x16462)+~E(x16461,f2(x16462))+~E(x16463,f2(x16462))+~P7(x16462,f2(x16462),f13(x16462,f30(f30(f12(x16462),x16463),x16463),f30(f30(f12(x16462),x16461),x16461))) % 129.02/129.22 [1747]~P48(x17471)+P6(x17471,x17472,x17473)+~P6(x17471,f2(x17471),x17473)+~P6(x17471,f30(f30(f22(x17471),x17472),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17471),x17473),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.02/129.22 [1740]~P27(x17401)+~E(x17403,f2(x17401))+~E(x17402,f2(x17401))+E(f13(x17401,f30(f30(f22(x17401),x17402),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17401),x17403),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f2(x17401)) % 129.02/129.22 [1755]~P27(x17551)+~E(x17553,f2(x17551))+~E(x17552,f2(x17551))+P6(x17551,f13(x17551,f30(f30(f22(x17551),x17552),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17551),x17553),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f2(x17551)) % 129.02/129.22 [1765]~P27(x17652)+~E(x17651,f2(x17652))+~E(x17653,f2(x17652))+~P7(x17652,f2(x17652),f13(x17652,f30(f30(f22(x17652),x17653),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17652),x17651),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))) % 129.02/129.22 [967]~P34(x9671)+~P6(x9671,x9674,x9673)+P6(x9671,x9672,x9673)+~P6(x9671,x9672,x9674) % 129.02/129.22 [968]~P31(x9681)+~P6(x9681,x9682,x9684)+P6(x9681,x9682,x9683)+~P6(x9681,x9684,x9683) % 129.02/129.22 [969]~P34(x9691)+~P7(x9691,x9694,x9693)+P7(x9691,x9692,x9693)+~P6(x9691,x9692,x9694) % 129.02/129.22 [970]~P34(x9701)+~P7(x9701,x9702,x9704)+P7(x9701,x9702,x9703)+~P6(x9701,x9704,x9703) % 129.02/129.22 [971]~P34(x9711)+~P7(x9711,x9714,x9713)+P7(x9711,x9712,x9713)+~P7(x9711,x9712,x9714) % 129.02/129.22 [972]~P31(x9721)+~P7(x9721,x9722,x9724)+P7(x9721,x9722,x9723)+~P6(x9721,x9724,x9723) % 129.02/129.22 [973]~P31(x9731)+~P7(x9731,x9734,x9733)+P7(x9731,x9732,x9733)+~P6(x9731,x9732,x9734) % 129.02/129.22 [974]~P31(x9741)+~P7(x9741,x9742,x9744)+P7(x9741,x9742,x9743)+~P7(x9741,x9744,x9743) % 129.02/129.22 [670]~P4(x6702)+~E(x6704,f2(x6702))+~E(x6701,f2(x6702))+E(x6701,f25(x6702,x6703,x6704)) % 129.02/129.22 [671]~P4(x6711)+~E(x6713,f2(x6711))+~E(x6714,f2(x6711))+E(f25(x6711,x6712,x6713),x6714) % 129.02/129.22 [741]~P4(x7412)+E(x7411,f2(x7412))+~E(x7411,f25(x7412,x7414,x7413))+~E(x7413,f2(x7412)) % 129.02/129.22 [742]~P4(x7422)+E(x7421,f2(x7422))+~E(f25(x7422,x7424,x7423),x7421)+~E(x7423,f2(x7422)) % 129.02/129.22 [1060]~P33(x10602)+P7(f41(x10601,x10602),x10604,x10603)+~P6(f41(x10601,x10602),x10604,x10603)+P6(f41(x10601,x10602),x10603,x10604) % 129.02/129.22 [1151]~P23(x11511)+~P6(x11511,x11512,x11513)+~P6(x11511,f2(x11511),x11514)+P6(x11511,x11512,f13(x11511,x11513,x11514)) % 129.02/129.22 [1152]~P23(x11521)+~P6(x11521,x11522,x11524)+~P6(x11521,f2(x11521),x11523)+P6(x11521,x11522,f13(x11521,x11523,x11524)) % 129.02/129.22 [1153]~P48(x11531)+~P7(x11531,x11532,x11534)+~P7(x11531,f2(x11531),x11533)+P7(x11531,x11532,f13(x11531,x11533,x11534)) % 129.02/129.22 [1154]~P23(x11541)+~P6(x11541,x11542,x11544)+~P7(x11541,f2(x11541),x11543)+P7(x11541,x11542,f13(x11541,x11543,x11544)) % 129.02/129.22 [1155]~P23(x11551)+~P7(x11551,x11552,x11554)+~P6(x11551,f2(x11551),x11553)+P7(x11551,x11552,f13(x11551,x11553,x11554)) % 129.02/129.22 [1343]~P8(x13431)+~P6(x13431,x13434,x13432)+~P6(x13431,x13433,f2(x13431))+P6(x13431,f25(x13431,x13432,x13433),f25(x13431,x13434,x13433)) % 129.02/129.22 [1344]~P9(x13441)+~P7(x13441,x13444,x13442)+~P7(x13441,x13443,f2(x13441))+P7(x13441,f25(x13441,x13442,x13443),f25(x13441,x13444,x13443)) % 129.02/129.22 [1345]~P8(x13451)+~P6(x13451,x13452,x13454)+~P6(x13451,f2(x13451),x13453)+P6(x13451,f25(x13451,x13452,x13453),f25(x13451,x13454,x13453)) % 129.02/129.22 [1346]~P9(x13461)+~P7(x13461,x13462,x13464)+~P7(x13461,f2(x13461),x13463)+P7(x13461,f25(x13461,x13462,x13463),f25(x13461,x13464,x13463)) % 129.02/129.22 [1334]~P37(x13342)+E(x13341,f2(x13342))+~P6(a38,x13343,f2(a38))+~P6(a38,f21(x13342,x13341),f30(f30(f12(a38),x13343),f21(x13342,x13344))) % 129.02/129.22 [1635]~P27(x16351)+~P7(x16351,x16352,f13(x16351,x16353,x16354))+~P7(x16351,f11(x16351,x16353,x16354),x16352)+P7(x16351,f9(x16351,f11(x16351,x16352,x16353)),x16354) % 129.02/129.22 [842]~P44(x8422)+E(x8421,f2(x8422))+E(x8423,f25(x8422,x8424,x8421))+~E(f30(f30(f12(x8422),x8423),x8421),x8424) % 129.02/129.22 [843]~P4(x8432)+E(x8431,f2(x8432))+E(x8433,f25(x8432,x8434,x8431))+~E(f30(f30(f12(x8432),x8433),x8431),x8434) % 129.02/129.22 [845]~P44(x8452)+E(x8451,f2(x8452))+E(f25(x8452,x8453,x8451),x8454)+~E(x8453,f30(f30(f12(x8452),x8454),x8451)) % 129.02/129.22 [846]~P4(x8462)+E(x8461,f2(x8462))+E(f25(x8462,x8463,x8461),x8464)+~E(x8463,f30(f30(f12(x8462),x8464),x8461)) % 129.02/129.22 [848]~P44(x8482)+~E(f25(x8482,x8483,x8481),x8484)+E(x8481,f2(x8482))+E(x8483,f30(f30(f12(x8482),x8484),x8481)) % 129.02/129.22 [849]~P4(x8492)+~E(f25(x8492,x8493,x8491),x8494)+E(x8491,f2(x8492))+E(x8493,f30(f30(f12(x8492),x8494),x8491)) % 129.02/129.22 [850]~P44(x8502)+~E(x8503,f25(x8502,x8504,x8501))+E(x8501,f2(x8502))+E(f30(f30(f12(x8502),x8503),x8501),x8504) % 129.02/129.22 [851]~P4(x8512)+~E(x8513,f25(x8512,x8514,x8511))+E(x8511,f2(x8512))+E(f30(f30(f12(x8512),x8513),x8511),x8514) % 129.02/129.22 [860]~P4(x8602)+~E(x8601,f2(x8602))+E(x8601,f25(x8602,x8603,x8604))+~E(f30(f30(f12(x8602),x8601),x8604),x8603) % 129.02/129.22 [861]~P4(x8611)+~E(x8614,f2(x8611))+E(f25(x8611,x8612,x8613),x8614)+~E(x8612,f30(f30(f12(x8611),x8614),x8613)) % 129.02/129.22 [1042]~P48(x10423)+E(x10421,x10422)+~P7(x10423,f3(x10423),x10424)+~E(f30(f30(f22(x10423),x10424),x10421),f30(f30(f22(x10423),x10424),x10422)) % 129.02/129.22 [1306]~P48(x13061)+~P6(a39,x13063,x13064)+~P7(x13061,f3(x13061),x13062)+P6(x13061,f30(f30(f22(x13061),x13062),x13063),f30(f30(f22(x13061),x13062),x13064)) % 129.02/129.22 [1307]~P48(x13071)+~P6(a39,x13073,x13074)+~P6(x13071,f3(x13071),x13072)+P6(x13071,f30(f30(f22(x13071),x13072),x13073),f30(f30(f22(x13071),x13072),x13074)) % 129.02/129.22 [1309]~P48(x13091)+~P7(a39,x13093,x13094)+~P7(x13091,f3(x13091),x13092)+P7(x13091,f30(f30(f22(x13091),x13092),x13093),f30(f30(f22(x13091),x13092),x13094)) % 129.02/129.22 [1315]~P49(x13151)+~P6(x13151,x13154,x13153)+~P7(x13151,x13152,f2(x13151))+P6(x13151,f30(f30(f12(x13151),x13152),x13153),f30(f30(f12(x13151),x13152),x13154)) % 129.02/129.22 [1316]~P61(x13161)+~P6(x13161,x13164,x13163)+~P6(x13161,x13162,f2(x13161))+P6(x13161,f30(f30(f12(x13161),x13162),x13163),f30(f30(f12(x13161),x13162),x13164)) % 129.02/129.22 [1317]~P61(x13171)+~P6(x13171,x13174,x13172)+~P6(x13171,x13173,f2(x13171))+P6(x13171,f30(f30(f12(x13171),x13172),x13173),f30(f30(f12(x13171),x13174),x13173)) % 129.02/129.22 [1321]~P49(x13211)+~P7(x13211,x13214,x13212)+~P7(x13211,x13213,f2(x13211))+P7(x13211,f30(f30(f12(x13211),x13212),x13213),f30(f30(f12(x13211),x13214),x13213)) % 129.02/129.22 [1322]~P49(x13221)+~P7(x13221,x13224,x13223)+~P7(x13221,x13222,f2(x13221))+P7(x13221,f30(f30(f12(x13221),x13222),x13223),f30(f30(f12(x13221),x13222),x13224)) % 129.02/129.22 [1323]~P49(x13231)+~P6(x13231,x13233,x13234)+~P7(x13231,f2(x13231),x13232)+P6(x13231,f30(f30(f12(x13231),x13232),x13233),f30(f30(f12(x13231),x13232),x13234)) % 129.02/129.22 [1324]~P63(x13241)+~P6(x13241,x13243,x13244)+~P6(x13241,f2(x13241),x13242)+P6(x13241,f30(f30(f12(x13241),x13242),x13243),f30(f30(f12(x13241),x13242),x13244)) % 129.02/129.22 [1325]~P62(x13251)+~P6(x13251,x13253,x13254)+~P6(x13251,f2(x13251),x13252)+P6(x13251,f30(f30(f12(x13251),x13252),x13253),f30(f30(f12(x13251),x13252),x13254)) % 129.02/129.22 [1326]~P63(x13261)+~P6(x13261,x13262,x13264)+~P6(x13261,f2(x13261),x13263)+P6(x13261,f30(f30(f12(x13261),x13262),x13263),f30(f30(f12(x13261),x13264),x13263)) % 129.02/129.22 [1327]~P48(x13271)+~P6(x13271,x13272,x13274)+~P6(x13271,f2(x13271),x13272)+P6(x13271,f30(f30(f22(x13271),x13272),x13273),f30(f30(f22(x13271),x13274),x13273)) % 129.02/129.22 [1329]~P46(x13291)+~P7(x13291,x13293,x13294)+~P7(x13291,f2(x13291),x13292)+P7(x13291,f30(f30(f12(x13291),x13292),x13293),f30(f30(f12(x13291),x13292),x13294)) % 129.02/129.22 [1330]~P55(x13301)+~P7(x13301,x13303,x13304)+~P7(x13301,f2(x13301),x13302)+P7(x13301,f30(f30(f12(x13301),x13302),x13303),f30(f30(f12(x13301),x13302),x13304)) % 129.02/129.22 [1331]~P49(x13311)+~P7(x13311,x13312,x13314)+~P7(x13311,f2(x13311),x13313)+P7(x13311,f30(f30(f12(x13311),x13312),x13313),f30(f30(f12(x13311),x13314),x13313)) % 129.02/129.22 [1332]~P55(x13321)+~P7(x13321,x13322,x13324)+~P7(x13321,f2(x13321),x13323)+P7(x13321,f30(f30(f12(x13321),x13322),x13323),f30(f30(f12(x13321),x13324),x13323)) % 129.02/129.22 [1333]~P49(x13331)+~P7(x13331,x13333,x13334)+~P7(x13331,f2(x13331),x13332)+P7(x13331,f30(f30(f12(x13331),x13332),x13333),f30(f30(f12(x13331),x13332),x13334)) % 129.02/129.22 [1390]~P9(x13901)+~P7(x13901,x13904,f2(x13901))+P6(x13901,x13902,f25(x13901,x13903,x13904))+~P6(x13901,x13903,f30(f30(f12(x13901),x13902),x13904)) % 129.02/129.22 [1391]~P9(x13911)+~P7(x13911,x13914,f2(x13911))+P7(x13911,x13912,f25(x13911,x13913,x13914))+~P7(x13911,x13913,f30(f30(f12(x13911),x13912),x13914)) % 129.02/129.22 [1392]~P8(x13921)+~P7(x13921,f2(x13921),x13924)+P6(x13921,x13922,f25(x13921,x13923,x13924))+~P6(x13921,f30(f30(f12(x13921),x13922),x13924),x13923) % 129.02/129.22 [1394]~P9(x13941)+~P7(x13941,f2(x13941),x13944)+P6(x13941,x13942,f25(x13941,x13943,x13944))+~P6(x13941,f30(f30(f12(x13941),x13942),x13944),x13943) % 129.02/129.22 [1395]~P8(x13951)+~P7(x13951,f2(x13951),x13954)+P7(x13951,x13952,f25(x13951,x13953,x13954))+~P7(x13951,f30(f30(f12(x13951),x13952),x13954),x13953) % 129.02/129.22 [1397]~P9(x13971)+~P7(x13971,f2(x13971),x13974)+P7(x13971,x13972,f25(x13971,x13973,x13974))+~P7(x13971,f30(f30(f12(x13971),x13972),x13974),x13973) % 129.02/129.22 [1398]~P9(x13981)+~P7(x13981,x13983,f2(x13981))+P6(x13981,f25(x13981,x13982,x13983),x13984)+~P6(x13981,f30(f30(f12(x13981),x13984),x13983),x13982) % 129.02/129.22 [1399]~P9(x13991)+~P7(x13991,x13993,f2(x13991))+P7(x13991,f25(x13991,x13992,x13993),x13994)+~P7(x13991,f30(f30(f12(x13991),x13994),x13993),x13992) % 129.02/129.22 [1400]~P8(x14001)+~P7(x14001,f2(x14001),x14003)+P6(x14001,f25(x14001,x14002,x14003),x14004)+~P6(x14001,x14002,f30(f30(f12(x14001),x14004),x14003)) % 129.02/129.22 [1402]~P9(x14021)+~P7(x14021,f2(x14021),x14023)+P6(x14021,f25(x14021,x14022,x14023),x14024)+~P6(x14021,x14022,f30(f30(f12(x14021),x14024),x14023)) % 129.02/129.22 [1403]~P8(x14031)+~P7(x14031,f2(x14031),x14033)+P7(x14031,f25(x14031,x14032,x14033),x14034)+~P7(x14031,x14032,f30(f30(f12(x14031),x14034),x14033)) % 129.02/129.22 [1405]~P9(x14051)+~P7(x14051,f2(x14051),x14053)+P7(x14051,f25(x14051,x14052,x14053),x14054)+~P7(x14051,x14052,f30(f30(f12(x14051),x14054),x14053)) % 129.02/129.22 [1412]~P9(x14121)+~P7(x14121,x14124,f2(x14121))+~P6(x14121,x14123,f25(x14121,x14122,x14124))+P6(x14121,x14122,f30(f30(f12(x14121),x14123),x14124)) % 129.02/129.22 [1413]~P9(x14131)+~P7(x14131,x14134,f2(x14131))+~P7(x14131,x14133,f25(x14131,x14132,x14134))+P7(x14131,x14132,f30(f30(f12(x14131),x14133),x14134)) % 129.02/129.22 [1414]~P8(x14141)+~P7(x14141,f2(x14141),x14144)+~P6(x14141,f25(x14141,x14142,x14144),x14143)+P6(x14141,x14142,f30(f30(f12(x14141),x14143),x14144)) % 129.02/129.22 [1415]~P9(x14151)+~P7(x14151,f2(x14151),x14154)+~P6(x14151,f25(x14151,x14152,x14154),x14153)+P6(x14151,x14152,f30(f30(f12(x14151),x14153),x14154)) % 129.02/129.22 [1416]~P8(x14161)+~P7(x14161,f2(x14161),x14164)+~P7(x14161,f25(x14161,x14162,x14164),x14163)+P7(x14161,x14162,f30(f30(f12(x14161),x14163),x14164)) % 129.02/129.22 [1417]~P9(x14171)+~P7(x14171,f2(x14171),x14174)+~P7(x14171,f25(x14171,x14172,x14174),x14173)+P7(x14171,x14172,f30(f30(f12(x14171),x14173),x14174)) % 129.02/129.22 [1418]~P9(x14181)+~P7(x14181,x14183,f2(x14181))+~P6(x14181,f25(x14181,x14184,x14183),x14182)+P6(x14181,f30(f30(f12(x14181),x14182),x14183),x14184) % 129.02/129.22 [1419]~P9(x14191)+~P7(x14191,x14193,f2(x14191))+~P7(x14191,f25(x14191,x14194,x14193),x14192)+P7(x14191,f30(f30(f12(x14191),x14192),x14193),x14194) % 129.02/129.22 [1420]~P8(x14201)+~P7(x14201,f2(x14201),x14203)+~P6(x14201,x14202,f25(x14201,x14204,x14203))+P6(x14201,f30(f30(f12(x14201),x14202),x14203),x14204) % 129.02/129.22 [1421]~P9(x14211)+~P7(x14211,f2(x14211),x14213)+~P6(x14211,x14212,f25(x14211,x14214,x14213))+P6(x14211,f30(f30(f12(x14211),x14212),x14213),x14214) % 129.34/129.22 [1422]~P8(x14221)+~P7(x14221,f2(x14221),x14223)+~P7(x14221,x14222,f25(x14221,x14224,x14223))+P7(x14221,f30(f30(f12(x14221),x14222),x14223),x14224) % 129.34/129.22 [1423]~P9(x14231)+~P7(x14231,f2(x14231),x14233)+~P7(x14231,x14232,f25(x14231,x14234,x14233))+P7(x14231,f30(f30(f12(x14231),x14232),x14233),x14234) % 129.34/129.22 [1435]P7(x14351,x14353,x14352)+~P49(x14351)+P7(x14351,x14352,x14353)+~P7(x14351,f30(f30(f12(x14351),x14354),x14352),f30(f30(f12(x14351),x14354),x14353)) % 129.34/129.22 [1436]P7(x14361,x14363,x14362)+~P49(x14361)+P7(x14361,x14362,x14363)+~P7(x14361,f30(f30(f12(x14361),x14362),x14364),f30(f30(f12(x14361),x14363),x14364)) % 129.34/129.22 [1440]~P49(x14401)+P7(x14401,x14402,x14403)+P7(x14401,x14404,f2(x14401))+~P7(x14401,f30(f30(f12(x14401),x14402),x14404),f30(f30(f12(x14401),x14403),x14404)) % 129.34/129.22 [1441]~P49(x14411)+P7(x14411,x14412,x14413)+P7(x14411,x14414,f2(x14411))+~P7(x14411,f30(f30(f12(x14411),x14414),x14412),f30(f30(f12(x14411),x14414),x14413)) % 129.34/129.22 [1442]~P49(x14421)+P7(x14421,x14422,x14423)+P7(x14421,f2(x14421),x14424)+~P7(x14421,f30(f30(f12(x14421),x14424),x14423),f30(f30(f12(x14421),x14424),x14422)) % 129.34/129.22 [1443]~P49(x14431)+P7(x14431,x14432,x14433)+P7(x14431,f2(x14431),x14434)+~P7(x14431,f30(f30(f12(x14431),x14433),x14434),f30(f30(f12(x14431),x14432),x14434)) % 129.34/129.22 [1455]~P49(x14551)+P7(x14551,f2(x14551),x14552)+P7(x14551,x14552,f2(x14551))+~P7(x14551,f30(f30(f12(x14551),x14553),x14552),f30(f30(f12(x14551),x14554),x14552)) % 129.34/129.22 [1456]~P49(x14561)+P7(x14561,f2(x14561),x14562)+P7(x14561,x14562,f2(x14561))+~P7(x14561,f30(f30(f12(x14561),x14562),x14563),f30(f30(f12(x14561),x14562),x14564)) % 129.34/129.22 [1470]~P48(x14703)+P6(a39,x14701,x14702)+~P7(x14703,f3(x14703),x14704)+~P6(x14703,f30(f30(f22(x14703),x14704),x14701),f30(f30(f22(x14703),x14704),x14702)) % 129.34/129.22 [1472]~P48(x14723)+P7(a39,x14721,x14722)+~P7(x14723,f3(x14723),x14724)+~P7(x14723,f30(f30(f22(x14723),x14724),x14721),f30(f30(f22(x14723),x14724),x14722)) % 129.34/129.22 [1477]~P49(x14771)+P6(x14771,x14772,x14773)+~P7(x14771,x14774,f2(x14771))+~P6(x14771,f30(f30(f12(x14771),x14774),x14773),f30(f30(f12(x14771),x14774),x14772)) % 129.34/129.22 [1478]~P49(x14781)+P7(x14781,x14782,x14783)+~P7(x14781,x14784,f2(x14781))+~P7(x14781,f30(f30(f12(x14781),x14784),x14783),f30(f30(f12(x14781),x14784),x14782)) % 129.34/129.22 [1479]~P49(x14791)+P6(x14791,x14792,x14793)+~P7(x14791,f2(x14791),x14794)+~P6(x14791,f30(f30(f12(x14791),x14794),x14792),f30(f30(f12(x14791),x14794),x14793)) % 129.34/129.22 [1480]~P55(x14801)+P6(x14801,x14802,x14803)+~P7(x14801,f2(x14801),x14804)+~P6(x14801,f30(f30(f12(x14801),x14804),x14802),f30(f30(f12(x14801),x14804),x14803)) % 129.34/129.22 [1481]~P55(x14811)+P6(x14811,x14812,x14813)+~P7(x14811,f2(x14811),x14814)+~P6(x14811,f30(f30(f12(x14811),x14812),x14814),f30(f30(f12(x14811),x14813),x14814)) % 129.34/129.22 [1482]~P49(x14821)+P7(x14821,x14822,x14823)+~P7(x14821,f2(x14821),x14824)+~P7(x14821,f30(f30(f12(x14821),x14824),x14822),f30(f30(f12(x14821),x14824),x14823)) % 129.34/129.22 [1483]~P55(x14831)+P7(x14831,x14832,x14833)+~P6(x14831,f2(x14831),x14834)+~P7(x14831,f30(f30(f12(x14831),x14834),x14832),f30(f30(f12(x14831),x14834),x14833)) % 129.34/129.22 [1484]~P54(x14841)+P7(x14841,x14842,x14843)+~P6(x14841,f2(x14841),x14844)+~P7(x14841,f30(f30(f12(x14841),x14844),x14842),f30(f30(f12(x14841),x14844),x14843)) % 129.34/129.22 [1485]~P48(x14851)+P7(x14851,x14852,x14853)+~P6(x14851,f2(x14851),x14853)+~P7(x14851,f30(f30(f22(x14851),x14852),x14854),f30(f30(f22(x14851),x14853),x14854)) % 129.34/129.22 [1486]~P55(x14861)+P7(x14861,x14862,x14863)+~P6(x14861,f2(x14861),x14864)+~P7(x14861,f30(f30(f12(x14861),x14862),x14864),f30(f30(f12(x14861),x14863),x14864)) % 129.34/129.22 [1487]~P54(x14871)+P7(x14871,x14872,x14873)+~P6(x14871,f2(x14871),x14874)+~P7(x14871,f30(f30(f12(x14871),x14872),x14874),f30(f30(f12(x14871),x14873),x14874)) % 129.34/129.22 [1684]~P48(x16841)+P6(x16841,x16842,x16843)+~P6(x16841,f2(x16841),x16843)+~P6(x16841,f30(f30(f22(x16841),x16842),f13(a39,x16844,f3(a39))),f30(f30(f22(x16841),x16843),f13(a39,x16844,f3(a39)))) % 129.34/129.22 [1389]~P5(x13892)+~P6(a39,x13894,x13893)+E(x13891,f2(x13892))+E(f25(x13892,f30(f30(f22(x13892),x13891),x13893),f30(f30(f22(x13892),x13891),x13894)),f30(f30(f22(x13892),x13891),f11(a39,x13893,x13894))) % 129.34/129.22 [922]~P3(x9225)+E(x9221,x9222)+~E(x9223,x9224)+~E(f11(x9225,x9223,x9224),f11(x9225,x9221,x9222)) % 129.34/129.22 [1096]~P20(x10961)+~P6(x10961,x10964,x10965)+P6(x10961,x10962,x10963)+~E(f11(x10961,x10964,x10965),f11(x10961,x10962,x10963)) % 129.34/129.22 [1098]~P20(x10981)+~P7(x10981,x10984,x10985)+P7(x10981,x10982,x10983)+~E(f11(x10981,x10984,x10985),f11(x10981,x10982,x10983)) % 129.34/129.22 [1310]~P25(x13101)+~P6(x13101,x13103,x13105)+~P6(x13101,x13102,x13104)+P6(x13101,f13(x13101,x13102,x13103),f13(x13101,x13104,x13105)) % 129.34/129.22 [1311]~P26(x13111)+~P6(x13111,x13113,x13115)+~P7(x13111,x13112,x13114)+P7(x13111,f13(x13111,x13112,x13113),f13(x13111,x13114,x13115)) % 129.34/129.22 [1312]~P26(x13121)+~P6(x13121,x13122,x13124)+~P7(x13121,x13123,x13125)+P7(x13121,f13(x13121,x13122,x13123),f13(x13121,x13124,x13125)) % 129.34/129.22 [1313]~P26(x13131)+~P7(x13131,x13133,x13135)+~P7(x13131,x13132,x13134)+P7(x13131,f13(x13131,x13132,x13133),f13(x13131,x13134,x13135)) % 129.34/129.22 [1540]~P37(x15401)+~P7(a38,f21(x15401,x15403),x15405)+~P7(a38,f21(x15401,x15402),x15404)+P7(a38,f21(x15401,f13(x15401,x15402,x15403)),f13(a38,x15404,x15405)) % 129.34/129.22 [1549]~P27(x15491)+~P7(x15491,f9(x15491,x15492),x15494)+~P7(x15491,f9(x15491,x15493),x15495)+P7(x15491,f30(f30(f12(x15491),f9(x15491,x15492)),f9(x15491,x15493)),f30(f30(f12(x15491),x15494),x15495)) % 129.34/129.22 [1521]~P39(x15211)+~P7(a38,f21(x15211,x15213),x15215)+~P7(a38,f21(x15211,x15212),x15214)+P7(a38,f21(x15211,f30(f30(f12(x15211),x15212),x15213)),f30(f30(f12(a38),x15214),x15215)) % 129.34/129.22 [1637]~P68(x16375)+E(x16371,x16372)+E(x16373,x16374)+~E(f13(x16375,f30(f30(f12(x16375),x16373),x16371),f30(f30(f12(x16375),x16374),x16372)),f13(x16375,f30(f30(f12(x16375),x16373),x16372),f30(f30(f12(x16375),x16374),x16371))) % 129.34/129.22 [1647]~P5(x16472)+E(x16471,f2(x16472))+E(x16473,f2(x16472))+E(f25(x16472,f13(x16472,f30(f30(f12(x16472),x16474),x16471),f30(f30(f12(x16472),x16475),x16473)),f30(f30(f12(x16472),x16473),x16471)),f13(x16472,f25(x16472,x16474,x16473),f25(x16472,x16475,x16471))) % 129.34/129.22 [1648]~P5(x16482)+E(x16481,f2(x16482))+E(x16483,f2(x16482))+E(f25(x16482,f11(x16482,f30(f30(f12(x16482),x16484),x16481),f30(f30(f12(x16482),x16485),x16483)),f30(f30(f12(x16482),x16483),x16481)),f11(x16482,f25(x16482,x16484,x16483),f25(x16482,x16485,x16481))) % 129.34/129.22 [1066]~P23(x10662)+~P6(x10662,f2(x10662),x10663)+~P6(x10662,f2(x10662),x10661)+~E(f13(x10662,x10663,x10661),f2(x10662))+E(x10661,f2(x10662)) % 129.34/129.22 [1067]~P23(x10672)+~P6(x10672,f2(x10672),x10673)+~P6(x10672,f2(x10672),x10671)+~E(f13(x10672,x10671,x10673),f2(x10672))+E(x10671,f2(x10672)) % 129.34/129.22 [1335]~P27(x13351)+~P6(x13351,x13352,f3(x13351))+~P6(x13351,f2(x13351),x13352)+~P6(x13351,f2(x13351),x13353)+P6(x13351,f30(f30(f12(x13351),x13352),x13353),x13353) % 129.34/129.22 [1336]~P27(x13361)+~P6(x13361,x13363,f3(x13361))+~P6(x13361,f2(x13361),x13363)+~P6(x13361,f2(x13361),x13362)+P6(x13361,f30(f30(f12(x13361),x13362),x13363),x13362) % 129.34/129.22 [1736]~P48(x17363)+E(x17361,x17362)+~P6(x17363,f2(x17363),x17362)+~P6(x17363,f2(x17363),x17361)+~E(f30(f30(f22(x17363),x17361),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(x17363),x17362),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))) % 129.34/129.22 [1228]~P8(x12281)+P7(x12281,f2(x12281),x12282)+~P6(x12281,x12283,f2(x12281))+P7(x12281,x12282,f2(x12281))+P6(x12281,x12283,f25(x12281,x12284,x12282)) % 129.34/129.22 [1229]~P8(x12291)+P7(x12291,f2(x12291),x12292)+~P7(x12291,x12293,f2(x12291))+P7(x12291,x12292,f2(x12291))+P7(x12291,x12293,f25(x12291,x12294,x12292)) % 129.34/129.22 [1230]~P8(x12301)+P7(x12301,f2(x12301),x12302)+~P6(x12301,f2(x12301),x12304)+P7(x12301,x12302,f2(x12301))+P6(x12301,f25(x12301,x12303,x12302),x12304) % 129.34/129.22 [1231]~P8(x12311)+P7(x12311,f2(x12311),x12312)+~P7(x12311,f2(x12311),x12314)+P7(x12311,x12312,f2(x12311))+P7(x12311,f25(x12311,x12313,x12312),x12314) % 129.34/129.22 [1298]~P8(x12981)+P7(x12981,f2(x12981),x12983)+P6(x12981,x12982,f2(x12981))+~P6(x12981,x12982,f25(x12981,x12984,x12983))+P7(x12981,x12983,f2(x12981)) % 129.34/129.22 [1299]~P8(x12991)+P7(x12991,f2(x12991),x12993)+P7(x12991,x12992,f2(x12991))+~P7(x12991,x12992,f25(x12991,x12994,x12993))+P7(x12991,x12993,f2(x12991)) % 129.34/129.22 [1300]~P8(x13001)+P7(x13001,f2(x13001),x13002)+P7(x13001,x13002,f2(x13001))+~P6(x13001,f25(x13001,x13004,x13002),x13003)+P6(x13001,f2(x13001),x13003) % 129.34/129.22 [1301]~P8(x13011)+P7(x13011,f2(x13011),x13012)+P7(x13011,x13012,f2(x13011))+~P7(x13011,f25(x13011,x13014,x13012),x13013)+P7(x13011,f2(x13011),x13013) % 129.34/129.22 [1458]~P48(x14581)+~P7(x14581,x14582,x14584)+~P6(x14581,f2(x14581),x14582)+~P7(a39,f2(a39),x14583)+P7(x14581,f30(f30(f22(x14581),x14582),x14583),f30(f30(f22(x14581),x14584),x14583)) % 129.34/129.22 [1465]~P48(x14651)+~P6(a39,x14654,x14653)+~P6(x14651,x14652,f3(x14651))+~P6(x14651,f2(x14651),x14652)+P6(x14651,f30(f30(f22(x14651),x14652),x14653),f30(f30(f22(x14651),x14652),x14654)) % 129.34/129.22 [1466]~P48(x14661)+~P7(a39,x14664,x14663)+~P7(x14661,x14662,f3(x14661))+~P7(x14661,f2(x14661),x14662)+P7(x14661,f30(f30(f22(x14661),x14662),x14663),f30(f30(f22(x14661),x14662),x14664)) % 129.34/129.22 [1489]~P8(x14891)+~P6(x14891,x14893,f2(x14891))+P7(x14891,x14892,f2(x14891))+P6(x14891,x14893,f25(x14891,x14894,x14892))+~P6(x14891,f30(f30(f12(x14891),x14893),x14892),x14894) % 129.34/129.22 [1490]~P8(x14901)+~P7(x14901,x14903,f2(x14901))+P7(x14901,x14902,f2(x14901))+P7(x14901,x14903,f25(x14901,x14904,x14902))+~P7(x14901,f30(f30(f12(x14901),x14903),x14902),x14904) % 129.34/129.22 [1491]~P8(x14911)+~P6(x14911,f2(x14911),x14914)+P7(x14911,x14912,f2(x14911))+P6(x14911,f25(x14911,x14913,x14912),x14914)+~P6(x14911,x14913,f30(f30(f12(x14911),x14914),x14912)) % 129.34/129.22 [1492]~P8(x14921)+~P7(x14921,f2(x14921),x14924)+P7(x14921,x14922,f2(x14921))+P7(x14921,f25(x14921,x14923,x14922),x14924)+~P7(x14921,x14923,f30(f30(f12(x14921),x14924),x14922)) % 129.34/129.22 [1493]~P8(x14931)+~P6(x14931,x14933,f2(x14931))+P7(x14931,f2(x14931),x14932)+P6(x14931,x14933,f25(x14931,x14934,x14932))+~P6(x14931,x14934,f30(f30(f12(x14931),x14933),x14932)) % 129.34/129.22 [1494]~P8(x14941)+~P7(x14941,x14943,f2(x14941))+P7(x14941,f2(x14941),x14942)+P7(x14941,x14943,f25(x14941,x14944,x14942))+~P7(x14941,x14944,f30(f30(f12(x14941),x14943),x14942)) % 129.34/129.22 [1495]~P8(x14951)+~P7(x14951,x14952,f2(x14951))+P7(x14951,f2(x14951),x14952)+P6(x14951,x14953,f25(x14951,x14954,x14952))+~P6(x14951,x14954,f30(f30(f12(x14951),x14953),x14952)) % 129.34/129.22 [1496]~P8(x14961)+~P7(x14961,x14962,f2(x14961))+P7(x14961,f2(x14961),x14962)+P7(x14961,x14963,f25(x14961,x14964,x14962))+~P7(x14961,x14964,f30(f30(f12(x14961),x14963),x14962)) % 129.34/129.22 [1497]~P8(x14971)+~P7(x14971,x14972,f2(x14971))+P7(x14971,f2(x14971),x14972)+P6(x14971,f25(x14971,x14973,x14972),x14974)+~P6(x14971,f30(f30(f12(x14971),x14974),x14972),x14973) % 129.34/129.22 [1498]~P8(x14981)+~P7(x14981,x14982,f2(x14981))+P7(x14981,f2(x14981),x14982)+P7(x14981,f25(x14981,x14983,x14982),x14984)+~P7(x14981,f30(f30(f12(x14981),x14984),x14982),x14983) % 129.34/129.22 [1499]~P8(x14991)+~P6(x14991,f2(x14991),x14994)+P7(x14991,f2(x14991),x14992)+P6(x14991,f25(x14991,x14993,x14992),x14994)+~P6(x14991,f30(f30(f12(x14991),x14994),x14992),x14993) % 129.34/129.22 [1500]~P8(x15001)+~P7(x15001,f2(x15001),x15004)+P7(x15001,f2(x15001),x15002)+P7(x15001,f25(x15001,x15003,x15002),x15004)+~P7(x15001,f30(f30(f12(x15001),x15004),x15002),x15003) % 129.34/129.22 [1501]~P8(x15011)+~P7(x15011,x15012,f2(x15011))+~P6(x15011,x15014,f25(x15011,x15013,x15012))+P7(x15011,f2(x15011),x15012)+P6(x15011,x15013,f30(f30(f12(x15011),x15014),x15012)) % 129.34/129.22 [1502]~P8(x15021)+~P7(x15021,x15022,f2(x15021))+~P7(x15021,x15024,f25(x15021,x15023,x15022))+P7(x15021,f2(x15021),x15022)+P7(x15021,x15023,f30(f30(f12(x15021),x15024),x15022)) % 129.34/129.22 [1503]~P8(x15031)+~P7(x15031,x15032,f2(x15031))+~P6(x15031,f25(x15031,x15034,x15032),x15033)+P7(x15031,f2(x15031),x15032)+P6(x15031,f30(f30(f12(x15031),x15033),x15032),x15034) % 129.34/129.22 [1504]~P8(x15041)+~P7(x15041,x15042,f2(x15041))+~P7(x15041,f25(x15041,x15044,x15042),x15043)+P7(x15041,f2(x15041),x15042)+P7(x15041,f30(f30(f12(x15041),x15043),x15042),x15044) % 129.34/129.22 [1569]~P48(x15693)+E(x15691,x15692)+~P6(x15693,f2(x15693),x15692)+~P6(x15693,f2(x15693),x15691)+~E(f30(f30(f22(x15693),x15691),f13(a39,x15694,f3(a39))),f30(f30(f22(x15693),x15692),f13(a39,x15694,f3(a39)))) % 129.34/129.22 [1570]~P8(x15701)+~P6(x15701,x15703,x15704)+~P6(x15701,x15702,f2(x15701))+P6(x15701,f25(x15701,x15702,x15703),f25(x15701,x15702,x15704))+~P7(x15701,f2(x15701),f30(f30(f12(x15701),x15703),x15704)) % 129.34/129.22 [1571]~P9(x15711)+~P7(x15711,x15713,x15714)+~P7(x15711,x15712,f2(x15711))+P7(x15711,f25(x15711,x15712,x15713),f25(x15711,x15712,x15714))+~P7(x15711,f2(x15711),f30(f30(f12(x15711),x15713),x15714)) % 129.34/129.22 [1572]~P9(x15721)+~P6(x15721,x15724,x15723)+~P6(x15721,f2(x15721),x15722)+P6(x15721,f25(x15721,x15722,x15723),f25(x15721,x15722,x15724))+~P7(x15721,f2(x15721),f30(f30(f12(x15721),x15723),x15724)) % 129.34/129.22 [1573]~P9(x15731)+~P7(x15731,x15734,x15733)+~P7(x15731,f2(x15731),x15732)+P7(x15731,f25(x15731,x15732,x15733),f25(x15731,x15732,x15734))+~P7(x15731,f2(x15731),f30(f30(f12(x15731),x15733),x15734)) % 129.34/129.22 [1597]~P8(x15971)+~P7(x15971,x15974,f2(x15971))+P6(x15971,x15972,f25(x15971,x15973,x15974))+~P6(x15971,x15973,f30(f30(f12(x15971),x15972),x15974))+~P6(x15971,f30(f30(f12(x15971),x15972),x15974),x15973) % 129.34/129.22 [1598]~P8(x15981)+~P6(x15981,x15982,f2(x15981))+P6(x15981,x15982,f25(x15981,x15983,x15984))+~P6(x15981,x15983,f30(f30(f12(x15981),x15982),x15984))+~P6(x15981,f30(f30(f12(x15981),x15982),x15984),x15983) % 129.34/129.22 [1599]~P8(x15991)+~P7(x15991,x15994,f2(x15991))+P7(x15991,x15992,f25(x15991,x15993,x15994))+~P7(x15991,x15993,f30(f30(f12(x15991),x15992),x15994))+~P7(x15991,f30(f30(f12(x15991),x15992),x15994),x15993) % 129.34/129.22 [1600]~P8(x16001)+~P7(x16001,x16002,f2(x16001))+P7(x16001,x16002,f25(x16001,x16003,x16004))+~P7(x16001,x16003,f30(f30(f12(x16001),x16002),x16004))+~P7(x16001,f30(f30(f12(x16001),x16002),x16004),x16003) % 129.34/129.22 [1601]~P8(x16011)+~P7(x16011,x16013,f2(x16011))+P6(x16011,f25(x16011,x16012,x16013),x16014)+~P6(x16011,x16012,f30(f30(f12(x16011),x16014),x16013))+~P6(x16011,f30(f30(f12(x16011),x16014),x16013),x16012) % 129.34/129.22 [1602]~P8(x16021)+~P7(x16021,x16023,f2(x16021))+P7(x16021,f25(x16021,x16022,x16023),x16024)+~P7(x16021,x16022,f30(f30(f12(x16021),x16024),x16023))+~P7(x16021,f30(f30(f12(x16021),x16024),x16023),x16022) % 129.34/129.22 [1603]~P8(x16031)+~P6(x16031,f2(x16031),x16034)+P6(x16031,f25(x16031,x16032,x16033),x16034)+~P6(x16031,x16032,f30(f30(f12(x16031),x16034),x16033))+~P6(x16031,f30(f30(f12(x16031),x16034),x16033),x16032) % 129.34/129.22 [1604]~P8(x16041)+~P7(x16041,f2(x16041),x16044)+P7(x16041,f25(x16041,x16042,x16043),x16044)+~P7(x16041,x16042,f30(f30(f12(x16041),x16044),x16043))+~P7(x16041,f30(f30(f12(x16041),x16044),x16043),x16042) % 129.34/129.22 [1056]~P5(x10562)+E(f25(x10562,x10564,x10561),f25(x10562,x10565,x10563))+E(x10561,f2(x10562))+E(x10563,f2(x10562))+~E(f30(f30(f12(x10562),x10564),x10563),f30(f30(f12(x10562),x10565),x10561)) % 129.34/129.22 [1058]~P5(x10582)+~E(f25(x10582,x10584,x10583),f25(x10582,x10585,x10581))+E(x10581,f2(x10582))+E(x10583,f2(x10582))+E(f30(f30(f12(x10582),x10584),x10581),f30(f30(f12(x10582),x10585),x10583)) % 129.34/129.22 [1388]~P68(x13884)+E(x13881,x13882)+~E(x13885,x13886)+E(x13883,f2(x13884))+~E(f13(x13884,x13885,f30(f30(f12(x13884),x13883),x13881)),f13(x13884,x13886,f30(f30(f12(x13884),x13883),x13882))) % 129.34/129.22 [1050]~P23(x10501)+~P6(x10501,f2(x10501),x10503)+~P6(x10501,f2(x10501),x10502)+~E(x10503,f2(x10501))+~E(x10502,f2(x10501))+E(f13(x10501,x10502,x10503),f2(x10501)) % 129.34/129.22 [771]~P35(x7712)+~P52(x7712)+~P57(x7712)+~P69(x7712)+E(x7711,f2(x7712))+~E(f30(f30(f22(x7712),x7711),x7713),f2(x7712)) % 129.34/129.22 [772]~P35(x7722)+~P52(x7722)+~P57(x7722)+~P69(x7722)+~E(x7721,f2(a39))+~E(f30(f30(f22(x7722),x7723),x7721),f2(x7722)) % 129.34/129.22 [1767]~P6(a38,f2(a38),x17672)+~P6(a38,f2(a38),x17671)+~P7(a38,f2(a38),x17673)+~P7(a38,x17671,f25(a38,x17673,f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))+~P7(a38,x17672,f25(a38,x17673,f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))+P7(a38,f17(f13(a38,f30(f30(f22(a38),x17671),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),x17672),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),x17673) % 129.34/129.22 [1533]~P9(x15331)+~P6(x15331,x15335,x15333)+~P6(x15331,x15332,x15334)+~P6(x15331,f2(x15331),x15332)+~P7(x15331,f2(x15331),x15335)+P6(x15331,f25(x15331,x15332,x15333),f25(x15331,x15334,x15335)) % 129.34/129.22 [1534]~P9(x15341)+~P6(x15341,x15345,x15343)+~P7(x15341,x15342,x15344)+~P6(x15341,f2(x15341),x15342)+~P7(x15341,f2(x15341),x15345)+P7(x15341,f25(x15341,x15342,x15343),f25(x15341,x15344,x15345)) % 129.34/129.22 [1535]~P9(x15351)+~P6(x15351,x15352,x15354)+~P7(x15351,x15355,x15353)+~P7(x15351,f2(x15351),x15355)+~P7(x15351,f2(x15351),x15352)+P7(x15351,f25(x15351,x15352,x15353),f25(x15351,x15354,x15355)) % 129.34/129.23 [1522]~P63(x15221)+~P6(x15221,x15223,x15225)+~P6(x15221,x15222,x15224)+~P6(x15221,f2(x15221),x15223)+~P6(x15221,f2(x15221),x15224)+P6(x15221,f30(f30(f12(x15221),x15222),x15223),f30(f30(f12(x15221),x15224),x15225)) % 129.34/129.23 [1523]~P63(x15231)+~P6(x15231,x15233,x15235)+~P6(x15231,x15232,x15234)+~P6(x15231,f2(x15231),x15233)+~P6(x15231,f2(x15231),x15232)+P6(x15231,f30(f30(f12(x15231),x15232),x15233),f30(f30(f12(x15231),x15234),x15235)) % 129.34/129.23 [1524]~P55(x15241)+~P6(x15241,x15243,x15245)+~P7(x15241,x15242,x15244)+~P6(x15241,f2(x15241),x15242)+~P7(x15241,f2(x15241),x15243)+P7(x15241,f30(f30(f12(x15241),x15242),x15243),f30(f30(f12(x15241),x15244),x15245)) % 129.34/129.23 [1525]~P55(x15251)+~P6(x15251,x15252,x15254)+~P7(x15251,x15253,x15255)+~P6(x15251,f2(x15251),x15253)+~P7(x15251,f2(x15251),x15252)+P7(x15251,f30(f30(f12(x15251),x15252),x15253),f30(f30(f12(x15251),x15254),x15255)) % 129.34/129.23 [1526]~P55(x15261)+~P7(x15261,x15263,x15265)+~P7(x15261,x15262,x15264)+~P6(x15261,f2(x15261),x15263)+~P6(x15261,f2(x15261),x15262)+P7(x15261,f30(f30(f12(x15261),x15262),x15263),f30(f30(f12(x15261),x15264),x15265)) % 129.34/129.23 [1527]~P55(x15271)+~P7(x15271,x15273,x15275)+~P7(x15271,x15272,x15274)+~P6(x15271,f2(x15271),x15273)+~P7(x15271,f2(x15271),x15274)+P7(x15271,f30(f30(f12(x15271),x15272),x15273),f30(f30(f12(x15271),x15274),x15275)) % 129.34/129.23 [719]~P35(x7192)+~P52(x7192)+~P57(x7192)+~P69(x7192)+~E(x7193,f2(x7192))+E(x7191,f2(a39))+E(f30(f30(f22(x7192),x7193),x7191),f2(x7192)) % 129.34/129.23 [1657]~P53(x16571)+~P6(x16571,x16575,x16576)+~P6(x16571,x16573,x16576)+~P6(x16571,f2(x16571),x16574)+~P6(x16571,f2(x16571),x16572)+~E(f13(x16571,x16572,x16574),f3(x16571))+P6(x16571,f13(x16571,f30(f30(f12(x16571),x16572),x16573),f30(f30(f12(x16571),x16574),x16575)),x16576) % 129.34/129.23 [1658]~P56(x16581)+~P7(x16581,x16585,x16586)+~P7(x16581,x16583,x16586)+~P6(x16581,f2(x16581),x16584)+~P6(x16581,f2(x16581),x16582)+~E(f13(x16581,x16582,x16584),f3(x16581))+P7(x16581,f13(x16581,f30(f30(f12(x16581),x16582),x16583),f30(f30(f12(x16581),x16584),x16585)),x16586) % 129.34/129.23 %EqnAxiom % 129.34/129.23 [1]E(x11,x11) % 129.34/129.23 [2]E(x22,x21)+~E(x21,x22) % 129.34/129.23 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33) % 129.34/129.23 [4]~E(x41,x42)+E(f2(x41),f2(x42)) % 129.34/129.23 [5]~E(x51,x52)+E(f3(x51),f3(x52)) % 129.34/129.23 [6]~E(x61,x62)+E(f17(x61),f17(x62)) % 129.34/129.23 [7]~E(x71,x72)+E(f30(x71,x73),f30(x72,x73)) % 129.34/129.23 [8]~E(x81,x82)+E(f30(x83,x81),f30(x83,x82)) % 129.34/129.23 [9]~E(x91,x92)+E(f25(x91,x93,x94),f25(x92,x93,x94)) % 129.34/129.23 [10]~E(x101,x102)+E(f25(x103,x101,x104),f25(x103,x102,x104)) % 129.34/129.23 [11]~E(x111,x112)+E(f25(x113,x114,x111),f25(x113,x114,x112)) % 129.34/129.23 [12]~E(x121,x122)+E(f13(x121,x123,x124),f13(x122,x123,x124)) % 129.34/129.23 [13]~E(x131,x132)+E(f13(x133,x131,x134),f13(x133,x132,x134)) % 129.34/129.23 [14]~E(x141,x142)+E(f13(x143,x144,x141),f13(x143,x144,x142)) % 129.34/129.23 [15]~E(x151,x152)+E(f18(x151,x153),f18(x152,x153)) % 129.34/129.23 [16]~E(x161,x162)+E(f18(x163,x161),f18(x163,x162)) % 129.34/129.23 [17]~E(x171,x172)+E(f12(x171),f12(x172)) % 129.34/129.23 [18]~E(x181,x182)+E(f20(x181),f20(x182)) % 129.34/129.23 [19]~E(x191,x192)+E(f22(x191),f22(x192)) % 129.34/129.23 [20]~E(x201,x202)+E(f4(x201,x203),f4(x202,x203)) % 129.34/129.23 [21]~E(x211,x212)+E(f4(x213,x211),f4(x213,x212)) % 129.34/129.23 [22]~E(x221,x222)+E(f9(x221,x223),f9(x222,x223)) % 129.34/129.23 [23]~E(x231,x232)+E(f9(x233,x231),f9(x233,x232)) % 129.34/129.23 [24]~E(x241,x242)+E(f11(x241,x243,x244),f11(x242,x243,x244)) % 129.34/129.23 [25]~E(x251,x252)+E(f11(x253,x251,x254),f11(x253,x252,x254)) % 129.34/129.23 [26]~E(x261,x262)+E(f11(x263,x264,x261),f11(x263,x264,x262)) % 129.34/129.23 [27]~E(x271,x272)+E(f21(x271,x273),f21(x272,x273)) % 129.34/129.23 [28]~E(x281,x282)+E(f21(x283,x281),f21(x283,x282)) % 129.34/129.23 [29]~E(x291,x292)+E(f23(x291,x293,x294),f23(x292,x293,x294)) % 129.34/129.23 [30]~E(x301,x302)+E(f23(x303,x301,x304),f23(x303,x302,x304)) % 129.34/129.23 [31]~E(x311,x312)+E(f23(x313,x314,x311),f23(x313,x314,x312)) % 129.34/129.23 [32]~E(x321,x322)+E(f32(x321,x323),f32(x322,x323)) % 129.34/129.23 [33]~E(x331,x332)+E(f32(x333,x331),f32(x333,x332)) % 129.34/129.23 [34]~E(x341,x342)+E(f34(x341,x343),f34(x342,x343)) % 129.34/129.23 [35]~E(x351,x352)+E(f34(x353,x351),f34(x353,x352)) % 129.34/129.23 [36]~E(x361,x362)+E(f7(x361,x363,x364),f7(x362,x363,x364)) % 129.34/129.23 [37]~E(x371,x372)+E(f7(x373,x371,x374),f7(x373,x372,x374)) % 129.34/129.23 [38]~E(x381,x382)+E(f7(x383,x384,x381),f7(x383,x384,x382)) % 129.34/129.23 [39]~E(x391,x392)+E(f8(x391,x393,x394),f8(x392,x393,x394)) % 129.34/129.23 [40]~E(x401,x402)+E(f8(x403,x401,x404),f8(x403,x402,x404)) % 129.34/129.23 [41]~E(x411,x412)+E(f8(x413,x414,x411),f8(x413,x414,x412)) % 129.34/129.23 [42]~E(x421,x422)+E(f41(x421,x423),f41(x422,x423)) % 129.34/129.23 [43]~E(x431,x432)+E(f41(x433,x431),f41(x433,x432)) % 129.34/129.23 [44]~E(x441,x442)+E(f24(x441),f24(x442)) % 129.34/129.23 [45]~E(x451,x452)+E(f28(x451,x453),f28(x452,x453)) % 129.34/129.23 [46]~E(x461,x462)+E(f28(x463,x461),f28(x463,x462)) % 129.34/129.23 [47]~E(x471,x472)+E(f33(x471,x473,x474,x475),f33(x472,x473,x474,x475)) % 129.34/129.23 [48]~E(x481,x482)+E(f33(x483,x481,x484,x485),f33(x483,x482,x484,x485)) % 129.34/129.23 [49]~E(x491,x492)+E(f33(x493,x494,x491,x495),f33(x493,x494,x492,x495)) % 129.34/129.23 [50]~E(x501,x502)+E(f33(x503,x504,x505,x501),f33(x503,x504,x505,x502)) % 129.34/129.23 [51]~E(x511,x512)+E(f35(x511,x513),f35(x512,x513)) % 129.34/129.23 [52]~E(x521,x522)+E(f35(x523,x521),f35(x523,x522)) % 129.34/129.23 [53]~E(x531,x532)+E(f36(x531,x533),f36(x532,x533)) % 129.34/129.23 [54]~E(x541,x542)+E(f36(x543,x541),f36(x543,x542)) % 129.34/129.23 [55]~E(x551,x552)+E(f10(x551),f10(x552)) % 129.34/129.23 [56]~E(x561,x562)+E(f19(x561,x563),f19(x562,x563)) % 129.34/129.23 [57]~E(x571,x572)+E(f19(x573,x571),f19(x573,x572)) % 129.34/129.23 [58]~E(x581,x582)+E(f31(x581),f31(x582)) % 129.34/129.23 [59]~E(x591,x592)+E(f6(x591),f6(x592)) % 129.34/129.23 [60]~P1(x601)+P1(x602)+~E(x601,x602) % 129.34/129.23 [61]P7(x612,x613,x614)+~E(x611,x612)+~P7(x611,x613,x614) % 129.34/129.23 [62]P7(x623,x622,x624)+~E(x621,x622)+~P7(x623,x621,x624) % 129.34/129.23 [63]P7(x633,x634,x632)+~E(x631,x632)+~P7(x633,x634,x631) % 129.34/129.23 [64]~P27(x641)+P27(x642)+~E(x641,x642) % 129.34/129.23 [65]P6(x652,x653,x654)+~E(x651,x652)+~P6(x651,x653,x654) % 129.34/129.23 [66]P6(x663,x662,x664)+~E(x661,x662)+~P6(x663,x661,x664) % 129.34/129.23 [67]P6(x673,x674,x672)+~E(x671,x672)+~P6(x673,x674,x671) % 129.34/129.23 [68]~P18(x681)+P18(x682)+~E(x681,x682) % 129.34/129.23 [69]~P8(x691)+P8(x692)+~E(x691,x692) % 129.34/129.23 [70]~P19(x701)+P19(x702)+~E(x701,x702) % 129.34/129.23 [71]~P48(x711)+P48(x712)+~E(x711,x712) % 129.34/129.23 [72]~P33(x721)+P33(x722)+~E(x721,x722) % 129.34/129.23 [73]~P37(x731)+P37(x732)+~E(x731,x732) % 129.34/129.23 [74]~P47(x741)+P47(x742)+~E(x741,x742) % 129.34/129.23 [75]~P4(x751)+P4(x752)+~E(x751,x752) % 129.34/129.23 [76]~P59(x761)+P59(x762)+~E(x761,x762) % 129.34/129.23 [77]~P9(x771)+P9(x772)+~E(x771,x772) % 129.34/129.23 [78]~P28(x781)+P28(x782)+~E(x781,x782) % 129.34/129.23 [79]~P52(x791)+P52(x792)+~E(x791,x792) % 129.34/129.23 [80]~P44(x801)+P44(x802)+~E(x801,x802) % 129.34/129.23 [81]~P34(x811)+P34(x812)+~E(x811,x812) % 129.34/129.23 [82]~P29(x821)+P29(x822)+~E(x821,x822) % 129.34/129.23 [83]~P49(x831)+P49(x832)+~E(x831,x832) % 129.34/129.23 [84]~P61(x841)+P61(x842)+~E(x841,x842) % 129.34/129.23 [85]~P23(x851)+P23(x852)+~E(x851,x852) % 129.34/129.23 [86]~P41(x861)+P41(x862)+~E(x861,x862) % 129.34/129.23 [87]~P32(x871)+P32(x872)+~E(x871,x872) % 129.34/129.23 [88]~P68(x881)+P68(x882)+~E(x881,x882) % 129.34/129.23 [89]~P55(x891)+P55(x892)+~E(x891,x892) % 129.34/129.23 [90]~P24(x901)+P24(x902)+~E(x901,x902) % 129.34/129.23 [91]~P38(x911)+P38(x912)+~E(x911,x912) % 129.34/129.23 [92]~P51(x921)+P51(x922)+~E(x921,x922) % 129.34/129.23 [93]~P45(x931)+P45(x932)+~E(x931,x932) % 129.34/129.23 [94]~P39(x941)+P39(x942)+~E(x941,x942) % 129.34/129.23 [95]~P15(x951)+P15(x952)+~E(x951,x952) % 129.34/129.23 [96]~P30(x961)+P30(x962)+~E(x961,x962) % 129.34/129.23 [97]~P42(x971)+P42(x972)+~E(x971,x972) % 129.34/129.23 [98]~P70(x981)+P70(x982)+~E(x981,x982) % 129.34/129.23 [99]~P2(x991)+P2(x992)+~E(x991,x992) % 129.34/129.23 [100]~P31(x1001)+P31(x1002)+~E(x1001,x1002) % 129.34/129.23 [101]~P35(x1011)+P35(x1012)+~E(x1011,x1012) % 129.34/129.23 [102]~P67(x1021)+P67(x1022)+~E(x1021,x1022) % 129.34/129.23 [103]~P57(x1031)+P57(x1032)+~E(x1031,x1032) % 129.34/129.23 [104]~P36(x1041)+P36(x1042)+~E(x1041,x1042) % 129.34/129.23 [105]~P25(x1051)+P25(x1052)+~E(x1051,x1052) % 129.34/129.23 [106]~P54(x1061)+P54(x1062)+~E(x1061,x1062) % 129.34/129.23 [107]~P20(x1071)+P20(x1072)+~E(x1071,x1072) % 129.34/129.23 [108]~P5(x1081)+P5(x1082)+~E(x1081,x1082) % 129.34/129.23 [109]~P26(x1091)+P26(x1092)+~E(x1091,x1092) % 129.34/129.23 [110]~P60(x1101)+P60(x1102)+~E(x1101,x1102) % 129.34/129.23 [111]~P63(x1111)+P63(x1112)+~E(x1111,x1112) % 129.34/129.23 [112]~P13(x1121)+P13(x1122)+~E(x1121,x1122) % 129.34/129.23 [113]~P43(x1131)+P43(x1132)+~E(x1131,x1132) % 129.34/129.23 [114]~P10(x1141)+P10(x1142)+~E(x1141,x1142) % 129.34/129.23 [115]~P22(x1151)+P22(x1152)+~E(x1151,x1152) % 129.34/129.23 [116]~P40(x1161)+P40(x1162)+~E(x1161,x1162) % 129.34/129.23 [117]~P16(x1171)+P16(x1172)+~E(x1171,x1172) % 129.34/129.23 [118]~P17(x1181)+P17(x1182)+~E(x1181,x1182) % 129.34/129.23 [119]~P56(x1191)+P56(x1192)+~E(x1191,x1192) % 129.34/129.23 [120]~P53(x1201)+P53(x1202)+~E(x1201,x1202) % 129.34/129.23 [121]~P66(x1211)+P66(x1212)+~E(x1211,x1212) % 129.34/129.23 [122]~P3(x1221)+P3(x1222)+~E(x1221,x1222) % 129.34/129.23 [123]~P64(x1231)+P64(x1232)+~E(x1231,x1232) % 129.34/129.23 [124]~P11(x1241)+P11(x1242)+~E(x1241,x1242) % 129.34/129.23 [125]~P46(x1251)+P46(x1252)+~E(x1251,x1252) % 129.34/129.23 [126]~P62(x1261)+P62(x1262)+~E(x1261,x1262) % 129.34/129.23 [127]~P14(x1271)+P14(x1272)+~E(x1271,x1272) % 129.34/129.23 [128]~P65(x1281)+P65(x1282)+~E(x1281,x1282) % 129.34/129.23 [129]~P12(x1291)+P12(x1292)+~E(x1291,x1292) % 129.34/129.23 [130]~P21(x1301)+P21(x1302)+~E(x1301,x1302) % 129.34/129.23 [131]~P69(x1311)+P69(x1312)+~E(x1311,x1312) % 129.34/129.23 [132]~P58(x1321)+P58(x1322)+~E(x1321,x1322) % 129.34/129.23 [133]~P50(x1331)+P50(x1332)+~E(x1331,x1332) % 129.34/129.23 % 129.34/129.23 %------------------------------------------- % 129.64/129.46 cnf(1781,plain, % 129.64/129.46 (E(f30(f30(f22(a39),x17811),f2(a39)),f3(a39))), % 129.64/129.46 inference(equality_inference,[],[597])). % 129.64/129.46 cnf(1789,plain, % 129.64/129.46 (P6(x17891,x17892,x17892)+~P34(x17891)), % 129.64/129.46 inference(equality_inference,[],[622])). % 129.64/129.46 cnf(1791,plain, % 129.64/129.46 (~P3(x17912)+E(f11(x17912,x17911,x17911),f2(x17912))), % 129.64/129.46 inference(equality_inference,[],[639])). % 129.64/129.46 cnf(1793,plain, % 129.64/129.46 (~P68(x17931)+E(f13(x17931,x17932,f2(x17931)),x17932)), % 129.64/129.46 inference(equality_inference,[],[647])). % 129.64/129.46 cnf(1794,plain, % 129.64/129.46 (~P66(x17941)+E(f30(f30(f12(x17941),x17942),f2(x17941)),f2(x17941))), % 129.64/129.46 inference(equality_inference,[],[651])). % 129.64/129.46 cnf(1795,plain, % 129.64/129.46 (~P66(x17951)+E(f30(f30(f12(x17951),f2(x17951)),x17952),f2(x17951))), % 129.64/129.46 inference(equality_inference,[],[652])). % 129.64/129.46 cnf(1799,plain, % 129.64/129.46 (~P7(a38,x17991,x17991)), % 129.64/129.46 inference(equality_inference,[],[684])). % 129.64/129.46 cnf(1801,plain, % 129.64/129.46 (~P7(a1,x18011,x18011)), % 129.64/129.46 inference(equality_inference,[],[690])). % 129.64/129.46 cnf(1803,plain, % 129.64/129.46 (~P32(x18032)+~P7(x18032,x18031,x18031)), % 129.64/129.46 inference(equality_inference,[],[717])). % 129.64/129.46 cnf(1804,plain, % 129.64/129.46 (~P34(x18042)+~P7(x18042,x18041,x18041)), % 129.64/129.46 inference(equality_inference,[],[718])). % 129.64/129.46 cnf(1805,plain, % 129.64/129.46 (~P52(x18051)+~P57(x18051)+~P69(x18051)+~P35(x18051)+E(x18052,f2(a39))+E(f30(f30(f22(x18051),f2(x18051)),x18052),f2(x18051))), % 129.64/129.46 inference(equality_inference,[],[719])). % 129.64/129.46 cnf(1806,plain, % 129.64/129.46 (~P37(x18061)+P6(a38,f21(x18061,f2(x18061)),f2(a38))), % 129.64/129.46 inference(equality_inference,[],[720])). % 129.64/129.46 cnf(1808,plain, % 129.64/129.46 (E(f30(f30(f12(a39),f2(a39)),x18081),f30(f30(f12(a39),f2(a39)),x18082))), % 129.64/129.46 inference(equality_inference,[],[723])). % 129.64/129.46 cnf(1809,plain, % 129.64/129.46 (~P19(x18091)+P6(x18091,f9(x18091,f2(x18091)),f2(x18091))), % 129.64/129.46 inference(equality_inference,[],[730])). % 129.64/129.46 cnf(1810,plain, % 129.64/129.46 (E(f30(f30(f22(a39),x18101),f2(a39)),f13(a39,f2(a39),f3(a39)))), % 129.64/129.46 inference(equality_inference,[],[746])). % 129.64/129.46 cnf(1814,plain, % 129.64/129.46 (~P37(x18141)+~P7(a38,f2(a38),f21(x18141,f2(x18141)))), % 129.64/129.46 inference(equality_inference,[],[799])). % 129.64/129.46 cnf(1820,plain, % 129.64/129.46 (~P44(x18201)+E(x18202,f2(x18201))+E(x18203,f25(x18201,f30(f30(f12(x18201),x18203),x18202),x18202))), % 129.64/129.46 inference(equality_inference,[],[842])). % 129.64/129.46 cnf(1821,plain, % 129.64/129.46 (~P4(x18211)+E(x18212,f2(x18211))+E(x18213,f25(x18211,f30(f30(f12(x18211),x18213),x18212),x18212))), % 129.64/129.46 inference(equality_inference,[],[843])). % 129.64/129.46 cnf(1822,plain, % 129.64/129.46 (~P44(x18221)+E(x18222,f2(x18221))+E(f25(x18221,f30(f30(f12(x18221),x18223),x18222),x18222),x18223)), % 129.64/129.46 inference(equality_inference,[],[845])). % 129.64/129.46 cnf(1823,plain, % 129.64/129.46 (~P4(x18231)+E(x18232,f2(x18231))+E(f25(x18231,f30(f30(f12(x18231),x18233),x18232),x18232),x18233)), % 129.64/129.46 inference(equality_inference,[],[846])). % 129.64/129.46 cnf(1824,plain, % 129.64/129.46 (~P19(x18241)+~P7(x18241,f2(x18241),f9(x18241,f2(x18241)))), % 129.64/129.46 inference(equality_inference,[],[847])). % 129.64/129.46 cnf(1825,plain, % 129.64/129.46 (~P44(x18251)+E(x18252,f2(x18251))+E(x18253,f30(f30(f12(x18251),f25(x18251,x18253,x18252)),x18252))), % 129.64/129.46 inference(equality_inference,[],[848])). % 129.64/129.46 cnf(1826,plain, % 129.64/129.46 (~P4(x18261)+E(x18262,f2(x18261))+E(x18263,f30(f30(f12(x18261),f25(x18261,x18263,x18262)),x18262))), % 129.64/129.46 inference(equality_inference,[],[849])). % 129.64/129.46 cnf(1827,plain, % 129.64/129.46 (~P44(x18271)+E(x18272,f2(x18271))+E(f30(f30(f12(x18271),f25(x18271,x18273,x18272)),x18272),x18273)), % 129.64/129.46 inference(equality_inference,[],[850])). % 129.64/129.46 cnf(1828,plain, % 129.64/129.46 (~P4(x18281)+E(x18282,f2(x18281))+E(f30(f30(f12(x18281),f25(x18281,x18283,x18282)),x18282),x18283)), % 129.64/129.46 inference(equality_inference,[],[851])). % 129.64/129.46 cnf(1842,plain, % 129.64/129.46 (~P6(a39,x18421,x18422)+E(x18422,f13(a39,f11(a39,x18422,x18421),x18421))), % 129.64/129.46 inference(equality_inference,[],[951])). % 129.64/129.46 cnf(1844,plain, % 129.64/129.46 (~P7(a38,f2(a38),f30(f30(f12(a38),f2(a38)),f2(a38)))), % 129.64/129.46 inference(equality_inference,[],[978])). % 129.64/129.46 cnf(1860,plain, % 129.64/129.46 (~P68(x18602)+E(f13(x18602,f30(f30(f12(x18602),x18601),x18603),f30(f30(f12(x18602),x18601),x18604)),f13(x18602,f30(f30(f12(x18602),x18601),x18604),f30(f30(f12(x18602),x18601),x18603)))), % 129.64/129.46 inference(equality_inference,[],[1439])). % 129.64/129.46 cnf(1864,plain, % 129.64/129.46 (~P59(x18641)+E(x18642,f13(x18641,f30(f30(f12(x18641),f11(x18641,x18643,x18643)),x18644),x18642))), % 129.64/129.46 inference(equality_inference,[],[1660])). % 129.64/129.46 cnf(1865,plain, % 129.64/129.46 (~P59(x18651)+E(f13(x18651,f30(f30(f12(x18651),f11(x18651,x18652,x18652)),x18653),x18654),x18654)), % 129.64/129.46 inference(equality_inference,[],[1661])). % 129.64/129.46 cnf(1866,plain, % 129.64/129.46 (~P6(a39,x18661,x18661)+E(x18662,f13(a39,f30(f30(f12(a39),f11(a39,x18661,x18661)),x18663),x18662))), % 129.64/129.46 inference(equality_inference,[],[1662])). % 129.64/129.46 cnf(1867,plain, % 129.64/129.46 (~P6(a39,x18671,x18671)+E(f13(a39,f30(f30(f12(a39),f11(a39,x18671,x18671)),x18672),x18673),x18673)), % 129.64/129.46 inference(equality_inference,[],[1663])). % 129.64/129.46 cnf(1870,plain, % 129.64/129.46 (~P6(a39,x18701,x18702)+E(f13(a39,f30(f30(f12(a39),x18702),x18703),x18704),f13(a39,f30(f30(f12(a39),x18701),x18703),f13(a39,f30(f30(f12(a39),f11(a39,x18702,x18701)),x18703),x18704)))), % 129.64/129.46 inference(equality_inference,[],[1682])). % 129.64/129.46 cnf(1872,plain, % 129.64/129.46 (~P58(x18721)+E(f30(f30(f22(x18721),f2(x18721)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f2(x18721))), % 129.64/129.46 inference(equality_inference,[],[1706])). % 129.64/129.46 cnf(1873,plain, % 129.64/129.46 (E(f17(f30(f30(f22(a38),x18731),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),x18731)+~P6(a38,f2(a38),x18731)), % 129.64/129.46 inference(equality_inference,[],[1719])). % 129.64/129.46 cnf(1877,plain, % 129.64/129.46 (~E(f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))), % 129.64/129.46 inference(scs_inference,[],[560,602])). % 129.64/129.46 cnf(1879,plain, % 129.64/129.46 (P6(a38,f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))), % 129.64/129.46 inference(scs_inference,[],[560,602,737])). % 129.64/129.46 cnf(1881,plain, % 129.64/129.46 (~P7(a38,f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))), % 129.64/129.46 inference(scs_inference,[],[560,602,737,780])). % 129.64/129.46 cnf(1883,plain, % 129.64/129.46 (P6(a38,x18831,f13(a38,f30(f30(f12(a38),f17(x18831)),f17(x18831)),f30(f30(f12(a38),x18832),x18832)))), % 129.64/129.46 inference(scs_inference,[],[560,475,602,737,780,862])). % 129.64/129.46 cnf(1886,plain, % 129.64/129.46 (P6(a37,x18861,x18861)), % 129.64/129.46 inference(scs_inference,[],[560,251,475,602,737,780,862,1789])). % 129.64/129.46 cnf(1888,plain, % 129.64/129.46 (~E(f17(f13(a39,f3(a38),f3(a39))),f3(a38))), % 129.64/129.46 inference(scs_inference,[],[560,251,475,544,602,737,780,862,1789,563])). % 129.64/129.46 cnf(1889,plain, % 129.64/129.46 (~E(f13(a39,x18891,f3(a39)),x18891)), % 129.64/129.46 inference(rename_variables,[],[544])). % 129.64/129.46 cnf(1891,plain, % 129.64/129.46 (~E(f17(f3(a38)),f2(a38))), % 129.64/129.46 inference(scs_inference,[],[560,251,475,527,544,602,737,780,862,1789,563,564])). % 129.64/129.46 cnf(1894,plain, % 129.64/129.46 (~E(f13(a39,x18941,f3(a39)),x18941)), % 129.64/129.46 inference(rename_variables,[],[544])). % 129.64/129.46 cnf(1898,plain, % 129.64/129.46 (~E(f4(x18981,f3(a38)),f2(a16))), % 129.64/129.46 inference(scs_inference,[],[560,251,475,527,544,1889,602,737,780,862,1789,563,564,577,578,579])). % 129.64/129.46 cnf(1905,plain, % 129.64/129.46 (~E(f13(a39,x19051,f3(a39)),x19051)), % 129.64/129.46 inference(rename_variables,[],[544])). % 129.64/129.46 cnf(1907,plain, % 129.64/129.46 (E(f13(a39,f18(a1,f2(a39)),x19071),x19071)), % 129.64/129.46 inference(scs_inference,[],[560,341,251,475,527,544,1889,1894,602,737,780,862,1789,563,564,577,578,579,580,590,599,607])). % 129.64/129.46 cnf(1908,plain, % 129.64/129.46 (E(f18(a1,x19081),x19081)), % 129.64/129.46 inference(rename_variables,[],[341])). % 129.64/129.46 cnf(1910,plain, % 129.64/129.46 (~E(f2(a38),f13(a38,f3(a38),f9(a38,x19101)))), % 129.64/129.46 inference(scs_inference,[],[560,341,251,410,475,527,544,1889,1894,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684])). % 129.64/129.46 cnf(1912,plain, % 129.64/129.46 (~E(x19121,f13(a39,x19121,f3(a39)))), % 129.64/129.46 inference(scs_inference,[],[560,341,251,406,410,475,527,544,1889,1894,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689])). % 129.64/129.46 cnf(1914,plain, % 129.64/129.46 (~E(f2(a1),f3(a1))), % 129.64/129.46 inference(scs_inference,[],[560,341,251,384,406,410,475,527,544,1889,1894,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690])). % 129.64/129.46 cnf(1916,plain, % 129.64/129.46 (~E(f13(a39,x19161,f13(a39,f2(a39),f3(a39))),x19161)), % 129.64/129.46 inference(scs_inference,[],[560,341,251,384,406,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692])). % 129.64/129.46 cnf(1917,plain, % 129.64/129.46 (~E(f13(a39,x19171,f3(a39)),x19171)), % 129.64/129.46 inference(rename_variables,[],[544])). % 129.64/129.46 cnf(1919,plain, % 129.64/129.46 (~P7(a39,x19191,f18(a1,f2(a39)))), % 129.64/129.46 inference(scs_inference,[],[560,341,1908,251,384,406,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696])). % 129.64/129.46 cnf(1920,plain, % 129.64/129.46 (E(f18(a1,x19201),x19201)), % 129.64/129.46 inference(rename_variables,[],[341])). % 129.64/129.46 cnf(1922,plain, % 129.64/129.46 (~P7(a37,x19221,x19221)), % 129.64/129.46 inference(scs_inference,[],[560,341,1908,179,251,384,406,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705])). % 129.64/129.46 cnf(1924,plain, % 129.64/129.46 (~E(f17(a27),f2(a38))), % 129.64/129.46 inference(scs_inference,[],[560,341,1908,179,251,384,406,371,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725])). % 129.64/129.46 cnf(1926,plain, % 129.64/129.46 (~P7(a1,a14,a15)), % 129.64/129.46 inference(scs_inference,[],[560,341,1908,179,251,531,384,406,371,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785])). % 129.64/129.46 cnf(1929,plain, % 129.64/129.46 (E(f18(a1,x19291),x19291)), % 129.64/129.46 inference(rename_variables,[],[341])). % 129.64/129.46 cnf(1931,plain, % 129.64/129.46 (P6(a39,f13(a39,f2(a39),x19311),x19311)), % 129.64/129.46 inference(scs_inference,[],[560,341,1908,1920,179,251,531,384,406,401,371,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796])). % 129.64/129.46 cnf(1932,plain, % 129.64/129.46 (E(f11(a39,f13(a39,x19321,x19322),x19322),x19321)), % 129.64/129.46 inference(rename_variables,[],[401])). % 129.64/129.46 cnf(1934,plain, % 129.64/129.46 (P7(a39,f2(a39),f30(f30(f22(a39),x19341),f2(a39)))), % 129.64/129.46 inference(scs_inference,[],[560,1810,341,1908,1920,179,251,531,384,406,401,371,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800])). % 129.64/129.46 cnf(1936,plain, % 129.64/129.46 (~P7(a38,f17(f3(a38)),f3(a38))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,341,1908,1920,179,251,531,384,406,401,371,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854])). % 129.64/129.46 cnf(1937,plain, % 129.64/129.46 (~P7(a38,x19371,x19371)), % 129.64/129.46 inference(rename_variables,[],[1799])). % 129.64/129.46 cnf(1939,plain, % 129.64/129.46 (~P7(a38,f17(f2(a38)),f2(a38))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,341,1908,1920,179,251,531,384,406,401,371,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855])). % 129.64/129.46 cnf(1940,plain, % 129.64/129.46 (~P7(a38,x19401,x19401)), % 129.64/129.46 inference(rename_variables,[],[1799])). % 129.64/129.46 cnf(1942,plain, % 129.64/129.46 (~P7(a38,f3(a38),f17(f3(a38)))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,341,1908,1920,179,251,531,384,406,401,371,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858])). % 129.64/129.46 cnf(1943,plain, % 129.64/129.46 (~P7(a38,x19431,x19431)), % 129.64/129.46 inference(rename_variables,[],[1799])). % 129.64/129.46 cnf(1945,plain, % 129.64/129.46 (~P7(a38,f2(a38),f17(f2(a38)))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,341,1908,1920,179,251,531,384,406,401,371,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859])). % 129.64/129.46 cnf(1946,plain, % 129.64/129.46 (~P7(a38,x19461,x19461)), % 129.64/129.46 inference(rename_variables,[],[1799])). % 129.64/129.46 cnf(1948,plain, % 129.64/129.46 (~E(f13(a39,x19481,f13(a39,x19482,f3(a39))),x19482)), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,341,1908,1920,551,179,251,531,384,406,401,371,410,475,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870])). % 129.64/129.46 cnf(1949,plain, % 129.64/129.46 (~P7(a39,f13(a39,x19491,x19492),x19492)), % 129.64/129.46 inference(rename_variables,[],[551])). % 129.64/129.46 cnf(1954,plain, % 129.64/129.46 (~E(f13(a39,x19541,f13(a39,x19542,f3(a39))),f2(a39))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,341,1908,1920,551,1949,179,251,531,384,406,401,371,410,475,490,527,544,1889,1894,1905,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874])). % 129.64/129.46 cnf(1955,plain, % 129.64/129.46 (~P7(a39,f13(a39,x19551,x19552),x19552)), % 129.64/129.46 inference(rename_variables,[],[551])). % 129.64/129.46 cnf(1957,plain, % 129.64/129.46 (~P15(a39)), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,341,1908,1920,551,1949,179,251,531,384,406,401,371,410,475,490,527,544,1889,1894,1905,550,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875])). % 129.64/129.46 cnf(1958,plain, % 129.64/129.46 (~E(f13(a39,x19581,f3(a39)),f2(a39))), % 129.64/129.46 inference(rename_variables,[],[550])). % 129.64/129.46 cnf(1960,plain, % 129.64/129.46 (P7(a39,x19601,f13(a39,x19602,f13(a39,x19601,f3(a39))))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,341,1908,1920,551,1949,1955,179,251,531,384,406,401,371,410,475,490,527,544,1889,1894,1905,550,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944])). % 129.64/129.46 cnf(1961,plain, % 129.64/129.46 (~P7(a39,f13(a39,x19611,x19612),x19612)), % 129.64/129.46 inference(rename_variables,[],[551])). % 129.64/129.46 cnf(1966,plain, % 129.64/129.46 (~P6(a39,f13(a39,f13(a39,x19661,x19662),f3(a39)),x19662)), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,341,1908,1920,551,1949,1955,179,251,531,384,357,406,555,401,371,410,475,490,527,544,1889,1894,1905,550,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995])). % 129.64/129.46 cnf(1967,plain, % 129.64/129.46 (~P6(a39,f13(a39,x19671,f3(a39)),x19671)), % 129.64/129.46 inference(rename_variables,[],[555])). % 129.64/129.46 cnf(1969,plain, % 129.64/129.46 (~P6(a39,f13(a39,f13(a39,x19691,x19692),f3(a39)),x19691)), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,341,1908,1920,551,1949,1955,179,251,531,384,357,406,555,1967,401,371,410,475,490,527,544,1889,1894,1905,550,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996])). % 129.64/129.46 cnf(1970,plain, % 129.64/129.46 (~P6(a39,f13(a39,x19701,f3(a39)),x19701)), % 129.64/129.46 inference(rename_variables,[],[555])). % 129.64/129.46 cnf(1972,plain, % 129.64/129.46 (~P7(a39,f13(a39,x19721,f13(a39,x19722,x19723)),x19723)), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,341,1908,1920,551,1949,1955,1961,179,251,531,384,357,406,555,1967,401,371,410,475,490,527,544,1889,1894,1905,550,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997])). % 129.64/129.46 cnf(1973,plain, % 129.64/129.46 (~P7(a39,f13(a39,x19731,x19732),x19732)), % 129.64/129.46 inference(rename_variables,[],[551])). % 129.64/129.46 cnf(1975,plain, % 129.64/129.46 (~P7(a39,f13(a39,x19751,f13(a39,x19752,x19753)),x19752)), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,341,1908,1920,551,1949,1955,1961,1973,179,251,531,384,357,406,555,1967,401,371,410,475,490,527,544,1889,1894,1905,550,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998])). % 129.64/129.46 cnf(1976,plain, % 129.64/129.46 (~P7(a39,f13(a39,x19761,x19762),x19762)), % 129.64/129.46 inference(rename_variables,[],[551])). % 129.64/129.46 cnf(1978,plain, % 129.64/129.46 (~P7(a39,x19781,f11(a39,x19781,x19782))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,551,1949,1955,1961,1973,179,251,531,384,357,406,555,1967,401,371,410,475,490,527,544,1889,1894,1905,550,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999])). % 129.64/129.46 cnf(1979,plain, % 129.64/129.46 (~P7(a39,x19791,x19791)), % 129.64/129.46 inference(rename_variables,[],[537])). % 129.64/129.46 cnf(1981,plain, % 129.64/129.46 (~P6(a39,f3(a39),f2(a39))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,551,1949,1955,1961,1973,179,251,531,384,357,406,555,1967,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007])). % 129.64/129.46 cnf(1982,plain, % 129.64/129.46 (~E(f13(a39,x19821,f3(a39)),f2(a39))), % 129.64/129.46 inference(rename_variables,[],[550])). % 129.64/129.46 cnf(1984,plain, % 129.64/129.46 (~P6(a39,f13(a39,x19841,f13(a39,x19842,f3(a39))),x19842)), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012])). % 129.64/129.46 cnf(1985,plain, % 129.64/129.46 (~P7(a39,f13(a39,x19851,x19852),x19852)), % 129.64/129.46 inference(rename_variables,[],[551])). % 129.64/129.46 cnf(1987,plain, % 129.64/129.46 (P6(a39,x19871,f13(a39,x19872,f13(a39,x19873,x19871)))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,398,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073])). % 129.64/129.46 cnf(1988,plain, % 129.64/129.46 (P6(a39,x19881,f13(a39,x19882,x19881))), % 129.64/129.46 inference(rename_variables,[],[398])). % 129.64/129.46 cnf(1990,plain, % 129.64/129.46 (P6(a39,x19901,f13(a39,x19902,f13(a39,x19901,x19903)))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,398,1988,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074])). % 129.64/129.46 cnf(1991,plain, % 129.64/129.46 (P6(a39,x19911,f13(a39,x19912,x19911))), % 129.64/129.46 inference(rename_variables,[],[398])). % 129.64/129.46 cnf(1993,plain, % 129.64/129.46 (P7(a39,x19931,f13(a39,f13(a39,x19932,f13(a39,x19931,x19933)),f3(a39)))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,398,1988,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075])). % 129.64/129.46 cnf(1994,plain, % 129.64/129.46 (P7(a39,x19941,f13(a39,f13(a39,x19942,x19941),f3(a39)))), % 129.64/129.46 inference(rename_variables,[],[445])). % 129.64/129.46 cnf(1996,plain, % 129.64/129.46 (P7(a39,x19961,f18(a1,f13(a39,f13(a39,x19961,x19962),f3(a39))))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,1929,398,1988,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080])). % 129.64/129.46 cnf(1997,plain, % 129.64/129.46 (E(f18(a1,x19971),x19971)), % 129.64/129.46 inference(rename_variables,[],[341])). % 129.64/129.46 cnf(1999,plain, % 129.64/129.46 (P7(a39,x19991,f13(a39,f13(a39,x19991,f3(a39)),x19992))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,1929,398,1988,399,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086])). % 129.64/129.46 cnf(2000,plain, % 129.64/129.46 (P6(a39,x20001,f13(a39,x20001,x20002))), % 129.64/129.46 inference(rename_variables,[],[399])). % 129.64/129.46 cnf(2002,plain, % 129.64/129.46 (~P6(a39,f13(a39,f13(a39,x20021,f3(a39)),x20022),x20021)), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134])). % 129.64/129.46 cnf(2003,plain, % 129.64/129.46 (P6(a39,x20031,f13(a39,x20031,x20032))), % 129.64/129.46 inference(rename_variables,[],[399])). % 129.64/129.46 cnf(2005,plain, % 129.64/129.46 (~P7(a39,f13(a39,f13(a39,x20051,x20052),x20053),x20052)), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145])). % 129.64/129.46 cnf(2007,plain, % 129.64/129.46 (~P6(a39,f11(a39,f13(a39,f13(a39,x20071,x20072),f3(a39)),x20072),x20071)), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254])). % 129.64/129.46 cnf(2008,plain, % 129.64/129.46 (~P6(a39,f13(a39,x20081,f3(a39)),x20081)), % 129.64/129.46 inference(rename_variables,[],[555])). % 129.64/129.46 cnf(2010,plain, % 129.64/129.46 (P6(a39,x20101,f13(a39,f13(a39,x20102,x20101),x20103))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352])). % 129.64/129.46 cnf(2012,plain, % 129.64/129.46 (P7(a39,x20121,f13(a39,x20122,f13(a39,f13(a39,x20121,f3(a39)),x20123)))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364])). % 129.64/129.46 cnf(2014,plain, % 129.64/129.46 (E(x20141,f13(a39,f11(a39,x20141,x20141),x20141))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842])). % 129.64/129.46 cnf(2016,plain, % 129.64/129.46 (E(x20161,f13(a39,f30(f30(f12(a39),f11(a39,x20162,x20162)),x20163),x20161))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866])). % 129.64/129.46 cnf(2018,plain, % 129.64/129.46 (E(f13(a39,f30(f30(f12(a39),f11(a39,x20181,x20181)),x20182),x20183),x20183)), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867])). % 129.64/129.46 cnf(2020,plain, % 129.64/129.46 (E(f13(a39,f30(f30(f12(a39),x20201),x20202),x20203),f13(a39,f30(f30(f12(a39),x20201),x20202),f13(a39,f30(f30(f12(a39),f11(a39,x20201,x20201)),x20202),x20203)))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870])). % 129.64/129.46 cnf(2022,plain, % 129.64/129.46 (E(f17(f30(f30(f22(a38),f2(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f2(a38))), % 129.64/129.46 inference(scs_inference,[],[560,1810,1799,1937,1940,1943,364,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873])). % 129.64/129.46 cnf(2023,plain, % 129.64/129.46 (P6(a38,x20231,x20231)), % 129.64/129.46 inference(rename_variables,[],[364])). % 129.64/129.46 cnf(2025,plain, % 129.64/129.46 (E(a14,f2(a1))), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2])). % 129.64/129.46 cnf(2026,plain, % 129.64/129.46 (~E(x20261,f13(a1,f3(a1),x20261))), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13])). % 129.64/129.46 cnf(2027,plain, % 129.64/129.46 (~E(f13(a1,x20271,x20271),f13(a1,f13(a1,f3(a1),x20272),x20272))), % 129.64/129.46 inference(rename_variables,[],[559])). % 129.64/129.46 cnf(2028,plain, % 129.64/129.46 (~E(f13(a1,f3(a1),x20281),x20281)), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14])). % 129.64/129.46 cnf(2030,plain, % 129.64/129.46 (~E(a14,a15)), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,178,179,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620])). % 129.64/129.46 cnf(2032,plain, % 129.64/129.46 (~E(f13(a39,f13(a39,x20321,x20322),f3(a39)),x20322)), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,178,179,249,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622])). % 129.64/129.46 cnf(2034,plain, % 129.64/129.46 (P7(a38,f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,178,179,241,249,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757])). % 129.64/129.46 cnf(2036,plain, % 129.64/129.46 (~P7(a39,f13(a39,f13(a39,x20361,x20362),f3(a39)),x20361)), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,177,178,179,241,249,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802])). % 129.64/129.46 cnf(2038,plain, % 129.64/129.46 (~P7(a39,f13(a39,f13(a39,x20381,f3(a39)),x20382),x20381)), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,177,178,179,241,249,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804])). % 129.64/129.46 cnf(2040,plain, % 129.64/129.46 (P6(a38,x20401,f9(a38,x20401))), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,2023,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,174,177,178,179,241,249,251,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923])). % 129.64/129.46 cnf(2041,plain, % 129.64/129.46 (P6(a38,x20411,x20411)), % 129.64/129.46 inference(rename_variables,[],[364])). % 129.64/129.46 cnf(2043,plain, % 129.64/129.46 (P6(a38,x20431,f30(f30(f12(a38),f17(f13(a38,x20431,f30(f30(f12(a38),x20432),x20432)))),f17(f13(a38,x20431,f30(f30(f12(a38),x20432),x20432)))))), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,2023,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,174,177,178,179,241,249,251,272,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368])). % 129.64/129.46 cnf(2045,plain, % 129.64/129.46 (P6(f13(a39,f11(a39,a38,a38),a38),x20451,x20451)), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,174,177,178,179,241,249,251,272,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65])). % 129.64/129.46 cnf(2046,plain, % 129.64/129.46 (~E(f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,398,1988,399,2000,551,1949,1955,1961,1973,1976,174,177,178,179,241,249,251,272,531,384,357,406,555,1967,1970,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66])). % 129.64/129.46 cnf(2047,plain, % 129.64/129.46 (P6(a38,x20471,x20471)), % 129.64/129.46 inference(rename_variables,[],[364])). % 129.64/129.46 cnf(2048,plain, % 129.64/129.46 (~E(f13(a39,f13(a39,x20481,f3(a39)),x20482),x20481)), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,398,1988,399,2000,2003,551,1949,1955,1961,1973,1976,174,177,178,179,241,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67])). % 129.64/129.46 cnf(2050,plain, % 129.64/129.46 (~E(f9(a38,f3(a38)),f2(a38))), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,398,1988,399,2000,2003,551,1949,1955,1961,1973,1976,174,177,178,179,241,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589])). % 129.64/129.46 cnf(2053,plain, % 129.64/129.46 (E(f18(a1,x20531),x20531)), % 129.64/129.46 inference(rename_variables,[],[341])). % 129.64/129.46 cnf(2054,plain, % 129.64/129.46 (E(f13(a1,x20541,a14),x20541)), % 129.64/129.46 inference(rename_variables,[],[360])). % 129.64/129.46 cnf(2056,plain, % 129.64/129.46 (~E(f3(a39),f2(a39))), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,360,398,1988,399,2000,2003,551,1949,1955,1961,1973,1976,174,177,178,179,241,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,475,490,527,544,1889,1894,1905,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629])). % 129.64/129.46 cnf(2058,plain, % 129.64/129.46 (E(f18(a1,x20581),x20581)), % 129.64/129.46 inference(rename_variables,[],[341])). % 129.64/129.46 cnf(2063,plain, % 129.64/129.46 (~E(f13(a39,x20631,f3(a39)),x20631)), % 129.64/129.46 inference(rename_variables,[],[544])). % 129.64/129.46 cnf(2065,plain, % 129.64/129.46 (~E(a15,f2(a1))), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,360,398,1988,399,2000,2003,551,1949,1955,1961,1973,1976,174,177,178,179,241,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,475,490,161,308,312,527,535,544,1889,1894,1905,1917,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647])). % 129.64/129.46 cnf(2066,plain, % 129.64/129.46 (~E(f13(a1,x20661,x20661),a15)), % 129.64/129.46 inference(rename_variables,[],[535])). % 129.64/129.46 cnf(2068,plain, % 129.64/129.46 (~P7(a38,f2(a1),a14)), % 129.64/129.46 inference(scs_inference,[],[560,134,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,360,398,1988,399,2000,2003,551,1949,1955,1961,1973,1976,174,177,178,179,241,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,475,490,161,308,312,527,535,544,1889,1894,1905,1917,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717])). % 129.64/129.46 cnf(2072,plain, % 129.64/129.46 (P7(a38,f2(a38),f9(a38,f3(a38)))), % 129.64/129.46 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,360,398,1988,399,2000,2003,551,1949,1955,1961,1973,1976,174,177,178,179,241,248,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,475,490,161,308,312,527,535,544,1889,1894,1905,1917,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724])). % 129.64/129.46 cnf(2074,plain, % 129.64/129.46 (~E(f13(a38,x20741,f3(a38)),x20741)), % 129.64/129.46 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,360,398,1988,399,2000,2003,551,1949,1955,1961,1973,1976,174,177,178,179,241,248,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,475,490,159,161,308,312,527,535,544,1889,1894,1905,1917,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726])). % 129.64/129.46 cnf(2076,plain, % 129.64/129.46 (E(f10(f2(a16)),f2(a16))), % 129.64/129.46 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,360,398,1988,399,2000,2003,551,1949,1955,1961,1973,1976,174,177,178,179,241,248,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,475,485,490,159,161,227,308,312,527,535,544,1889,1894,1905,1917,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727])). % 129.64/129.46 cnf(2077,plain, % 129.64/129.46 (E(f30(f30(f22(a16),f10(x20771)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x20771)), % 129.64/129.46 inference(rename_variables,[],[485])). % 129.64/129.46 cnf(2079,plain, % 129.64/129.46 (~P3(a39)), % 129.64/129.46 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,360,398,1988,399,2000,2003,551,1949,1955,1961,1973,1976,174,177,178,179,241,248,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,405,475,485,490,159,161,227,308,312,527,535,544,1889,1894,1905,1917,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729])). % 129.64/129.46 cnf(2080,plain, % 129.64/129.47 (E(f11(a39,x20801,f13(a39,x20801,x20802)),f2(a39))), % 129.64/129.47 inference(rename_variables,[],[405])). % 129.64/129.47 cnf(2082,plain, % 129.64/129.47 (P6(a38,f9(a38,f18(a1,f2(a38))),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,360,398,1988,399,2000,2003,551,1949,1955,1961,1973,1976,174,177,178,179,241,248,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,405,475,485,490,159,161,227,308,312,527,535,544,1889,1894,1905,1917,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730])). % 129.64/129.47 cnf(2083,plain, % 129.64/129.47 (E(f18(a1,x20831),x20831)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2087,plain, % 129.64/129.47 (P7(a1,a15,a14)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,360,398,1988,399,2000,2003,551,1949,1955,1961,1973,1976,174,177,178,179,241,248,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,405,475,485,490,159,161,220,227,308,312,523,527,535,544,1889,1894,1905,1917,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745])). % 129.64/129.47 cnf(2090,plain, % 129.64/129.47 (P6(a39,f11(a39,x20901,x20902),x20901)), % 129.64/129.47 inference(rename_variables,[],[400])). % 129.64/129.47 cnf(2092,plain, % 129.64/129.47 (~P6(a38,f9(a38,f3(a38)),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,360,398,1988,399,2000,2003,400,551,1949,1955,1961,1973,1976,174,177,178,179,241,248,249,251,272,531,384,357,406,555,1967,1970,2008,445,401,371,410,405,475,485,490,159,161,220,227,308,312,523,527,535,544,1889,1894,1905,1917,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807])). % 129.64/129.47 cnf(2095,plain, % 129.64/129.47 (E(f18(a1,x20951),x20951)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2098,plain, % 129.64/129.47 (P6(a39,f11(a39,x20981,x20982),x20981)), % 129.64/129.47 inference(rename_variables,[],[400])). % 129.64/129.47 cnf(2099,plain, % 129.64/129.47 (P6(a39,f2(a39),x20991)), % 129.64/129.47 inference(rename_variables,[],[375])). % 129.64/129.47 cnf(2101,plain, % 129.64/129.47 (~P6(a1,f3(a1),f2(a1))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,399,2000,2003,400,2090,551,1949,1955,1961,1973,1976,375,174,177,178,179,241,248,249,251,272,531,382,384,357,406,555,1967,1970,2008,445,401,371,410,405,475,485,490,159,161,220,227,308,312,523,527,528,535,544,1889,1894,1905,1917,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879])). % 129.64/129.47 cnf(2104,plain, % 129.64/129.47 (E(f11(a39,f13(a39,x21041,x21042),x21042),x21041)), % 129.64/129.47 inference(rename_variables,[],[401])). % 129.64/129.47 cnf(2107,plain, % 129.64/129.47 (~P7(a1,f3(a1),f2(a1))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,399,2000,2003,400,2090,551,1949,1955,1961,1973,1976,375,174,177,178,179,241,248,249,251,272,531,382,384,357,406,555,1967,1970,2008,445,401,1932,371,410,405,2080,475,485,490,159,161,220,227,308,312,523,527,528,535,544,1889,1894,1905,1917,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893])). % 129.64/129.47 cnf(2110,plain, % 129.64/129.47 (~E(f13(a39,x21101,f3(a39)),x21101)), % 129.64/129.47 inference(rename_variables,[],[544])). % 129.64/129.47 cnf(2112,plain, % 129.64/129.47 (P6(a39,f11(a39,f2(a39),x21121),x21122)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,174,177,178,179,241,248,249,251,272,531,382,384,357,406,555,1967,1970,2008,445,401,1932,371,410,405,2080,475,485,490,159,161,220,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948])). % 129.64/129.47 cnf(2113,plain, % 129.64/129.47 (P6(a39,f11(a39,x21131,x21132),x21131)), % 129.64/129.47 inference(rename_variables,[],[400])). % 129.64/129.47 cnf(2116,plain, % 129.64/129.47 (~E(f13(a39,x21161,f3(a39)),x21161)), % 129.64/129.47 inference(rename_variables,[],[544])). % 129.64/129.47 cnf(2117,plain, % 129.64/129.47 (P6(a39,x21171,f13(a39,x21172,x21171))), % 129.64/129.47 inference(rename_variables,[],[398])). % 129.64/129.47 cnf(2120,plain, % 129.64/129.47 (P6(a39,x21201,x21201)), % 129.64/129.47 inference(rename_variables,[],[365])). % 129.64/129.47 cnf(2122,plain, % 129.64/129.47 (~P20(a39)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,531,382,384,357,406,555,1967,1970,2008,445,401,1932,371,410,405,2080,475,485,490,159,161,220,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034])). % 129.64/129.47 cnf(2123,plain, % 129.64/129.47 (~P7(a39,x21231,f2(a39))), % 129.64/129.47 inference(rename_variables,[],[542])). % 129.64/129.47 cnf(2124,plain, % 129.64/129.47 (P7(a39,x21241,f13(a39,x21241,f3(a39)))), % 129.64/129.47 inference(rename_variables,[],[406])). % 129.64/129.47 cnf(2126,plain, % 129.64/129.47 (P7(a39,x21261,f13(a39,x21261,f13(a39,f2(a39),f3(a39))))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,531,382,384,357,406,2124,555,1967,1970,2008,445,401,1932,379,371,410,405,2080,475,485,490,159,161,220,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076])). % 129.64/129.47 cnf(2128,plain, % 129.64/129.47 (P7(a39,x21281,f13(a39,x21281,f3(a39)))), % 129.64/129.47 inference(rename_variables,[],[406])). % 129.64/129.47 cnf(2130,plain, % 129.64/129.47 (P7(a39,a38,f13(a39,f13(a39,f11(a39,a38,a38),f3(a39)),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,531,382,384,357,406,2124,555,1967,1970,2008,445,1994,401,1932,379,371,410,405,2080,475,485,490,159,161,220,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091])). % 129.64/129.47 cnf(2131,plain, % 129.64/129.47 (P7(a39,x21311,f13(a39,f13(a39,x21312,x21311),f3(a39)))), % 129.64/129.47 inference(rename_variables,[],[445])). % 129.64/129.47 cnf(2133,plain, % 129.64/129.47 (~P6(a38,f13(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,531,382,384,357,406,2124,555,1967,1970,2008,445,1994,401,1932,379,371,410,405,2080,475,485,490,159,161,220,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117])). % 129.64/129.47 cnf(2136,plain, % 129.64/129.47 (~P7(a38,x21361,x21361)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2139,plain, % 129.64/129.47 (~P7(a1,x21391,x21391)), % 129.64/129.47 inference(rename_variables,[],[1801])). % 129.64/129.47 cnf(2141,plain, % 129.64/129.47 (~P7(a38,f2(a38),f13(a38,f2(a38),f2(a38)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,531,382,384,357,406,2124,555,1967,1970,2008,445,1994,401,1932,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121])). % 129.64/129.47 cnf(2142,plain, % 129.64/129.47 (~P7(a38,x21421,x21421)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2145,plain, % 129.64/129.47 (P7(a39,x21451,f13(a39,x21451,f3(a39)))), % 129.64/129.47 inference(rename_variables,[],[406])). % 129.64/129.47 cnf(2147,plain, % 129.64/129.47 (P7(a39,f35(f13(a39,f2(a39),f3(a39)),f13(a39,f2(a39),f3(a39))),f13(a39,f2(a39),f3(a39)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,531,382,384,357,406,2124,2128,2145,555,1967,1970,2008,445,1994,401,1932,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,2116,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130])). % 129.64/129.47 cnf(2148,plain, % 129.64/129.47 (P7(a39,x21481,f13(a39,x21481,f3(a39)))), % 129.64/129.47 inference(rename_variables,[],[406])). % 129.64/129.47 cnf(2149,plain, % 129.64/129.47 (~E(f13(a39,x21491,f3(a39)),x21491)), % 129.64/129.47 inference(rename_variables,[],[544])). % 129.64/129.47 cnf(2151,plain, % 129.64/129.47 (E(x21511,f13(a39,f2(a39),x21511))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,531,382,384,357,406,2124,2128,2145,555,1967,1970,2008,445,1994,2131,401,1932,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,2116,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135])). % 129.64/129.47 cnf(2152,plain, % 129.64/129.47 (P7(a39,x21521,f13(a39,f13(a39,x21522,x21521),f3(a39)))), % 129.64/129.47 inference(rename_variables,[],[445])). % 129.64/129.47 cnf(2154,plain, % 129.64/129.47 (~P7(a38,f9(a38,f13(a38,x21541,f3(a38))),x21541)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,537,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,531,382,384,357,406,2124,2128,2145,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,2116,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166])). % 129.64/129.47 cnf(2155,plain, % 129.64/129.47 (~P7(a38,f13(a38,f9(a38,x21551),f3(a38)),x21551)), % 129.64/129.47 inference(rename_variables,[],[557])). % 129.64/129.47 cnf(2157,plain, % 129.64/129.47 (P7(a39,f2(a39),f3(a39))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,531,382,384,357,406,2124,2128,2145,2148,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,2116,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189])). % 129.64/129.47 cnf(2158,plain, % 129.64/129.47 (P7(a39,x21581,f13(a39,x21581,f3(a39)))), % 129.64/129.47 inference(rename_variables,[],[406])). % 129.64/129.47 cnf(2159,plain, % 129.64/129.47 (~P7(a39,x21591,x21591)), % 129.64/129.47 inference(rename_variables,[],[537])). % 129.64/129.47 cnf(2161,plain, % 129.64/129.47 (~P7(a39,f13(a39,f13(a39,x21611,f13(a39,f3(a39),f3(a39))),x21612),x21611)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,531,382,384,357,406,2124,2128,2145,2148,2158,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,2116,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290])). % 129.64/129.47 cnf(2162,plain, % 129.64/129.47 (P7(a39,x21621,f13(a39,x21621,f3(a39)))), % 129.64/129.47 inference(rename_variables,[],[406])). % 129.64/129.47 cnf(2164,plain, % 129.64/129.47 (P7(a39,x21641,f13(a39,f13(a39,f13(a39,x21642,x21641),f3(a39)),x21643))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,2116,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370])). % 129.64/129.47 cnf(2166,plain, % 129.64/129.47 (~P6(a39,f13(a39,f13(a39,f11(a39,x21661,x21661),f3(a39)),x21661),x21661)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,2116,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375])). % 129.64/129.47 cnf(2169,plain, % 129.64/129.47 (~P6(a39,f13(a39,x21691,f3(a39)),f11(a39,f3(a39),f3(a39)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,2116,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376])). % 129.64/129.47 cnf(2170,plain, % 129.64/129.47 (P6(a39,x21701,x21701)), % 129.64/129.47 inference(rename_variables,[],[365])). % 129.64/129.47 cnf(2172,plain, % 129.64/129.47 (~P27(a39)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,2116,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530])). % 129.64/129.47 cnf(2173,plain, % 129.64/129.47 (P7(a39,x21731,f13(a39,x21731,f3(a39)))), % 129.64/129.47 inference(rename_variables,[],[406])). % 129.64/129.47 cnf(2176,plain, % 129.64/129.47 (~E(f13(a38,f30(f30(f12(a38),x21761),x21762),f13(a39,f13(a38,f30(f30(f12(a38),f11(a38,x21763,x21761)),x21762),x21764),f3(a39))),f13(a38,f30(f30(f12(a38),x21763),x21762),x21764))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,231,308,312,523,527,528,535,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660])). % 129.64/129.47 cnf(2177,plain, % 129.64/129.47 (~E(f13(a39,x21771,f3(a39)),x21771)), % 129.64/129.47 inference(rename_variables,[],[544])). % 129.64/129.47 cnf(2179,plain, % 129.64/129.47 (~E(f13(a1,f30(f30(f12(a1),x21791),x21792),f30(f30(f12(a1),f11(a1,x21791,x21793)),x21792)),f13(a1,f30(f30(f12(a1),x21793),x21792),a15))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,485,490,143,159,161,220,221,227,231,232,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661])). % 129.64/129.47 cnf(2182,plain, % 129.64/129.47 (E(f13(a39,f30(f30(f12(a39),x21821),x21822),x21823),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x21821,x21821),x21821)),x21822),x21823))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,485,490,143,159,161,220,221,227,231,232,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662])). % 129.64/129.47 cnf(2183,plain, % 129.64/129.47 (E(f13(a39,f30(f30(f12(a39),x21831),x21832),f13(a39,f30(f30(f12(a39),x21833),x21832),x21834)),f13(a39,f30(f30(f12(a39),f13(a39,x21831,x21833)),x21832),x21834))), % 129.64/129.47 inference(rename_variables,[],[474])). % 129.64/129.47 cnf(2184,plain, % 129.64/129.47 (P6(a39,x21841,f13(a39,x21842,x21841))), % 129.64/129.47 inference(rename_variables,[],[398])). % 129.64/129.47 cnf(2186,plain, % 129.64/129.47 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x21861),f13(a39,f30(f30(f12(a39),f2(a39)),x21861),x21862)),x21862)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663])). % 129.64/129.47 cnf(2189,plain, % 129.64/129.47 (~E(x21891,f13(a38,f30(f30(f12(a38),f11(a38,x21892,x21893)),x21894),f13(a39,f13(a38,f30(f30(f12(a38),f11(a38,x21893,x21892)),x21894),x21891),f3(a39))))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680])). % 129.64/129.47 cnf(2191,plain, % 129.64/129.47 (~E(f13(a38,f30(f30(f12(a38),f11(a38,x21911,x21912)),x21913),f13(a39,f13(a38,f30(f30(f12(a38),f11(a38,x21912,x21911)),x21913),x21914),f3(a39))),x21914)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681])). % 129.64/129.47 cnf(2193,plain, % 129.64/129.47 (~E(x21931,f13(a39,f30(f30(f12(a39),f11(a39,x21932,x21932)),x21933),f13(a39,f13(a39,f30(f30(f12(a39),x21932),x21933),x21931),f3(a39))))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,2170,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682])). % 129.64/129.47 cnf(2195,plain, % 129.64/129.47 (~E(f13(a39,f30(f30(f12(a39),f11(a39,x21951,x21951)),x21952),f13(a39,f13(a39,f30(f30(f12(a39),x21951),x21952),x21953),f3(a39))),x21953)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,2170,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683])). % 129.64/129.47 cnf(2199,plain, % 129.64/129.47 (P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f2(a39))),x21991),x21992),x21992)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,1801,364,2023,2041,365,2120,2170,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694])). % 129.64/129.47 cnf(2200,plain, % 129.64/129.47 (P6(a39,x22001,x22001)), % 129.64/129.47 inference(rename_variables,[],[365])). % 129.64/129.47 cnf(2201,plain, % 129.64/129.47 (P6(a39,f2(a39),x22011)), % 129.64/129.47 inference(rename_variables,[],[375])). % 129.64/129.47 cnf(2203,plain, % 129.64/129.47 (~P7(a38,f13(a38,f30(f30(f12(a38),x22031),x22032),f13(a38,f30(f30(f12(a38),f11(a38,x22033,x22031)),x22032),x22034)),f13(a38,f30(f30(f12(a38),x22033),x22032),x22034))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,1801,364,2023,2041,365,2120,2170,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696])). % 129.64/129.47 cnf(2204,plain, % 129.64/129.47 (~P7(a38,x22041,x22041)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2206,plain, % 129.64/129.47 (~P7(a38,f13(a38,f30(f30(f12(a38),x22061),x22062),x22063),f13(a38,f30(f30(f12(a38),x22064),x22062),f13(a38,f30(f30(f12(a38),f11(a38,x22061,x22064)),x22062),x22063)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,1801,364,2023,2041,365,2120,2170,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698])). % 129.64/129.47 cnf(2207,plain, % 129.64/129.47 (~P7(a38,x22071,x22071)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2209,plain, % 129.64/129.47 (~P6(a39,f13(a39,f13(a39,f30(f30(f12(a39),x22091),x22092),x22093),f3(a39)),f13(a39,f30(f30(f12(a39),f11(a39,x22091,x22091)),x22092),x22093))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,1801,364,2023,2041,365,2120,2170,2200,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699])). % 129.64/129.47 cnf(2211,plain, % 129.64/129.47 (~P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,x22111,x22111)),x22112),f13(a39,f13(a39,f30(f30(f12(a39),x22111),x22112),x22113),f3(a39))),x22113)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,1801,364,2023,2041,365,2120,2170,2200,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700])). % 129.64/129.47 cnf(2213,plain, % 129.64/129.47 (~P7(a38,x22131,f13(a38,f30(f30(f12(a38),f11(a38,x22132,x22132)),x22133),x22131))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,1801,364,2023,2041,365,2120,2170,2200,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702])). % 129.64/129.47 cnf(2214,plain, % 129.64/129.47 (~P7(a38,x22141,x22141)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2216,plain, % 129.64/129.47 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x22161,x22161)),x22162),x22163),x22163)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,365,2120,2170,2200,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704])). % 129.64/129.47 cnf(2217,plain, % 129.64/129.47 (~P7(a38,x22171,x22171)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2219,plain, % 129.64/129.47 (P6(f41(x22191,a38),x22192,x22192)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,475,474,2183,485,490,143,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716])). % 129.64/129.47 cnf(2220,plain, % 129.64/129.47 (P6(a38,x22201,x22201)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2222,plain, % 129.64/129.47 (P6(a1,f2(a1),f9(a1,x22221))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770])). % 129.64/129.47 cnf(2226,plain, % 129.64/129.47 (~E(f13(a39,x22261,f3(a39)),x22261)), % 129.64/129.47 inference(rename_variables,[],[544])). % 129.64/129.47 cnf(2227,plain, % 129.64/129.47 (P1(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60])). % 129.64/129.47 cnf(2228,plain, % 129.64/129.47 (P7(f13(a39,f30(f30(f12(a39),f11(a39,a38,a38)),x22281),a1),f2(a1),f3(a1))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61])). % 129.64/129.47 cnf(2229,plain, % 129.64/129.47 (~E(x22291,f13(a39,f13(a39,x22292,x22291),f3(a39)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62])). % 129.64/129.47 cnf(2230,plain, % 129.64/129.47 (~P7(a39,x22301,x22301)), % 129.64/129.47 inference(rename_variables,[],[537])). % 129.64/129.47 cnf(2231,plain, % 129.64/129.47 (~E(f13(a39,f13(a39,x22311,x22312),f3(a39)),x22311)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63])). % 129.64/129.47 cnf(2232,plain, % 129.64/129.47 (P7(a39,x22321,f13(a39,f13(a39,x22321,x22322),f3(a39)))), % 129.64/129.47 inference(rename_variables,[],[446])). % 129.64/129.47 cnf(2233,plain, % 129.64/129.47 (P19(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,174,177,178,179,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70])). % 129.64/129.47 cnf(2234,plain, % 129.64/129.47 (P48(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,177,178,179,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71])). % 129.64/129.47 cnf(2235,plain, % 129.64/129.47 (P33(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,177,178,179,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72])). % 129.64/129.47 cnf(2236,plain, % 129.64/129.47 (P34(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,177,178,179,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81])). % 129.64/129.47 cnf(2237,plain, % 129.64/129.47 (P49(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,177,178,179,234,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83])). % 129.64/129.47 cnf(2238,plain, % 129.64/129.47 (P32(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,177,178,179,234,241,244,248,249,251,272,273,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87])). % 129.64/129.47 cnf(2239,plain, % 129.64/129.47 (P55(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89])). % 129.64/129.47 cnf(2240,plain, % 129.64/129.47 (P24(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90])). % 129.64/129.47 cnf(2241,plain, % 129.64/129.47 (P31(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100])). % 129.64/129.47 cnf(2242,plain, % 129.64/129.47 (~P20(f18(a1,a39))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107])). % 129.64/129.47 cnf(2243,plain, % 129.64/129.47 (E(f18(a1,x22431),x22431)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2244,plain, % 129.64/129.47 (~P27(f18(a1,a39))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64])). % 129.64/129.47 cnf(2245,plain, % 129.64/129.47 (E(f18(a1,x22451),x22451)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2246,plain, % 129.64/129.47 (P18(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,159,161,220,221,227,231,232,296,308,312,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68])). % 129.64/129.47 cnf(2247,plain, % 129.64/129.47 (P8(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,159,161,220,221,227,231,232,296,308,312,320,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69])). % 129.64/129.47 cnf(2248,plain, % 129.64/129.47 (P37(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,159,161,220,221,227,231,232,278,296,308,312,320,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73])). % 129.64/129.47 cnf(2249,plain, % 129.64/129.47 (P47(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,159,161,220,221,227,231,232,278,296,308,312,320,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74])). % 129.64/129.47 cnf(2250,plain, % 129.64/129.47 (P4(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,159,161,220,221,227,231,232,278,296,308,312,314,320,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75])). % 129.64/129.47 cnf(2251,plain, % 129.64/129.47 (P59(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,159,161,220,221,227,231,232,278,296,308,312,314,320,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76])). % 129.64/129.47 cnf(2252,plain, % 129.64/129.47 (P9(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,159,161,220,221,227,231,232,278,296,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77])). % 129.64/129.47 cnf(2253,plain, % 129.64/129.47 (P28(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,159,161,220,221,227,231,232,278,296,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78])). % 129.64/129.47 cnf(2254,plain, % 129.64/129.47 (P52(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,159,161,200,220,221,227,231,232,278,296,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79])). % 129.64/129.47 cnf(2255,plain, % 129.64/129.47 (P44(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,159,161,200,220,221,227,231,232,278,296,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80])). % 129.64/129.47 cnf(2256,plain, % 129.64/129.47 (P29(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,200,220,221,227,231,232,278,296,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82])). % 129.64/129.47 cnf(2257,plain, % 129.64/129.47 (P61(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,200,220,221,227,231,232,278,296,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84])). % 129.64/129.47 cnf(2258,plain, % 129.64/129.47 (P23(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,200,220,221,227,228,231,232,278,296,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85])). % 129.64/129.47 cnf(2259,plain, % 129.64/129.47 (P41(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,200,220,221,227,228,231,232,278,296,304,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86])). % 129.64/129.47 cnf(2260,plain, % 129.64/129.47 (P68(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,200,220,221,227,228,231,232,278,296,304,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88])). % 129.64/129.47 cnf(2261,plain, % 129.64/129.47 (P38(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,200,220,221,227,228,231,232,278,282,296,304,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91])). % 129.64/129.47 cnf(2262,plain, % 129.64/129.47 (P51(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,200,220,221,227,228,231,232,278,282,296,304,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92])). % 129.64/129.47 cnf(2263,plain, % 129.64/129.47 (P45(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,200,220,221,227,228,231,232,278,282,296,304,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93])). % 129.64/129.47 cnf(2264,plain, % 129.64/129.47 (P39(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,200,220,221,227,228,231,232,278,282,284,296,304,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94])). % 129.64/129.47 cnf(2265,plain, % 129.64/129.47 (~P15(f18(a1,a39))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,200,220,221,227,228,231,232,278,282,284,296,304,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95])). % 129.64/129.47 cnf(2266,plain, % 129.64/129.47 (E(f18(a1,x22661),x22661)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2267,plain, % 129.64/129.47 (P30(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,200,220,221,227,228,231,232,278,282,284,296,304,308,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96])). % 129.64/129.47 cnf(2268,plain, % 129.64/129.47 (P42(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,200,220,221,227,228,231,232,278,282,284,296,304,308,310,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97])). % 129.64/129.47 cnf(2269,plain, % 129.64/129.47 (P2(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,200,220,221,227,228,231,232,278,282,284,296,304,308,310,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99])). % 129.64/129.47 cnf(2270,plain, % 129.64/129.47 (P35(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,200,220,221,227,228,231,232,278,282,284,296,304,308,310,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101])). % 129.64/129.47 cnf(2271,plain, % 129.64/129.47 (P67(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,220,221,227,228,231,232,278,282,284,296,304,308,310,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102])). % 129.64/129.47 cnf(2272,plain, % 129.64/129.47 (P57(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,204,220,221,227,228,231,232,278,282,284,296,304,308,310,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103])). % 129.64/129.47 cnf(2273,plain, % 129.64/129.47 (P36(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,204,220,221,222,227,228,231,232,278,282,284,296,304,308,310,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104])). % 129.64/129.47 cnf(2274,plain, % 129.64/129.47 (P25(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,204,220,221,222,227,228,231,232,275,278,282,284,296,304,308,310,312,314,320,321,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105])). % 129.64/129.47 cnf(2275,plain, % 129.64/129.47 (P54(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,204,220,221,222,227,228,231,232,275,278,282,284,296,304,308,310,312,314,320,321,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106])). % 129.64/129.47 cnf(2276,plain, % 129.64/129.47 (P5(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,204,220,221,222,227,228,231,232,275,278,282,284,296,304,308,310,312,314,316,320,321,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108])). % 129.64/129.47 cnf(2277,plain, % 129.64/129.47 (P26(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,204,220,221,222,227,228,231,232,275,278,282,284,296,304,308,310,312,314,316,320,321,328,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109])). % 129.64/129.47 cnf(2278,plain, % 129.64/129.47 (P60(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,204,220,221,222,227,228,231,232,275,278,282,284,293,296,304,308,310,312,314,316,320,321,328,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110])). % 129.64/129.47 cnf(2279,plain, % 129.64/129.47 (P63(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,204,220,221,222,227,228,231,232,275,278,282,284,293,296,298,304,308,310,312,314,316,320,321,328,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111])). % 129.64/129.47 cnf(2280,plain, % 129.64/129.47 (P13(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,204,220,221,222,227,228,231,232,260,275,278,282,284,293,296,298,304,308,310,312,314,316,320,321,328,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112])). % 129.64/129.47 cnf(2281,plain, % 129.64/129.47 (P43(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,204,220,221,222,227,228,231,232,260,275,278,282,284,289,293,296,298,304,308,310,312,314,316,320,321,328,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113])). % 129.64/129.47 cnf(2282,plain, % 129.64/129.47 (P10(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,196,200,204,216,220,221,222,227,228,231,232,260,275,278,282,284,289,293,296,298,304,308,310,312,314,316,320,321,328,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114])). % 129.64/129.47 cnf(2283,plain, % 129.64/129.47 (P22(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,216,220,221,222,227,228,231,232,260,275,278,282,284,289,293,296,298,304,308,310,312,314,316,320,321,328,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115])). % 129.64/129.47 cnf(2284,plain, % 129.64/129.47 (P40(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,216,220,221,222,227,228,231,232,260,275,278,282,284,289,293,296,298,304,308,310,312,314,316,318,320,321,328,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116])). % 129.64/129.47 cnf(2285,plain, % 129.64/129.47 (P16(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,260,275,278,282,284,289,293,296,298,304,308,310,312,314,316,318,320,321,328,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117])). % 129.64/129.47 cnf(2286,plain, % 129.64/129.47 (P17(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,260,275,278,282,284,289,293,296,298,304,308,310,312,314,316,318,320,321,328,331,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118])). % 129.64/129.47 cnf(2287,plain, % 129.64/129.47 (P56(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,260,275,278,282,284,289,293,296,298,304,308,310,312,314,316,318,320,321,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119])). % 129.64/129.47 cnf(2288,plain, % 129.64/129.47 (P53(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,260,275,278,280,282,284,289,293,296,298,304,308,310,312,314,316,318,320,321,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120])). % 129.64/129.47 cnf(2289,plain, % 129.64/129.47 (P66(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,260,275,278,280,282,284,286,289,293,296,298,304,308,310,312,314,316,318,320,321,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121])). % 129.64/129.47 cnf(2290,plain, % 129.64/129.47 (~P3(f18(a1,a39))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,260,275,278,280,282,284,286,289,293,296,298,304,308,310,312,314,316,318,320,321,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122])). % 129.64/129.47 cnf(2291,plain, % 129.64/129.47 (E(f18(a1,x22911),x22911)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2292,plain, % 129.64/129.47 (P64(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,260,275,278,280,282,284,286,289,293,296,298,304,306,308,310,312,314,316,318,320,321,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123])). % 129.64/129.47 cnf(2293,plain, % 129.64/129.47 (P11(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,252,260,275,278,280,282,284,286,289,293,296,298,304,306,308,310,312,314,316,318,320,321,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124])). % 129.64/129.47 cnf(2294,plain, % 129.64/129.47 (P46(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,252,260,275,278,280,282,284,286,289,293,296,298,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125])). % 129.64/129.47 cnf(2295,plain, % 129.64/129.47 (P62(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,252,260,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126])). % 129.64/129.47 cnf(2296,plain, % 129.64/129.47 (P14(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,252,260,264,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127])). % 129.64/129.47 cnf(2297,plain, % 129.64/129.47 (P65(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,236,252,260,264,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128])). % 129.64/129.47 cnf(2298,plain, % 129.64/129.47 (P12(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,236,252,256,260,264,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129])). % 129.64/129.47 cnf(2299,plain, % 129.64/129.47 (P21(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,212,216,220,221,222,227,228,231,232,236,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130])). % 129.64/129.47 cnf(2300,plain, % 129.64/129.47 (P69(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,227,228,231,232,236,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131])). % 129.64/129.47 cnf(2301,plain, % 129.64/129.47 (P58(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132])). % 129.64/129.47 cnf(2302,plain, % 129.64/129.47 (P50(f13(a39,f11(a39,a38,a38),a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133])). % 129.64/129.47 cnf(2303,plain, % 129.64/129.47 (P6(a38,f2(a1),a14)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769])). % 129.64/129.47 cnf(2305,plain, % 129.64/129.47 (~P6(a1,f11(a1,a14,a15),a14)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,360,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,185,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096])). % 129.64/129.47 cnf(2306,plain, % 129.64/129.47 (E(f11(a1,x23061,a14),x23061)), % 129.64/129.47 inference(rename_variables,[],[361])). % 129.64/129.47 cnf(2309,plain, % 129.64/129.47 (E(f18(a1,x23091),x23091)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2310,plain, % 129.64/129.47 (~E(f13(a39,x23101,f3(a39)),x23101)), % 129.64/129.47 inference(rename_variables,[],[544])). % 129.64/129.47 cnf(2313,plain, % 129.64/129.47 (E(f18(a1,x23131),x23131)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2316,plain, % 129.64/129.47 (E(f18(a1,x23161),x23161)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2318,plain, % 129.64/129.47 (~E(f25(a38,x23181,f18(a1,f2(a38))),f3(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,360,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,185,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742])). % 129.64/129.47 cnf(2319,plain, % 129.64/129.47 (E(f18(a1,x23191),x23191)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2321,plain, % 129.64/129.47 (~P6(a38,a27,f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,360,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,375,2099,542,2123,156,174,176,177,178,179,185,234,241,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815])). % 129.64/129.47 cnf(2323,plain, % 129.64/129.47 (~P6(a39,f13(a39,f13(a39,f2(a39),f3(a39)),f13(a39,f2(a39),f3(a39))),f13(a39,f2(a39),f3(a39)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,360,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,375,2099,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817])). % 129.64/129.47 cnf(2332,plain, % 129.64/129.47 (E(x23321,f25(a38,f30(f30(f12(a38),f3(a38)),x23321),f3(a38)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,360,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,552,375,2099,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843])). % 129.64/129.47 cnf(2333,plain, % 129.64/129.47 (E(f30(f30(f12(a38),x23331),x23332),f30(f30(f12(a38),x23332),x23331))), % 129.64/129.47 inference(rename_variables,[],[387])). % 129.64/129.47 cnf(2335,plain, % 129.64/129.47 (E(f25(a38,f18(a1,f30(f30(f12(a38),x23351),f3(a38))),f3(a38)),x23351)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,360,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,552,375,2099,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845])). % 129.64/129.47 cnf(2336,plain, % 129.64/129.47 (E(f18(a1,x23361),x23361)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2338,plain, % 129.64/129.47 (E(f25(a38,f13(a1,f30(f30(f12(a38),x23381),f3(a38)),a14),f3(a38)),x23381)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,360,2054,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,552,375,2099,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846])). % 129.64/129.47 cnf(2339,plain, % 129.64/129.47 (E(f13(a1,x23391,a14),x23391)), % 129.64/129.47 inference(rename_variables,[],[360])). % 129.64/129.47 cnf(2341,plain, % 129.64/129.47 (~E(f25(a38,f13(a39,f30(f30(f12(a38),x23411),f3(a38)),f3(a39)),f3(a38)),x23411)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,360,2054,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,552,375,2099,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848])). % 129.64/129.47 cnf(2342,plain, % 129.64/129.47 (~E(f13(a39,x23421,f3(a39)),x23421)), % 129.64/129.47 inference(rename_variables,[],[544])). % 129.64/129.47 cnf(2344,plain, % 129.64/129.47 (~E(f25(a38,f13(a1,f3(a1),f30(f30(f12(a38),x23441),f3(a38))),f3(a38)),x23441)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,360,2054,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,552,375,2099,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849])). % 129.64/129.47 cnf(2346,plain, % 129.64/129.47 (~E(x23461,f25(a38,f13(a39,f13(a39,x23462,f30(f30(f12(a38),x23461),f3(a38))),f3(a39)),f3(a38)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,360,2054,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,552,375,2099,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850])). % 129.64/129.47 cnf(2350,plain, % 129.64/129.47 (E(f18(a1,x23501),x23501)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2353,plain, % 129.64/129.47 (E(f18(a1,x23531),x23531)), % 129.64/129.47 inference(rename_variables,[],[341])). % 129.64/129.47 cnf(2357,plain, % 129.64/129.47 (P6(a39,f2(a39),x23571)), % 129.64/129.47 inference(rename_variables,[],[375])). % 129.64/129.47 cnf(2359,plain, % 129.64/129.47 (P6(a38,f2(a38),f18(a38,a14))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,366,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,2333,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911])). % 129.64/129.47 cnf(2360,plain, % 129.64/129.47 (P6(a1,x23601,x23601)), % 129.64/129.47 inference(rename_variables,[],[366])). % 129.64/129.47 cnf(2362,plain, % 129.64/129.47 (P6(a38,f18(a38,a14),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,2333,475,474,2183,485,490,135,139,143,144,145,149,153,159,161,163,167,170,180,186,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913])). % 129.64/129.47 cnf(2363,plain, % 129.64/129.47 (P6(a1,x23631,x23631)), % 129.64/129.47 inference(rename_variables,[],[366])). % 129.64/129.47 cnf(2366,plain, % 129.64/129.47 (E(f11(a1,x23661,a14),x23661)), % 129.64/129.47 inference(rename_variables,[],[361])). % 129.64/129.47 cnf(2368,plain, % 129.64/129.47 (~P6(a38,f18(a38,f11(a1,a14,a15)),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929])). % 129.64/129.47 cnf(2370,plain, % 129.64/129.47 (~P7(a38,f18(a38,a14),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,2139,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930])). % 129.64/129.47 cnf(2371,plain, % 129.64/129.47 (~P7(a1,x23711,x23711)), % 129.64/129.47 inference(rename_variables,[],[1801])). % 129.64/129.47 cnf(2373,plain, % 129.64/129.47 (~P7(a38,f2(a38),f18(a38,a14))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,2139,2371,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,398,1988,1991,2117,399,2000,2003,400,2090,2098,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932])). % 129.64/129.47 cnf(2374,plain, % 129.64/129.47 (~P7(a1,x23741,x23741)), % 129.64/129.47 inference(rename_variables,[],[1801])). % 129.64/129.47 cnf(2376,plain, % 129.64/129.47 (P7(a39,f11(a39,x23761,x23762),f13(a39,x23761,f3(a39)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,2139,2371,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,398,1988,1991,2117,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,542,2123,156,174,176,177,178,179,185,234,241,242,244,248,249,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,401,1932,557,379,371,538,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969])). % 129.64/129.47 cnf(2380,plain, % 129.64/129.47 (~P7(a1,x23801,x23801)), % 129.64/129.47 inference(rename_variables,[],[1801])). % 129.64/129.47 cnf(2382,plain, % 129.64/129.47 (P7(a39,x23821,f13(a39,f13(a39,f13(a39,x23821,f3(a39)),x23822),f3(a39)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,1801,2139,2371,2374,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,398,1988,1991,2117,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,557,379,371,538,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971])). % 129.64/129.47 cnf(2386,plain, % 129.64/129.47 (~P7(a38,x23861,x23861)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2389,plain, % 129.64/129.47 (~P7(a38,x23891,x23891)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2391,plain, % 129.64/129.47 (~P7(a38,f13(a38,f3(a38),f9(a38,x23911)),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,1801,2139,2371,2374,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,398,1988,1991,2117,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,557,379,371,538,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974])). % 129.64/129.47 cnf(2392,plain, % 129.64/129.47 (~P7(a38,x23921,x23921)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2394,plain, % 129.64/129.47 (~P6(a38,f18(a38,a14),f18(a38,a15))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,1801,2139,2371,2374,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,398,1988,1991,2117,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,557,379,371,538,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976])). % 129.64/129.47 cnf(2398,plain, % 129.64/129.47 (~P7(a1,f11(a1,x23981,x23981),a14)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,1801,2139,2371,2374,2380,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,557,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098])). % 129.64/129.47 cnf(2403,plain, % 129.64/129.47 (P6(a39,x24031,f13(a39,x24032,x24031))), % 129.64/129.47 inference(rename_variables,[],[398])). % 129.64/129.47 cnf(2405,plain, % 129.64/129.47 (~P6(a39,f13(a39,f13(a39,f13(a39,x24051,f13(a39,f3(a39),f3(a39))),x24052),f3(a39)),x24051)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,1801,2139,2371,2374,2380,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151])). % 129.64/129.47 cnf(2406,plain, % 129.64/129.47 (P6(a39,f2(a39),x24061)), % 129.64/129.47 inference(rename_variables,[],[375])). % 129.64/129.47 cnf(2408,plain, % 129.64/129.47 (~P6(a39,f13(a39,f13(a39,f13(a39,f2(a39),f13(a39,f3(a39),f3(a39))),x24081),f3(a39)),f13(a39,f3(a39),f3(a39)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,1801,2139,2371,2374,2380,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152])). % 129.64/129.47 cnf(2409,plain, % 129.64/129.47 (P6(a39,x24091,x24091)), % 129.64/129.47 inference(rename_variables,[],[365])). % 129.64/129.47 cnf(2411,plain, % 129.64/129.47 (~P7(a38,f13(a38,a27,x24111),x24111)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,1801,2139,2371,2374,2380,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153])). % 129.64/129.47 cnf(2412,plain, % 129.64/129.47 (~P7(a38,x24121,x24121)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2414,plain, % 129.64/129.47 (~P6(a38,f13(a38,a27,x24141),x24141)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,1801,2139,2371,2374,2380,364,2023,2041,2047,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154])). % 129.64/129.47 cnf(2415,plain, % 129.64/129.47 (~P7(a38,x24151,x24151)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2417,plain, % 129.64/129.47 (~P7(a38,f13(a38,f2(a38),x24171),x24171)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,365,2120,2170,2200,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155])). % 129.64/129.47 cnf(2418,plain, % 129.64/129.47 (~P7(a38,x24181,x24181)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2419,plain, % 129.64/129.47 (P6(a38,x24191,x24191)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2421,plain, % 129.64/129.47 (~P6(a39,f13(a39,x24211,f3(a39)),f2(a39))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202])). % 129.64/129.47 cnf(2424,plain, % 129.64/129.47 (~P7(a38,f30(f30(f12(a38),f11(a38,x24241,x24241)),x24242),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203])). % 129.64/129.47 cnf(2425,plain, % 129.64/129.47 (P6(a38,x24251,x24251)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2427,plain, % 129.64/129.47 (~P6(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232])). % 129.64/129.47 cnf(2430,plain, % 129.64/129.47 (~P7(a38,x24301,x24301)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2433,plain, % 129.64/129.47 (~P7(a38,x24331,x24331)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2436,plain, % 129.64/129.47 (~P7(a38,f13(a38,f9(a38,x24361),f3(a38)),x24361)), % 129.64/129.47 inference(rename_variables,[],[557])). % 129.64/129.47 cnf(2437,plain, % 129.64/129.47 (~P7(a38,x24371,x24371)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2440,plain, % 129.64/129.47 (~P7(a38,x24401,x24401)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2442,plain, % 129.64/129.47 (~P7(a38,f2(a38),f25(a38,f2(a38),x24421))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241])). % 129.64/129.47 cnf(2443,plain, % 129.64/129.47 (~P7(a38,x24431,x24431)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2445,plain, % 129.64/129.47 (~P7(a38,f25(a38,x24451,f2(a38)),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244])). % 129.64/129.47 cnf(2446,plain, % 129.64/129.47 (~P7(a38,x24461,x24461)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2448,plain, % 129.64/129.47 (~P7(a38,f25(a38,f2(a38),x24481),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245])). % 129.64/129.47 cnf(2449,plain, % 129.64/129.47 (~P7(a38,x24491,x24491)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2453,plain, % 129.64/129.47 (~P6(a39,f13(a39,f13(a39,f2(a39),f13(a39,f3(a39),f3(a39))),x24531),f2(a39))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310])). % 129.64/129.47 cnf(2454,plain, % 129.64/129.47 (P6(a39,x24541,f13(a39,x24542,x24541))), % 129.64/129.47 inference(rename_variables,[],[398])). % 129.64/129.47 cnf(2456,plain, % 129.64/129.47 (~P6(a39,f13(a39,x24561,f13(a39,f13(a39,x24562,f3(a39)),x24563)),x24563)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311])). % 129.64/129.47 cnf(2458,plain, % 129.64/129.47 (~P6(a38,f9(a38,f13(a38,x24581,f17(f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),x24581)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312])). % 129.64/129.47 cnf(2459,plain, % 129.64/129.47 (~P7(a38,f13(a38,f9(a38,x24591),f3(a38)),x24591)), % 129.64/129.47 inference(rename_variables,[],[557])). % 129.64/129.47 cnf(2462,plain, % 129.64/129.47 (~P7(a38,f13(a38,f9(a38,x24621),f3(a38)),x24621)), % 129.64/129.47 inference(rename_variables,[],[557])). % 129.64/129.47 cnf(2464,plain, % 129.64/129.47 (P6(a38,x24641,f25(a38,f30(f30(f12(a38),x24641),a27),a27))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,2425,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392])). % 129.64/129.47 cnf(2465,plain, % 129.64/129.47 (P6(a38,x24651,x24651)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2467,plain, % 129.64/129.47 (P6(a38,x24671,f25(a38,f9(a38,f30(f30(f12(a38),x24671),a27)),a27))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,2425,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394])). % 129.64/129.47 cnf(2469,plain, % 129.64/129.47 (P6(a38,f25(a38,f30(f30(f12(a38),x24691),a27),a27),x24691)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,2425,2465,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400])). % 129.64/129.47 cnf(2470,plain, % 129.64/129.47 (P6(a38,x24701,x24701)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2472,plain, % 129.64/129.47 (P6(a38,f25(a38,f25(a38,f30(f30(f12(a38),f30(f30(f12(a38),x24721),a27)),a27),a27),a27),x24721)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,2425,2465,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402])). % 129.64/129.47 cnf(2474,plain, % 129.64/129.47 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x24741),a27)),a27),x24741)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,2425,2465,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414])). % 129.64/129.47 cnf(2476,plain, % 129.64/129.47 (~P7(a38,f25(a38,f30(f30(f12(a38),x24761),a27),a27),x24761)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,2425,2465,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416])). % 129.64/129.47 cnf(2477,plain, % 129.64/129.47 (~P7(a38,x24771,x24771)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2479,plain, % 129.64/129.47 (~P7(a38,f25(a38,f13(a38,f9(a38,f30(f30(f12(a38),x24791),a27)),f3(a38)),a27),x24791)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,2425,2465,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417])). % 129.64/129.47 cnf(2480,plain, % 129.64/129.47 (~P7(a38,f13(a38,f9(a38,x24801),f3(a38)),x24801)), % 129.64/129.47 inference(rename_variables,[],[557])). % 129.64/129.47 cnf(2482,plain, % 129.64/129.47 (~P7(a38,x24821,f25(a38,f30(f30(f12(a38),x24821),a27),a27))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,2425,2465,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422])). % 129.64/129.47 cnf(2483,plain, % 129.64/129.47 (~P7(a38,x24831,x24831)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2485,plain, % 129.64/129.47 (~P7(a38,x24851,f25(a38,f13(a38,f30(f30(f12(a38),f11(a38,x24852,x24852)),x24853),f30(f30(f12(a38),x24851),a27)),a27))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,1801,2139,2371,2374,2380,364,2023,2041,2047,2220,2419,2425,2465,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423])). % 129.64/129.47 cnf(2488,plain, % 129.64/129.47 (~P7(a1,x24881,x24881)), % 129.64/129.47 inference(rename_variables,[],[1801])). % 129.64/129.47 cnf(2490,plain, % 129.64/129.47 (~P7(a38,f3(a38),f18(a38,f13(a1,f13(a1,f3(a1),a14),a14)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,365,2120,2170,2200,2409,366,2360,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431])). % 129.64/129.47 cnf(2493,plain, % 129.64/129.47 (P6(a38,f3(a38),f18(a38,f13(a1,f13(a1,f3(a1),a14),a14)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,365,2120,2170,2200,2409,366,2360,2363,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550])). % 129.64/129.47 cnf(2494,plain, % 129.64/129.47 (P6(a1,x24941,x24941)), % 129.64/129.47 inference(rename_variables,[],[366])). % 129.64/129.47 cnf(2496,plain, % 129.64/129.47 (P6(a38,f18(a38,f13(a1,f13(a1,f3(a1),a14),a14)),f3(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552])). % 129.64/129.47 cnf(2499,plain, % 129.64/129.47 (~P7(a38,f11(a38,f3(a38),f9(a38,f11(a38,f2(a38),f3(a38)))),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635])). % 129.64/129.47 cnf(2500,plain, % 129.64/129.47 (~P7(a38,x25001,x25001)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2504,plain, % 129.64/129.47 (P6(a39,f2(a39),x25041)), % 129.64/129.47 inference(rename_variables,[],[375])). % 129.64/129.47 cnf(2505,plain, % 129.64/129.47 (P6(a39,x25051,f13(a39,x25052,x25051))), % 129.64/129.47 inference(rename_variables,[],[398])). % 129.64/129.47 cnf(2509,plain, % 129.64/129.47 (P6(a39,f2(a39),x25091)), % 129.64/129.47 inference(rename_variables,[],[375])). % 129.64/129.47 cnf(2512,plain, % 129.64/129.47 (~P7(a38,x25121,x25121)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2515,plain, % 129.64/129.47 (P6(a38,f25(a38,x25151,f2(a38)),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230])). % 129.64/129.47 cnf(2516,plain, % 129.64/129.47 (~P7(a38,x25161,x25161)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2517,plain, % 129.64/129.47 (P6(a38,x25171,x25171)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2519,plain, % 129.64/129.47 (~P7(a38,f2(a38),f25(a38,x25191,f17(f2(a38))))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231])). % 129.64/129.47 cnf(2520,plain, % 129.64/129.47 (~P7(a38,x25201,x25201)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2522,plain, % 129.64/129.47 (P6(a38,f25(a38,x25221,f17(f2(a38))),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298])). % 129.64/129.47 cnf(2523,plain, % 129.64/129.47 (P6(a38,x25231,x25231)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2527,plain, % 129.64/129.47 (P6(a38,f2(a38),f25(a38,x25271,f2(a38)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300])). % 129.64/129.47 cnf(2528,plain, % 129.64/129.47 (~P7(a38,x25281,x25281)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2529,plain, % 129.64/129.47 (P6(a38,x25291,x25291)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2531,plain, % 129.64/129.47 (~P7(a38,f25(a38,x25311,f17(f2(a38))),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301])). % 129.64/129.47 cnf(2532,plain, % 129.64/129.47 (~P7(a38,x25321,x25321)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2536,plain, % 129.64/129.47 (~E(f13(a39,x25361,f3(a39)),x25361)), % 129.64/129.47 inference(rename_variables,[],[544])). % 129.64/129.47 cnf(2539,plain, % 129.64/129.47 (P6(a38,x25391,x25391)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2540,plain, % 129.64/129.47 (~P7(a38,x25401,x25401)), % 129.64/129.47 inference(rename_variables,[],[1799])). % 129.64/129.47 cnf(2543,plain, % 129.64/129.47 (P6(a38,x25431,x25431)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2546,plain, % 129.64/129.47 (P6(a38,f9(a38,f18(a1,f2(a38))),f25(a38,f30(f30(f12(a38),f9(a38,f18(a1,f2(a38)))),x25461),x25461))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598])). % 129.64/129.47 cnf(2547,plain, % 129.64/129.47 (P6(a38,x25471,x25471)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2548,plain, % 129.64/129.47 (P6(a38,x25481,x25481)), % 129.64/129.47 inference(rename_variables,[],[364])). % 129.64/129.47 cnf(2550,plain, % 129.64/129.47 (P6(a38,f25(a38,f30(f30(f12(a38),f2(a38)),x25501),x25501),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,186,194,196,200,204,208,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603])). % 129.64/129.47 cnf(2566,plain, % 129.64/129.47 (~E(a27,f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562])). % 129.64/129.47 cnf(2568,plain, % 129.64/129.47 (~E(f11(a39,f13(a39,f13(a39,x25681,x25682),f3(a39)),x25682),x25681)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605])). % 129.64/129.47 cnf(2570,plain, % 129.64/129.47 (~P6(a1,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)),a14)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711])). % 129.64/129.47 cnf(2574,plain, % 129.64/129.47 (P6(a1,a14,f11(a1,a14,a15))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739])). % 129.64/129.47 cnf(2580,plain, % 129.64/129.47 (~P6(a38,f17(f9(a38,f3(a38))),f2(a38))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853])). % 129.64/129.47 cnf(2582,plain, % 129.64/129.47 (P6(a39,f11(a39,f3(a39),f3(a39)),x25821)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853,945])). % 129.64/129.47 cnf(2584,plain, % 129.64/129.47 (~P6(a1,f13(a1,f13(a1,f3(a1),a14),a14),a14)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853,945,981])). % 129.64/129.47 cnf(2586,plain, % 129.64/129.47 (~P7(a39,x25861,f11(a39,f3(a39),f3(a39)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853,945,981,1017])). % 129.64/129.47 cnf(2590,plain, % 129.64/129.47 (P6(a39,f30(f30(f22(a39),x25901),f2(a39)),f13(a39,f2(a39),f3(a39)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853,945,981,1017,1043,1082])). % 129.64/129.47 cnf(2592,plain, % 129.64/129.47 (~P7(a39,f13(a39,f2(a39),f3(a39)),f30(f30(f22(a39),x25921),f2(a39)))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853,945,981,1017,1043,1082,1133])). % 129.64/129.47 cnf(2594,plain, % 129.64/129.47 (~P6(a39,f13(a39,f13(a39,x25941,f3(a39)),f13(a39,x25942,x25943)),x25943)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853,945,981,1017,1043,1082,1133,1138])). % 129.64/129.47 cnf(2596,plain, % 129.64/129.47 (~P6(a39,f13(a39,f30(f30(f12(a39),f2(a39)),x25961),f3(a39)),f30(f30(f12(a39),f11(a39,f2(a39),f2(a39))),x25961))), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853,945,981,1017,1043,1082,1133,1138,1139])). % 129.64/129.47 cnf(2598,plain, % 129.64/129.47 (~P6(a39,f13(a39,f13(a39,f11(a39,x25981,x25982),x25982),f3(a39)),x25981)), % 129.64/129.47 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853,945,981,1017,1043,1082,1133,1138,1139,1141])). % 129.64/129.47 cnf(2601,plain, % 129.64/129.47 (~E(f13(a39,f30(f30(f12(a38),f25(a38,x26011,f3(a38))),f3(a38)),f3(a39)),x26011)), % 129.64/129.48 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853,945,981,1017,1043,1082,1133,1138,1139,1141,8,10])). % 129.64/129.48 cnf(2603,plain, % 129.64/129.48 (P6(f13(a39,f11(a39,a38,a38),a38),x26031,x26032)+P6(f13(a39,f11(a39,a38,a38),a38),x26032,x26031)), % 129.64/129.48 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853,945,981,1017,1043,1082,1133,1138,1139,1141,8,10,25,752])). % 129.64/129.48 cnf(2605,plain, % 129.64/129.48 (P6(f13(a39,f11(a39,a38,a38),a38),x26051,x26052)+P6(f13(a39,f11(a39,a38,a38),a38),f13(f13(a39,f11(a39,a38,a38),a38),x26053,x26052),f13(f13(a39,f11(a39,a38,a38),a38),x26053,x26051))), % 129.64/129.48 inference(scs_inference,[],[560,134,1808,1810,1799,1937,1940,1943,1946,2136,2142,2204,2207,2214,2217,2386,2389,2392,2412,2415,2418,2430,2433,2437,2440,2443,2446,2449,2477,2483,2500,2512,2516,2520,2528,2532,2540,1801,2139,2371,2374,2380,2488,364,2023,2041,2047,2220,2419,2425,2465,2470,2517,2523,2529,2539,2543,2548,2547,365,2120,2170,2200,2409,366,2360,2363,2494,537,1979,2159,2230,1844,341,1908,1920,1929,1997,2053,2058,2083,2095,2243,2245,2266,2291,2309,2313,2316,2319,2336,2350,2353,360,2054,2339,361,2306,2366,390,398,1988,1991,2117,2184,2403,2454,2505,399,2000,2003,400,2090,2098,2113,551,1949,1955,1961,1973,1976,1985,552,375,2099,2201,2357,2406,2504,2509,542,2123,386,156,174,176,177,178,179,185,234,241,242,244,248,249,250,251,272,273,325,531,382,384,357,406,2124,2128,2145,2148,2158,2162,2173,555,1967,1970,2008,445,1994,2131,2152,446,2232,401,1932,2104,557,2155,2436,2459,2462,2480,379,370,371,538,539,466,467,410,405,2080,413,367,387,2333,475,492,474,2183,485,2077,490,530,135,139,143,144,145,149,153,159,160,161,163,167,170,180,183,186,194,196,200,203,204,207,208,211,212,216,220,221,222,225,227,228,229,231,232,236,239,252,256,260,264,268,275,276,278,280,282,284,286,289,293,296,298,301,304,306,308,310,312,314,316,318,320,321,322,328,329,331,334,523,527,528,535,2066,544,1889,1894,1905,1917,2063,2110,2116,2149,2177,2226,2310,2342,2536,526,550,1958,1982,559,2027,602,737,780,862,1789,563,564,577,578,579,580,590,599,607,684,689,690,692,696,705,725,785,787,796,800,854,855,858,859,870,872,874,875,944,953,995,996,997,998,999,1007,1012,1073,1074,1075,1080,1086,1134,1145,1254,1352,1364,1842,1866,1867,1870,1873,2,13,14,620,622,757,802,804,923,1368,65,66,67,589,593,629,645,646,647,717,718,724,726,727,729,730,733,745,794,807,847,878,879,885,893,919,948,951,952,1034,1076,1091,1117,1118,1119,1121,1123,1130,1135,1166,1189,1290,1370,1375,1376,1530,1660,1661,1662,1663,1680,1681,1682,1683,1693,1694,1696,1698,1699,1700,1702,1704,1716,1770,3,60,61,62,63,70,71,72,81,83,87,89,90,100,107,64,68,69,73,74,75,76,77,78,79,80,82,84,85,86,88,91,92,93,94,95,96,97,99,101,102,103,104,105,106,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,769,1096,670,671,741,742,815,817,823,842,843,845,846,848,849,850,860,861,910,911,913,922,929,930,932,969,970,971,972,973,974,976,977,1098,1122,1151,1152,1153,1154,1155,1202,1203,1232,1233,1238,1239,1240,1241,1244,1245,1247,1310,1311,1312,1313,1392,1394,1400,1402,1414,1416,1417,1422,1423,1429,1431,1550,1552,1635,1066,1067,1229,1230,1231,1298,1299,1300,1301,1388,1489,1491,1598,1603,1050,1805,772,562,605,711,738,739,784,852,853,945,981,1017,1043,1082,1133,1138,1139,1141,8,10,25,752,1366])). % 129.64/129.48 cnf(2679,plain, % 129.64/129.48 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x26791),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x26791),x26792)),x26792)), % 129.64/129.48 inference(scs_inference,[],[2018,2186,698,871])). % 129.64/129.48 cnf(2680,plain, % 129.64/129.48 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x26801),f13(a39,f30(f30(f12(a39),f2(a39)),x26801),x26802)),x26802)), % 129.64/129.48 inference(rename_variables,[],[2186])). % 129.64/129.48 cnf(2682,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x26821,x26822),f13(a39,f3(a39),f3(a39))),x26821)), % 129.64/129.48 inference(scs_inference,[],[2018,2186,2161,698,871,1146])). % 129.64/129.48 cnf(2686,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x26861,f3(a39)),x26862),x26861)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2688,plain, % 129.64/129.48 (P6(a38,f2(a38),f9(a38,f3(a38)))), % 129.64/129.48 inference(scs_inference,[],[2048,2092,2018,2186,2161,698,871,1146,563,737])). % 129.64/129.48 cnf(2690,plain, % 129.64/129.48 (~E(f13(a39,x26901,f13(a39,f13(a39,x26902,f3(a39)),x26903)),x26903)), % 129.64/129.48 inference(scs_inference,[],[2048,2092,2018,2186,2161,2456,698,871,1146,563,737,605])). % 129.64/129.48 cnf(2692,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,f13(a39,x26921,x26922),f3(a39)),x26923),x26921)), % 129.64/129.48 inference(scs_inference,[],[2048,2038,2092,2018,2186,2161,2456,698,871,1146,563,737,605,998])). % 129.64/129.48 cnf(2693,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x26931,f3(a39)),x26932),x26931)), % 129.64/129.48 inference(rename_variables,[],[2038])). % 129.64/129.48 cnf(2697,plain, % 129.64/129.48 (P6(a39,f13(a39,x26971,f2(a39)),x26971)), % 129.64/129.48 inference(scs_inference,[],[2048,2038,2092,2018,2186,2323,2161,2456,402,698,871,1146,563,737,605,998,1254,796])). % 129.64/129.48 cnf(2698,plain, % 129.64/129.48 (E(f11(a39,f13(a39,x26981,x26982),x26981),x26982)), % 129.64/129.48 inference(rename_variables,[],[402])). % 129.64/129.48 cnf(2701,plain, % 129.64/129.48 (~P6(a38,f13(a38,a27,x27011),x27011)), % 129.64/129.48 inference(rename_variables,[],[2414])). % 129.64/129.48 cnf(2704,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x27041,f3(a39)),x27042),x27041)), % 129.64/129.48 inference(rename_variables,[],[2038])). % 129.64/129.48 cnf(2706,plain, % 129.64/129.48 (P6(a39,x27061,f13(a39,x27062,f13(a39,x27063,f13(a39,x27064,x27061))))), % 129.64/129.48 inference(scs_inference,[],[2048,2038,2693,2092,2018,2186,2323,1987,2161,2456,2414,402,698,871,1146,563,737,605,998,1254,796,852,997,1073])). % 129.64/129.48 cnf(2707,plain, % 129.64/129.48 (P6(a39,x27071,f13(a39,x27072,f13(a39,x27073,x27071)))), % 129.64/129.48 inference(rename_variables,[],[1987])). % 129.64/129.48 cnf(2710,plain, % 129.64/129.48 (P7(a39,x27101,f13(a39,x27101,f13(a39,f2(a39),f3(a39))))), % 129.64/129.48 inference(rename_variables,[],[2126])). % 129.64/129.48 cnf(2712,plain, % 129.64/129.48 (~P6(a39,f13(a39,x27121,f13(a39,f13(a39,x27122,f3(a39)),f13(a39,x27123,x27124))),x27123)), % 129.64/129.48 inference(scs_inference,[],[2048,2038,2693,2092,2018,2186,2323,2126,1987,2161,2456,2414,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996])). % 129.64/129.48 cnf(2713,plain, % 129.64/129.48 (~P6(a39,f13(a39,x27131,f13(a39,f13(a39,x27132,f3(a39)),x27133)),x27133)), % 129.64/129.48 inference(rename_variables,[],[2456])). % 129.64/129.48 cnf(2715,plain, % 129.64/129.48 (~E(f35(f13(a39,f2(a39),f3(a39)),f13(a39,f2(a39),f3(a39))),f13(a39,f2(a39),f3(a39)))), % 129.64/129.48 inference(scs_inference,[],[2048,2038,2693,2092,2018,2186,2323,2147,2126,1987,2161,2456,2414,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689])). % 129.64/129.48 cnf(2717,plain, % 129.64/129.48 (P6(a39,x27171,f13(a1,f2(a1),f13(a39,x27171,x27172)))), % 129.64/129.48 inference(scs_inference,[],[2048,2038,2693,380,2092,2018,2186,2323,2147,2126,1987,2161,2456,2414,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787])). % 129.64/129.48 cnf(2718,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x27181),x27181)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(2721,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x27211,f3(a39)),x27212),x27211)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2723,plain, % 129.64/129.48 (~E(f13(a39,x27231,f13(a39,f13(a39,f2(a39),f3(a39)),x27232)),x27231)), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2038,2693,380,2092,2018,2186,2323,2147,2126,1987,2161,2456,2414,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692])). % 129.64/129.48 cnf(2724,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x27241,f3(a39)),x27242),x27241)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2727,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x27271,f3(a39)),x27272),x27271)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2732,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x27321,f3(a39)),x27322),x27321)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2734,plain, % 129.64/129.48 (P7(a39,x27341,f13(a39,f13(a39,f13(a39,x27341,f3(a39)),f3(a39)),x27342))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2038,2693,2704,380,2092,2018,2186,2323,2147,2126,1987,2161,2456,2414,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944])). % 129.64/129.48 cnf(2735,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x27351,f3(a39)),x27352),x27351)), % 129.64/129.48 inference(rename_variables,[],[2038])). % 129.64/129.48 cnf(2737,plain, % 129.64/129.48 (~P7(a38,f9(a38,f3(a38)),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2038,2693,2704,380,2092,2018,2186,2323,2147,2126,1987,2161,2456,2414,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780])). % 129.64/129.48 cnf(2744,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x27441),x27441)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(2751,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x27511,f3(a39)),x27512),x27511)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2755,plain, % 129.64/129.48 (~P6(a38,f17(a27),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2038,2693,2704,380,2718,1844,2092,2018,2321,2186,2323,2147,2126,1987,2161,2456,2211,2596,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853])). % 129.64/129.48 cnf(2758,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x27581,f3(a39)),x27582),x27581)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2760,plain, % 129.64/129.48 (E(f13(a39,f13(a1,f2(a1),f2(a39)),x27601),x27601)), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2038,2693,2704,380,2718,2744,1844,2092,2018,2321,2186,2323,2147,2126,1987,2161,2456,2211,2596,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607])). % 129.64/129.48 cnf(2761,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x27611),x27611)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(2767,plain, % 129.64/129.48 (P6(a39,f30(f30(f12(a39),f11(a39,f2(a39),f2(a39))),x27671),x27672)), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2038,2693,2704,380,2718,2744,1844,2092,2018,2321,2186,2323,2147,2126,2199,1987,2161,2456,2211,2596,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074])). % 129.64/129.48 cnf(2770,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x27701,f3(a39)),x27702),x27701)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2773,plain, % 129.64/129.48 (~P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,x27731,x27731)),x27732),f13(a39,f13(a39,f30(f30(f12(a39),x27731),x27732),x27733),f3(a39))),x27733)), % 129.64/129.48 inference(rename_variables,[],[2211])). % 129.64/129.48 cnf(2775,plain, % 129.64/129.48 (P7(a39,f2(a39),f13(a1,f2(a1),f13(a39,x27751,f3(a39))))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2038,2693,2704,380,2718,2744,2761,1844,2092,2018,2321,2186,2323,2147,2126,2199,1987,2161,2456,2211,2596,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800])). % 129.64/129.48 cnf(2776,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x27761),x27761)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(2778,plain, % 129.64/129.48 (~P7(a1,f11(a1,a14,a15),a14)), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2038,2693,2704,2305,380,2718,2744,2761,1844,2092,2018,2321,2186,2323,2147,2126,2199,1987,2161,2456,2211,2596,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785])). % 129.64/129.48 cnf(2780,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,x27801,x27802),x27802),f3(a39)),x27801)), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2038,2693,2704,2305,380,2718,2744,2761,1844,2092,2018,2321,2186,2568,2323,2147,2126,2199,1987,2161,2456,2211,2596,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25])). % 129.64/129.48 cnf(2783,plain, % 129.64/129.48 (P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f2(a39))),x27831),x27832),x27832)), % 129.64/129.48 inference(rename_variables,[],[2199])). % 129.64/129.48 cnf(2785,plain, % 129.64/129.48 (~P7(a39,x27851,f13(a1,f2(a1),f2(a39)))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2038,2693,2704,2305,380,2718,2744,2761,2776,1844,2092,2018,2321,2186,2568,2323,2147,2126,2199,1987,2161,2456,2211,2596,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696])). % 129.64/129.48 cnf(2786,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x27861),x27861)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(2789,plain, % 129.64/129.48 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x27891,x27891)),x27892),x27893),x27893)), % 129.64/129.48 inference(rename_variables,[],[2216])). % 129.64/129.48 cnf(2791,plain, % 129.64/129.48 (P6(a39,x27911,f13(a39,f11(a39,x27911,x27912),x27912))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2038,2693,2704,2305,380,2718,2744,2761,2776,1844,2092,2018,2321,2186,2568,2323,2147,2126,2199,2216,1987,2161,2456,2211,2596,2598,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945])). % 129.64/129.48 cnf(2793,plain, % 129.64/129.48 (~P7(f13(a39,f11(a39,a38,a38),a38),x27931,x27931)), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2038,2693,2704,2305,380,2718,2744,2761,2776,1844,2241,2092,2018,2321,2186,2568,2323,2147,2126,2199,2216,1987,2161,2456,2211,2596,2598,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705])). % 129.64/129.48 cnf(2795,plain, % 129.64/129.48 (~E(x27951,f13(a39,f13(a39,f30(f30(f12(a39),x27952),x27953),f13(a39,f30(f30(f12(a39),f11(a39,x27952,x27952)),x27953),x27951)),f3(a39)))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2038,2693,2704,2305,380,2718,2744,2761,2776,1844,2241,2092,2018,2321,2186,2568,2193,2323,2147,2126,2199,2216,1987,2161,2456,2211,2596,2598,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14])). % 129.64/129.48 cnf(2796,plain, % 129.64/129.48 (~E(x27961,f13(a39,f30(f30(f12(a39),f11(a39,x27962,x27962)),x27963),f13(a39,f13(a39,f30(f30(f12(a39),x27962),x27963),x27961),f3(a39))))), % 129.64/129.48 inference(rename_variables,[],[2193])). % 129.64/129.48 cnf(2797,plain, % 129.64/129.48 (E(x27971,f13(a39,f11(a39,x27971,f11(a39,f3(a39),f3(a39))),f11(a39,f3(a39),f3(a39))))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2038,2693,2704,2305,380,2718,2744,2761,2776,1844,2241,2092,2018,2321,2186,2568,2193,2323,2147,2582,2126,2199,2216,1987,2161,2456,2211,2596,2598,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842])). % 129.64/129.48 cnf(2801,plain, % 129.64/129.48 (~E(x28011,f13(a39,x28012,f13(a39,x28011,f3(a39))))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2038,2693,2704,2305,380,2718,2744,2761,2776,1844,538,2241,2092,2018,2321,2186,2568,2193,2323,2229,2147,2582,2126,2199,2216,1987,2161,2456,2211,2596,2598,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13])). % 129.64/129.48 cnf(2803,plain, % 129.64/129.48 (~P7(a39,x28031,f11(a39,f11(a39,x28031,x28032),x28033))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2038,2693,2704,2305,380,2718,2744,2761,2776,1844,538,2241,2092,2018,2321,2186,2568,2193,2323,2229,2147,2582,1978,2126,2199,2216,1987,2161,2456,2211,2596,2598,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999])). % 129.64/129.48 cnf(2804,plain, % 129.64/129.48 (~P7(a39,x28041,f11(a39,x28041,x28042))), % 129.64/129.48 inference(rename_variables,[],[1978])). % 129.64/129.48 cnf(2806,plain, % 129.64/129.48 (~E(f18(a38,a14),f18(a38,a15))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2038,2693,2704,2305,380,2718,2744,2761,2776,1844,538,2241,2092,2018,2321,2186,2568,2193,2323,2229,2147,2582,2394,1978,2126,2199,2216,1987,2161,2456,2211,2596,2598,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602])). % 129.64/129.48 cnf(2812,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x28121,f3(a39)),x28122),x28121)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2814,plain, % 129.64/129.48 (~P7(a39,f2(a39),f35(f13(a39,f2(a39),f3(a39)),f13(a39,f2(a39),f3(a39))))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2305,380,2718,2744,2761,2776,1844,538,2241,2092,2018,2321,2186,2568,2193,2323,2229,2147,2582,2394,1978,2126,2199,2216,1987,2161,2456,2211,2596,2598,2414,2072,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133])). % 129.64/129.48 cnf(2817,plain, % 129.64/129.48 (~P6(a39,f13(a39,x28171,f13(a39,f13(a39,x28172,f3(a39)),x28173)),x28173)), % 129.64/129.48 inference(rename_variables,[],[2456])). % 129.64/129.48 cnf(2820,plain, % 129.64/129.48 (P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f2(a39))),x28201),x28202),x28202)), % 129.64/129.48 inference(rename_variables,[],[2199])). % 129.64/129.48 cnf(2825,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x28251,f3(a39)),x28252),x28251)), % 129.64/129.48 inference(rename_variables,[],[2038])). % 129.64/129.48 cnf(2830,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x28301,f3(a39)),x28302),x28301)), % 129.64/129.48 inference(rename_variables,[],[2038])). % 129.64/129.48 cnf(2832,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f13(a39,x28321,f3(a39)),f3(a39)),x28322),x28321)), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2735,2825,2830,2305,380,2718,2744,2761,2776,1844,538,2241,2092,2018,2321,2186,2568,2193,2323,2229,2147,2582,2394,1978,2126,2199,2783,2216,1987,2161,2456,2713,2002,2211,2596,2598,2414,2072,2584,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870])). % 129.64/129.48 cnf(2833,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x28331,f3(a39)),x28332),x28331)), % 129.64/129.48 inference(rename_variables,[],[2038])). % 129.64/129.48 cnf(2835,plain, % 129.64/129.48 (~P7(a38,f3(a38),f17(f13(a38,f30(f30(f12(a38),f11(a38,x28351,x28351)),x28352),f3(a38))))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2735,2825,2830,2305,380,2718,2744,2761,2776,1844,538,2241,2092,2018,2321,2186,2568,2193,2323,2229,2147,2582,2394,1978,2126,2199,2783,2213,2216,1987,2161,2456,2713,2002,2211,2596,2598,2414,2072,2584,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858])). % 129.64/129.48 cnf(2836,plain, % 129.64/129.48 (~P7(a38,x28361,f13(a38,f30(f30(f12(a38),f11(a38,x28362,x28362)),x28363),x28361))), % 129.64/129.48 inference(rename_variables,[],[2213])). % 129.64/129.48 cnf(2839,plain, % 129.64/129.48 (P6(a38,x28391,f9(a38,x28391))), % 129.64/129.48 inference(rename_variables,[],[2040])). % 129.64/129.48 cnf(2841,plain, % 129.64/129.48 (E(f30(f30(f12(a39),x28411),x28412),f30(f30(f12(a39),f11(a39,f13(a39,x28411,x28411),x28411)),x28412))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2735,2825,2830,2040,2305,380,2718,2744,2761,2776,1844,538,2241,2092,2018,2321,2186,2568,2193,2323,2229,2182,2147,2582,2394,1978,2126,2199,2783,2213,2216,1987,2161,2456,2713,2002,2211,2596,2598,2414,2072,2584,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872])). % 129.64/129.48 cnf(2843,plain, % 129.64/129.48 (E(x28431,f13(a1,f2(a1),x28431))), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2735,2825,2830,2040,2305,380,2718,2744,2761,2776,2786,1844,538,2241,2092,2018,2321,2186,2568,2193,2323,2229,2182,2147,2582,2394,1978,2126,2199,2783,2213,2216,1987,2161,2456,2713,2002,2211,2596,2598,2414,2072,2584,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2])). % 129.64/129.48 cnf(2844,plain, % 129.64/129.48 (~E(f13(a1,f3(a1),f30(f30(f12(a38),f25(a38,x28441,f3(a38))),f3(a38))),x28441)), % 129.64/129.48 inference(scs_inference,[],[2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2735,2825,2830,2040,2305,380,2718,2744,2761,2776,2786,1844,538,2241,2092,2018,2321,2186,2568,2193,2323,2229,2344,2182,2147,2582,2394,1978,2126,2199,2783,2213,2216,1987,2161,2456,2713,2002,2211,2596,2598,2414,2072,2584,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10])). % 129.64/129.48 cnf(2846,plain, % 129.64/129.48 (P6(a38,f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f9(a38,f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2735,2825,2830,2040,2839,2305,380,2718,2744,2761,2776,2786,1844,538,2241,2092,2018,2321,2186,2568,2193,2323,2229,2344,2182,2147,2582,2394,1978,2126,2199,2783,2213,2216,1987,2161,2456,2713,2002,2211,2596,2598,2414,2072,2584,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947])). % 129.64/129.48 cnf(2847,plain, % 129.64/129.48 (P6(a38,x28471,f9(a38,x28471))), % 129.64/129.48 inference(rename_variables,[],[2040])). % 129.64/129.48 cnf(2850,plain, % 129.64/129.48 (E(x28501,f13(a39,f2(a39),x28501))), % 129.64/129.48 inference(rename_variables,[],[2151])). % 129.64/129.48 cnf(2852,plain, % 129.64/129.48 (P6(a1,a15,f11(a1,a14,a15))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2735,2825,2830,2040,2839,2305,380,2718,2744,2761,2776,2786,1844,538,2241,2092,355,2018,2321,2186,2568,2193,2151,2323,2229,2344,2182,2147,2582,2394,1978,2126,2199,2783,2213,2216,1987,2161,2456,2713,2002,2211,2596,2598,2414,2072,2584,2574,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949])). % 129.64/129.48 cnf(2856,plain, % 129.64/129.48 (~E(f13(a39,x28561,f13(a39,x28562,f3(a39))),x28562)), % 129.64/129.48 inference(rename_variables,[],[1948])). % 129.64/129.48 cnf(2858,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x28581,x28582),f13(a39,f2(a39),f3(a39))),x28581)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,380,2718,2744,2761,2776,2786,1844,538,2241,2092,355,2018,2321,2186,2680,1948,2568,2193,2151,2323,2229,2344,2182,2147,2582,2394,1978,2126,2710,2199,2783,2213,2216,1987,2161,2456,2713,2002,2211,2596,2598,2414,2072,2584,2574,402,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116])). % 129.64/129.48 cnf(2859,plain, % 129.64/129.48 (P7(a39,x28591,f13(a39,x28591,f13(a39,f2(a39),f3(a39))))), % 129.64/129.48 inference(rename_variables,[],[2126])). % 129.64/129.48 cnf(2862,plain, % 129.64/129.48 (~P6(a38,f13(a38,a27,x28621),x28621)), % 129.64/129.48 inference(rename_variables,[],[2414])). % 129.64/129.48 cnf(2864,plain, % 129.64/129.48 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x28641,x28642)),x28643),f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x28642,x28641)),x28643),x28644))),x28644)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,380,2718,2744,2761,2776,2786,1844,538,2241,2092,355,2018,2321,2186,2680,1948,2568,2193,2151,2323,2229,2344,2182,2147,2582,2394,1978,2126,2710,2199,2783,2213,2216,1987,2161,2456,2713,2002,2211,2596,2598,2414,2701,2072,2584,2574,402,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703])). % 129.64/129.48 cnf(2868,plain, % 129.64/129.48 (~P6(a39,f13(a39,f13(a39,x28681,f3(a39)),f13(a39,x28682,f13(a39,x28683,x28684))),x28684)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,380,2718,2744,2761,2776,2786,1844,538,2241,2092,355,2018,2321,2186,2680,1948,2568,2193,2151,2323,2229,2344,2182,2147,2582,2394,1978,2126,2710,2199,2783,2213,2216,1987,2161,2456,2713,2002,2211,2596,2598,2414,2701,2072,2584,2574,402,273,276,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161])). % 129.64/129.48 cnf(2871,plain, % 129.64/129.48 (~P6(a39,f13(a39,f13(a39,f11(a39,x28711,x28711),f3(a39)),x28711),x28711)), % 129.64/129.48 inference(rename_variables,[],[2166])). % 129.64/129.48 cnf(2873,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,f13(a39,x28731,x28732),x28733),f3(a39)),x28731)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,380,2718,2744,2761,2776,2786,1844,538,2241,2092,355,2018,2321,2186,2680,1948,2568,2193,2151,2323,2229,2344,2182,2147,2582,2394,1978,2126,2710,2199,2783,2820,2213,2216,1987,2161,2456,2713,2002,2166,2211,2596,2598,2414,2701,2072,2584,2574,402,273,329,276,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167])). % 129.64/129.48 cnf(2876,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x28761,f3(a39)),x28762),x28761)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2881,plain, % 129.64/129.48 (P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f2(a39))),x28811),x28812),x28812)), % 129.64/129.48 inference(rename_variables,[],[2199])). % 129.64/129.48 cnf(2882,plain, % 129.64/129.48 (P6(a39,x28821,f13(a39,x28822,f13(a39,x28823,x28821)))), % 129.64/129.48 inference(rename_variables,[],[1987])). % 129.64/129.48 cnf(2884,plain, % 129.64/129.48 (P7(a1,a14,f11(a1,a14,a15))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,243,380,2718,2744,2761,2776,2786,1844,538,2241,2092,355,2101,2018,2321,2186,2680,1948,2568,2193,2151,2323,2229,2344,2182,2147,2582,2394,1978,2126,2710,2199,2783,2820,2213,2216,1987,2707,2161,2456,2713,2002,2166,2211,2596,2598,2414,2701,2072,2584,2574,402,273,2286,221,329,276,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757])). % 129.64/129.48 cnf(2887,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x28871,f3(a39)),x28872),x28871)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2889,plain, % 129.64/129.48 (~P7(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f9(f13(a39,f11(a39,a38,a38),a38),f13(a1,f2(a1),f2(f13(a39,f11(a39,a38,a38),a38)))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,243,380,2718,2744,2761,2776,2786,1844,538,2241,2092,355,2233,2101,2018,2321,2186,2680,1948,2568,2193,2151,2323,2229,2344,2182,2147,2582,2394,1978,2126,2710,2199,2783,2820,2213,2216,1987,2707,2161,2456,2713,2002,2166,2211,2596,2598,2414,2701,2072,2584,2574,402,273,2286,2255,221,329,276,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847])). % 129.64/129.48 cnf(2890,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x28901),x28901)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(2893,plain, % 129.64/129.48 (~P6(a39,f13(a39,x28931,f13(a39,x28932,f3(a39))),x28932)), % 129.64/129.48 inference(rename_variables,[],[1984])). % 129.64/129.48 cnf(2895,plain, % 129.64/129.48 (~E(f11(a1,a14,a15),a14)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,243,380,2718,2744,2761,2776,2786,1844,538,250,2241,2092,355,2233,2101,2018,2321,2186,2680,1948,2568,2193,2151,2323,2229,2344,2182,2147,2582,2394,1978,2126,2710,2199,2783,2820,2213,2216,1987,2707,2161,2456,2713,1984,2002,2166,2211,2596,2598,2414,2701,2072,2584,2574,402,273,2286,2255,221,329,276,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622])). % 129.64/129.48 cnf(2898,plain, % 129.64/129.48 (~P7(a38,x28981,f13(a38,f30(f30(f12(a38),f11(a38,x28982,x28982)),x28983),x28981))), % 129.64/129.48 inference(rename_variables,[],[2213])). % 129.64/129.48 cnf(2900,plain, % 129.64/129.48 (~E(f9(f13(a39,f11(a39,a38,a38),a38),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x29001)),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,243,380,2718,2744,2761,2776,2786,1844,538,250,2241,2092,355,2233,2101,2018,2321,2186,2680,1948,2568,2193,2151,2323,2229,2344,2182,2147,2582,2394,1978,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,1984,2002,2166,2211,2596,2598,2414,2701,2072,2584,2574,402,273,2286,2255,221,329,276,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589])). % 129.64/129.48 cnf(2901,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x29011,f3(a39)),x29012),x29011)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2906,plain, % 129.64/129.48 (~E(f13(a39,x29061,f13(a39,f2(a39),f3(a39))),x29061)), % 129.64/129.48 inference(rename_variables,[],[1916])). % 129.64/129.48 cnf(2908,plain, % 129.64/129.48 (E(x29081,f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,x29082,x29082),f11(a39,f3(a39),f3(a39)))),x29083),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x29083),x29081)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,243,380,2718,2744,2761,2776,2786,1844,538,250,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2568,2193,2151,2323,2229,2344,2182,2147,2582,2394,1978,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,1984,2002,2166,2211,2596,2598,2414,2701,2072,2499,2584,2574,184,402,273,2286,2255,2251,221,329,276,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662])). % 129.64/129.48 cnf(2909,plain, % 129.64/129.48 (E(x29091,f13(a39,f30(f30(f12(a39),f11(a39,x29092,x29092)),x29093),x29091))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(2910,plain, % 129.64/129.48 (P6(a39,f11(a39,f3(a39),f3(a39)),x29101)), % 129.64/129.48 inference(rename_variables,[],[2582])). % 129.64/129.48 cnf(2912,plain, % 129.64/129.48 (~P6(a39,f13(a39,f13(a39,x29121,f3(a39)),f13(a39,f30(f30(f12(a39),x29122),x29123),x29124)),f13(a39,f30(f30(f12(a39),f11(a39,x29122,f11(a39,f3(a39),f3(a39)))),x29123),x29124))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,243,380,2718,2744,2761,2776,2786,1844,538,250,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2568,2193,2151,2323,2229,2344,2182,2147,2582,2910,2394,1978,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2072,2499,2584,2574,184,402,273,2286,2255,2251,221,329,276,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699])). % 129.64/129.48 cnf(2913,plain, % 129.64/129.48 (~P6(a39,f13(a39,x29131,f13(a39,f13(a39,x29132,f3(a39)),x29133)),x29133)), % 129.64/129.48 inference(rename_variables,[],[2456])). % 129.64/129.48 cnf(2915,plain, % 129.64/129.48 (P6(a39,x29151,f11(a39,f13(a39,x29151,f3(a39)),f3(a39)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,243,380,2718,2744,2761,2776,2786,1844,538,250,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2568,2193,2151,2323,2229,2344,2182,2147,2582,2910,2394,1978,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2072,2499,2584,2574,184,402,273,2286,2255,2251,221,329,276,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368])). % 129.64/129.48 cnf(2917,plain, % 129.64/129.48 (~E(f13(a38,f30(f30(f12(a38),x29171),x29172),f3(a38)),f13(a38,f30(f30(f12(a38),x29173),x29172),f30(f30(f12(a38),f11(a38,x29171,x29173)),x29172)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,243,380,2718,2744,2761,2776,2786,1844,538,250,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2568,2193,2074,2151,2323,2229,2344,2182,2147,2582,2910,2394,1978,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2072,2499,2584,2574,184,402,273,2286,2255,2251,221,329,276,231,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661])). % 129.64/129.48 cnf(2927,plain, % 129.64/129.48 (~P6(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x29271)),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,243,380,2718,2744,2761,2776,2786,1844,538,250,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2568,2193,2074,2151,2850,2323,2229,2601,2344,2182,2147,2582,2910,2394,1978,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,2286,2255,2251,221,329,276,231,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807])). % 129.64/129.48 cnf(2928,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x29281,f3(a39)),x29282),x29281)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2931,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x29311),x29311)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(2932,plain, % 129.64/129.48 (E(f13(a1,a14,x29321),x29321)), % 129.64/129.48 inference(rename_variables,[],[362])). % 129.64/129.48 cnf(2935,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x29351),x29351)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(2938,plain, % 129.64/129.48 (~P7(a39,x29381,f11(a39,x29381,x29382))), % 129.64/129.48 inference(rename_variables,[],[1978])). % 129.64/129.48 cnf(2939,plain, % 129.64/129.48 (~P7(a39,x29391,f11(a39,f3(a39),f3(a39)))), % 129.64/129.48 inference(rename_variables,[],[2586])). % 129.64/129.48 cnf(2941,plain, % 129.64/129.48 (~P7(a1,f2(a1),a14)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,1844,362,538,250,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2568,2193,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2394,1978,2804,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,2286,2255,2251,221,329,276,231,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717])). % 129.64/129.48 cnf(2943,plain, % 129.64/129.48 (~P7(a38,f2(a38),f13(a38,f30(f30(f12(a38),f2(a38)),f2(a38)),f30(f30(f12(a38),f2(a38)),f2(a38))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,1844,362,538,250,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2568,2193,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2394,1978,2804,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,2286,2255,2251,221,329,276,220,231,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121])). % 129.64/129.48 cnf(2945,plain, % 129.64/129.48 (~P7(a1,f13(a1,f2(a1),x29451),x29451)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,538,250,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2568,2193,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2394,1978,2804,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,2286,2255,2251,221,329,276,220,231,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718])). % 129.64/129.48 cnf(2947,plain, % 129.64/129.48 (~P6(a39,f13(a39,f2(a39),f3(a39)),f11(a39,f13(a39,f2(a39),f3(a39)),f13(a39,f2(a39),f3(a39))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,538,250,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2568,2193,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2394,1978,2804,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2251,221,329,276,220,231,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376])). % 129.64/129.48 cnf(2951,plain, % 129.64/129.48 (~E(x29511,f13(a38,f30(f30(f12(a38),f11(a38,x29512,x29513)),x29514),f13(a39,f13(a38,f30(f30(f12(a38),f11(a38,x29513,x29512)),x29514),x29511),f3(a39))))), % 129.64/129.48 inference(rename_variables,[],[2189])). % 129.64/129.48 cnf(2953,plain, % 129.64/129.48 (~E(x29531,f13(a39,f30(f30(f12(a39),f11(a39,x29532,f11(a39,f3(a39),f3(a39)))),x29533),f13(a39,f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x29533),x29531),f3(a39))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,538,250,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2856,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2394,1978,2804,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2251,221,329,276,220,231,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682])). % 129.64/129.48 cnf(2954,plain, % 129.64/129.48 (~E(f13(a39,x29541,f13(a39,x29542,f3(a39))),x29542)), % 129.64/129.48 inference(rename_variables,[],[1948])). % 129.64/129.48 cnf(2956,plain, % 129.64/129.48 (~P7(a38,f18(a38,a14),f18(a38,a15))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,176,538,250,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2856,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2394,1978,2804,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2251,221,329,276,220,231,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802])). % 129.64/129.48 cnf(2958,plain, % 129.64/129.48 (~P7(a39,f13(a39,f30(f30(f12(a39),f2(a39)),x29581),f3(a39)),f30(f30(f12(a39),f11(a39,f2(a39),f2(a39))),x29581))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2018,2321,2186,2680,1948,2856,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2394,1978,2804,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2251,221,329,276,220,231,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804])). % 129.64/129.48 cnf(2961,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x29611,f3(a39)),x29612),x29611)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2963,plain, % 129.64/129.48 (E(f13(a39,f30(f30(f12(a39),f11(a39,x29631,f11(a39,f3(a39),f3(a39)))),x29632),x29633),f13(a39,f30(f30(f12(a39),x29631),x29632),x29633))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2018,2321,2186,2680,1948,2856,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2394,1978,2804,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2251,221,329,276,220,231,296,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663])). % 129.64/129.48 cnf(2964,plain, % 129.64/129.48 (E(x29641,f13(a39,f30(f30(f12(a39),f11(a39,x29642,x29642)),x29643),x29641))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(2968,plain, % 129.64/129.48 (P6(a39,f11(a39,f3(a39),f3(a39)),x29681)), % 129.64/129.48 inference(rename_variables,[],[2582])). % 129.64/129.48 cnf(2970,plain, % 129.64/129.48 (~P7(a38,f13(a38,a27,a27),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2018,2321,2186,2680,1948,2856,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2394,1978,2804,2938,2126,2710,2199,2783,2820,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2251,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118])). % 129.64/129.48 cnf(2972,plain, % 129.64/129.48 (P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x29721),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x29721),x29722)),x29722)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2018,2321,2186,2680,1948,2856,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2251,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694])). % 129.64/129.48 cnf(2974,plain, % 129.64/129.48 (P6(a39,f11(a39,f3(a39),f3(a39)),x29741)), % 129.64/129.48 inference(rename_variables,[],[2582])). % 129.64/129.48 cnf(2977,plain, % 129.64/129.48 (~E(f13(a39,x29771,f13(a39,x29772,f3(a39))),x29772)), % 129.64/129.48 inference(rename_variables,[],[1948])). % 129.64/129.48 cnf(2979,plain, % 129.64/129.48 (P28(f13(a39,f30(f30(f12(a39),f11(a39,x29791,x29791)),x29792),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2253,2251,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78])). % 129.64/129.48 cnf(2980,plain, % 129.64/129.48 (E(x29801,f13(a39,f30(f30(f12(a39),f11(a39,x29802,x29802)),x29803),x29801))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(2981,plain, % 129.64/129.48 (P18(f13(a39,f30(f30(f12(a39),f11(a39,x29811,x29811)),x29812),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2253,2251,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68])). % 129.64/129.48 cnf(2982,plain, % 129.64/129.48 (E(x29821,f13(a39,f30(f30(f12(a39),f11(a39,x29822,x29822)),x29823),x29821))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(2983,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,a14,f3(a39)),x29831),f2(a1))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2253,2251,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3])). % 129.64/129.48 cnf(2984,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x29841,f3(a39)),x29842),x29841)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(2985,plain, % 129.64/129.48 (P6(a38,f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f13(a39,f30(f30(f12(a39),f11(a39,x29851,x29851)),x29852),f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2216,1987,2707,2161,2456,2713,2817,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2253,2251,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67])). % 129.64/129.48 cnf(2986,plain, % 129.64/129.48 (E(x29861,f13(a39,f30(f30(f12(a39),f11(a39,x29862,x29862)),x29863),x29861))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(2987,plain, % 129.64/129.48 (~P6(a39,f13(a39,f13(a39,x29871,f13(a39,f13(a39,x29872,f3(a39)),f11(a39,x29873,f11(a39,f3(a39),f3(a39))))),f11(a39,f3(a39),f3(a39))),x29873)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2253,2251,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375])). % 129.64/129.48 cnf(2988,plain, % 129.64/129.48 (~P6(a39,f13(a39,x29881,f13(a39,f13(a39,x29882,f3(a39)),x29883)),x29883)), % 129.64/129.48 inference(rename_variables,[],[2456])). % 129.64/129.48 cnf(2990,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,x29901,x29901),f3(a39)),x29901),x29901)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2253,2251,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620])). % 129.64/129.48 cnf(2992,plain, % 129.64/129.48 (~P6(a39,f13(a39,f13(a39,f13(a39,x29921,f3(a39)),f13(a39,f3(a39),f3(a39))),x29922),x29921)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2253,2251,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163])). % 129.64/129.48 cnf(2996,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x29961),x29961)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(2999,plain, % 129.64/129.48 (~P7(a38,x29991,f13(a38,f30(f30(f12(a38),f11(a38,x29992,x29992)),x29993),x29991))), % 129.64/129.48 inference(rename_variables,[],[2213])). % 129.64/129.48 cnf(3001,plain, % 129.64/129.48 (P7(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f9(f13(a39,f11(a39,a38,a38),a38),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x30011)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2253,2251,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724])). % 129.64/129.48 cnf(3002,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x30021,f3(a39)),x30022),x30021)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3006,plain, % 129.64/129.48 (P8(f13(a39,f30(f30(f12(a39),f11(a39,x30061,x30061)),x30062),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2255,2253,2251,2247,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69])). % 129.64/129.48 cnf(3007,plain, % 129.64/129.48 (E(x30071,f13(a39,f30(f30(f12(a39),f11(a39,x30072,x30072)),x30073),x30071))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3008,plain, % 129.64/129.48 (P29(f13(a39,f30(f30(f12(a39),f11(a39,x30081,x30081)),x30082),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2256,2255,2253,2251,2247,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82])). % 129.64/129.48 cnf(3009,plain, % 129.64/129.48 (E(x30091,f13(a39,f30(f30(f12(a39),f11(a39,x30092,x30092)),x30093),x30091))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3010,plain, % 129.64/129.48 (P22(f13(a39,f30(f30(f12(a39),f11(a39,x30101,x30101)),x30102),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2286,2283,2256,2255,2253,2251,2247,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115])). % 129.64/129.48 cnf(3011,plain, % 129.64/129.48 (E(x30111,f13(a39,f30(f30(f12(a39),f11(a39,x30112,x30112)),x30113),x30111))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3012,plain, % 129.64/129.48 (P21(f13(a39,f30(f30(f12(a39),f11(a39,x30121,x30121)),x30122),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,2018,2321,2186,2680,1948,2856,2954,2568,2193,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2299,2286,2283,2256,2255,2253,2251,2247,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130])). % 129.64/129.48 cnf(3013,plain, % 129.64/129.48 (E(x30131,f13(a39,f30(f30(f12(a39),f11(a39,x30132,x30132)),x30133),x30131))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3014,plain, % 129.64/129.48 (~E(x30141,f13(a39,f13(a39,f30(f30(f12(a39),f11(a39,x30142,x30142)),x30143),f13(a39,f13(a39,f30(f30(f12(a39),x30142),x30143),f11(a39,x30141,f11(a39,f3(a39),f3(a39)))),f3(a39))),f11(a39,f3(a39),f3(a39))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2299,2286,2283,2256,2255,2253,2251,2247,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952])). % 129.64/129.48 cnf(3015,plain, % 129.64/129.48 (~E(x30151,f13(a39,f30(f30(f12(a39),f11(a39,x30152,x30152)),x30153),f13(a39,f13(a39,f30(f30(f12(a39),x30152),x30153),x30151),f3(a39))))), % 129.64/129.48 inference(rename_variables,[],[2193])). % 129.64/129.48 cnf(3019,plain, % 129.64/129.48 (~P7(a39,x30191,f11(a39,f3(a39),f3(a39)))), % 129.64/129.48 inference(rename_variables,[],[2586])). % 129.64/129.48 cnf(3021,plain, % 129.64/129.48 (P65(f13(a39,f30(f30(f12(a39),f11(a39,x30211,x30211)),x30212),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2256,2255,2253,2251,2247,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128])). % 129.64/129.48 cnf(3022,plain, % 129.64/129.48 (E(x30221,f13(a39,f30(f30(f12(a39),f11(a39,x30222,x30222)),x30223),x30221))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3026,plain, % 129.64/129.48 (~E(f11(a39,f13(a39,f13(a39,f13(a39,x30261,f11(a39,f3(a39),f3(a39))),f3(a39)),x30262),f11(a39,f3(a39),f3(a39))),x30261)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2256,2255,2253,2251,2247,2246,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951])). % 129.64/129.48 cnf(3027,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x30271,f3(a39)),x30272),x30271)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3028,plain, % 129.64/129.48 (P6(a39,f11(a39,f3(a39),f3(a39)),x30281)), % 129.64/129.48 inference(rename_variables,[],[2582])). % 129.64/129.48 cnf(3030,plain, % 129.64/129.48 (P58(f13(a39,f30(f30(f12(a39),f11(a39,x30301,x30301)),x30302),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2256,2255,2253,2251,2247,2246,2301,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132])). % 129.64/129.48 cnf(3031,plain, % 129.64/129.48 (E(x30311,f13(a39,f30(f30(f12(a39),f11(a39,x30312,x30312)),x30313),x30311))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3032,plain, % 129.64/129.48 (P48(f13(a39,f30(f30(f12(a39),f11(a39,x30321,x30321)),x30322),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2256,2255,2253,2251,2247,2246,2301,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71])). % 129.64/129.48 cnf(3033,plain, % 129.64/129.48 (E(x30331,f13(a39,f30(f30(f12(a39),f11(a39,x30332,x30332)),x30333),x30331))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3035,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x30351,x30352),f3(a39)),x30352)), % 129.64/129.48 inference(rename_variables,[],[2032])). % 129.64/129.48 cnf(3037,plain, % 129.64/129.48 (P7(f13(a39,f30(f30(f12(a39),f11(a39,x30371,x30371)),x30372),a38),f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,2032,2034,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2263,2256,2255,2253,2251,2247,2246,2301,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61])). % 129.64/129.48 cnf(3038,plain, % 129.64/129.48 (E(x30381,f13(a39,f30(f30(f12(a39),f11(a39,x30382,x30382)),x30383),x30381))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3039,plain, % 129.64/129.48 (P23(f13(a39,f30(f30(f12(a39),f11(a39,x30391,x30391)),x30392),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,2032,2034,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2263,2258,2256,2255,2253,2251,2247,2246,2301,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85])). % 129.64/129.48 cnf(3040,plain, % 129.64/129.48 (E(x30401,f13(a39,f30(f30(f12(a39),f11(a39,x30402,x30402)),x30403),x30401))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3041,plain, % 129.64/129.48 (P38(f13(a39,f30(f30(f12(a39),f11(a39,x30411,x30411)),x30412),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,2032,2034,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2263,2261,2258,2256,2255,2253,2251,2247,2246,2301,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91])). % 129.64/129.48 cnf(3042,plain, % 129.64/129.48 (E(x30421,f13(a39,f30(f30(f12(a39),f11(a39,x30422,x30422)),x30423),x30421))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3043,plain, % 129.64/129.48 (P47(f13(a39,f30(f30(f12(a39),f11(a39,x30431,x30431)),x30432),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,2032,2034,2038,2693,2704,2735,2825,2830,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2263,2261,2258,2256,2255,2253,2251,2249,2247,2246,2301,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74])). % 129.64/129.48 cnf(3044,plain, % 129.64/129.48 (E(x30441,f13(a39,f30(f30(f12(a39),f11(a39,x30442,x30442)),x30443),x30441))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3046,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x30461,f3(a39)),x30462),x30461)), % 129.64/129.48 inference(rename_variables,[],[2038])). % 129.64/129.48 cnf(3047,plain, % 129.64/129.48 (~E(f13(f13(a39,f11(a39,a38,a38),a38),x30471,f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x30472)),x30471)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726])). % 129.64/129.48 cnf(3048,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x30481,f3(a39)),x30482),x30481)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3053,plain, % 129.64/129.48 (~P7(a38,f25(a38,f30(f30(f12(a38),x30531),a27),a27),x30531)), % 129.64/129.48 inference(rename_variables,[],[2476])). % 129.64/129.48 cnf(3055,plain, % 129.64/129.48 (P54(f13(a39,f30(f30(f12(a39),f11(a39,x30551,x30551)),x30552),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2236,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2469,2476,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2275,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106])). % 129.64/129.48 cnf(3056,plain, % 129.64/129.48 (E(x30561,f13(a39,f30(f30(f12(a39),f11(a39,x30562,x30562)),x30563),x30561))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3060,plain, % 129.64/129.48 (P30(f13(a39,f30(f30(f12(a39),f11(a39,x30601,x30601)),x30602),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2236,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2469,2476,1934,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2275,2267,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96])). % 129.64/129.48 cnf(3061,plain, % 129.64/129.48 (E(x30611,f13(a39,f30(f30(f12(a39),f11(a39,x30612,x30612)),x30613),x30611))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3062,plain, % 129.64/129.48 (P60(f13(a39,f30(f30(f12(a39),f11(a39,x30621,x30621)),x30622),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2236,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2469,2476,1934,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2278,2275,2267,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110])). % 129.64/129.48 cnf(3063,plain, % 129.64/129.48 (E(x30631,f13(a39,f30(f30(f12(a39),f11(a39,x30632,x30632)),x30633),x30631))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3064,plain, % 129.64/129.48 (P6(a38,f2(a38),f30(f30(f12(a38),f2(a38)),a27))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2236,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2278,2275,2267,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187])). % 129.64/129.48 cnf(3065,plain, % 129.64/129.48 (P6(a38,x30651,f25(a38,f30(f30(f12(a38),x30651),a27),a27))), % 129.64/129.48 inference(rename_variables,[],[2464])). % 129.64/129.48 cnf(3067,plain, % 129.64/129.48 (P69(f13(a39,f30(f30(f12(a39),f11(a39,x30671,x30671)),x30672),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2236,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2278,2275,2267,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131])). % 129.64/129.48 cnf(3068,plain, % 129.64/129.48 (E(x30681,f13(a39,f30(f30(f12(a39),f11(a39,x30682,x30682)),x30683),x30681))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3069,plain, % 129.64/129.48 (P6(f41(x30691,f13(a39,f11(a39,a38,a38),a38)),x30692,x30692)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2278,2275,2267,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716])). % 129.64/129.48 cnf(3070,plain, % 129.64/129.48 (P6(f13(a39,f11(a39,a38,a38),a38),x30701,x30701)), % 129.64/129.48 inference(rename_variables,[],[2045])). % 129.64/129.48 cnf(3072,plain, % 129.64/129.48 (P6(f13(a39,f30(f30(f12(a39),f11(a39,x30721,x30721)),x30722),a38),f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2278,2275,2267,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65])). % 129.64/129.48 cnf(3073,plain, % 129.64/129.48 (E(x30731,f13(a39,f30(f30(f12(a39),f11(a39,x30732,x30732)),x30733),x30731))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3074,plain, % 129.64/129.48 (P33(f13(a39,f30(f30(f12(a39),f11(a39,x30741,x30741)),x30742),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2278,2275,2267,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72])). % 129.64/129.48 cnf(3075,plain, % 129.64/129.48 (E(x30751,f13(a39,f30(f30(f12(a39),f11(a39,x30752,x30752)),x30753),x30751))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3076,plain, % 129.64/129.48 (~P7(a1,f13(a1,f3(a1),f3(a1)),f2(a1))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,273,365,2299,2297,2286,2283,2278,2275,2267,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119])). % 129.64/129.48 cnf(3080,plain, % 129.64/129.48 (P6(a39,f11(a39,f3(a39),f3(a39)),x30801)), % 129.64/129.48 inference(rename_variables,[],[2582])). % 129.64/129.48 cnf(3082,plain, % 129.64/129.48 (P42(f13(a39,f30(f30(f12(a39),f11(a39,x30821,x30821)),x30822),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2297,2286,2283,2278,2275,2268,2267,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97])). % 129.64/129.48 cnf(3083,plain, % 129.64/129.48 (E(x30831,f13(a39,f30(f30(f12(a39),f11(a39,x30832,x30832)),x30833),x30831))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3084,plain, % 129.64/129.48 (P12(f13(a39,f30(f30(f12(a39),f11(a39,x30841,x30841)),x30842),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2298,2297,2286,2283,2278,2275,2268,2267,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129])). % 129.64/129.48 cnf(3085,plain, % 129.64/129.48 (E(x30851,f13(a39,f30(f30(f12(a39),f11(a39,x30852,x30852)),x30853),x30851))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3086,plain, % 129.64/129.48 (P39(f13(a39,f30(f30(f12(a39),f11(a39,x30861,x30861)),x30862),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2298,2297,2286,2283,2278,2275,2268,2267,2264,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94])). % 129.64/129.48 cnf(3087,plain, % 129.64/129.48 (E(x30871,f13(a39,f30(f30(f12(a39),f11(a39,x30872,x30872)),x30873),x30871))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3088,plain, % 129.64/129.48 (P7(a39,x30881,f13(a39,f13(a39,x30881,f13(a39,f2(a39),f3(a39))),x30882))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2298,2297,2286,2283,2278,2275,2268,2267,2264,2263,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372])). % 129.64/129.48 cnf(3093,plain, % 129.64/129.48 (P51(f13(a39,f30(f30(f12(a39),f11(a39,x30931,x30931)),x30932),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2298,2297,2286,2283,2278,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92])). % 129.64/129.48 cnf(3094,plain, % 129.64/129.48 (E(x30941,f13(a39,f30(f30(f12(a39),f11(a39,x30942,x30942)),x30943),x30941))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3095,plain, % 129.64/129.48 (P26(f13(a39,f30(f30(f12(a39),f11(a39,x30951,x30951)),x30952),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2298,2297,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109])). % 129.64/129.48 cnf(3096,plain, % 129.64/129.48 (E(x30961,f13(a39,f30(f30(f12(a39),f11(a39,x30962,x30962)),x30963),x30961))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3097,plain, % 129.64/129.48 (P7(a39,f35(f13(a39,f13(a39,f13(a39,f2(a39),f3(a39)),x30971),f3(a39)),f13(a39,f13(a39,f2(a39),f3(a39)),x30971)),f13(a39,f13(a39,f13(a39,f2(a39),f3(a39)),x30971),f3(a39)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2298,2297,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130])). % 129.64/129.48 cnf(3099,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x30991,f3(a39)),x30992),x30991)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3101,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,a38,a38),f3(a39)),a38),f11(a39,f3(a39),f3(a39)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2298,2297,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63])). % 129.64/129.48 cnf(3102,plain, % 129.64/129.48 (~P7(a39,x31021,f11(a39,f3(a39),f3(a39)))), % 129.64/129.48 inference(rename_variables,[],[2586])). % 129.64/129.48 cnf(3103,plain, % 129.64/129.48 (P11(f13(a39,f30(f30(f12(a39),f11(a39,x31031,x31031)),x31032),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2298,2297,2293,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124])). % 129.64/129.48 cnf(3104,plain, % 129.64/129.48 (E(x31041,f13(a39,f30(f30(f12(a39),f11(a39,x31042,x31042)),x31043),x31041))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3105,plain, % 129.64/129.48 (E(f30(f30(f12(a39),f11(a39,f11(a39,f11(a39,f3(a39),f3(a39)),x31051),f11(a39,f3(a39),f3(a39)))),x31052),f30(f30(f12(a39),f11(a39,f11(a39,f3(a39),f3(a39)),x31051)),x31052))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2298,2297,2293,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2253,2251,2249,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905])). % 129.64/129.48 cnf(3107,plain, % 129.64/129.48 (P37(f13(a39,f30(f30(f12(a39),f11(a39,x31071,x31071)),x31072),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2298,2297,2293,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2253,2251,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73])). % 129.64/129.48 cnf(3108,plain, % 129.64/129.48 (E(x31081,f13(a39,f30(f30(f12(a39),f11(a39,x31082,x31082)),x31083),x31081))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3109,plain, % 129.64/129.48 (P4(f13(a39,f30(f30(f12(a39),f11(a39,x31091,x31091)),x31092),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,402,407,273,365,2299,2298,2297,2293,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75])). % 129.64/129.48 cnf(3110,plain, % 129.64/129.48 (E(x31101,f13(a39,f30(f30(f12(a39),f11(a39,x31102,x31102)),x31103),x31101))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3112,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x31121),x31121)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(3115,plain, % 129.64/129.48 (~E(x31151,f13(a39,f30(f30(f12(a39),f11(a39,x31152,x31152)),x31153),f13(a39,f13(a39,f30(f30(f12(a39),x31152),x31153),x31151),f3(a39))))), % 129.64/129.48 inference(rename_variables,[],[2193])). % 129.64/129.48 cnf(3117,plain, % 129.64/129.48 (P68(f13(a39,f30(f30(f12(a39),f11(a39,x31171,x31171)),x31172),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,273,365,2299,2298,2297,2293,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88])). % 129.64/129.48 cnf(3118,plain, % 129.64/129.48 (E(x31181,f13(a39,f30(f30(f12(a39),f11(a39,x31182,x31182)),x31183),x31181))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3121,plain, % 129.64/129.48 (P52(f13(a39,f30(f30(f12(a39),f11(a39,x31211,x31211)),x31212),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,273,365,2299,2298,2297,2293,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79])). % 129.64/129.48 cnf(3122,plain, % 129.64/129.48 (E(x31221,f13(a39,f30(f30(f12(a39),f11(a39,x31222,x31222)),x31223),x31221))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3123,plain, % 129.64/129.48 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x31231),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x31231),x31232)),x31232)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2107,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,273,365,2299,2298,2297,2293,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878])). % 129.64/129.48 cnf(3124,plain, % 129.64/129.48 (P6(a39,x31241,f13(a39,x31242,f13(a39,x31243,x31241)))), % 129.64/129.48 inference(rename_variables,[],[1987])). % 129.64/129.48 cnf(3126,plain, % 129.64/129.48 (P49(f13(a39,f30(f30(f12(a39),f11(a39,x31261,x31261)),x31262),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2107,2237,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,273,365,2299,2298,2297,2293,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83])). % 129.64/129.48 cnf(3127,plain, % 129.64/129.48 (E(x31271,f13(a39,f30(f30(f12(a39),f11(a39,x31272,x31272)),x31273),x31271))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3128,plain, % 129.64/129.48 (P59(f13(a39,f30(f30(f12(a39),f11(a39,x31281,x31281)),x31282),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2107,2237,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,273,365,2299,2298,2297,2293,2286,2283,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76])). % 129.64/129.48 cnf(3129,plain, % 129.64/129.48 (E(x31291,f13(a39,f30(f30(f12(a39),f11(a39,x31292,x31292)),x31293),x31291))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3131,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x31311,x31312),f3(a39)),x31311)), % 129.64/129.48 inference(rename_variables,[],[2036])). % 129.64/129.48 cnf(3132,plain, % 129.64/129.48 (P7(a39,x31321,f13(a39,x31321,f13(a39,f2(a39),f3(a39))))), % 129.64/129.48 inference(rename_variables,[],[2126])). % 129.64/129.48 cnf(3134,plain, % 129.64/129.48 (P43(f13(a39,f30(f30(f12(a39),f11(a39,x31341,x31341)),x31342),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2107,2237,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,273,365,2299,2298,2297,2293,2286,2283,2281,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113])). % 129.64/129.48 cnf(3135,plain, % 129.64/129.48 (E(x31351,f13(a39,f30(f30(f12(a39),f11(a39,x31352,x31352)),x31353),x31351))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3136,plain, % 129.64/129.48 (P6(f13(a39,f11(a39,a38,a38),a38),x31361,f9(f13(a39,f11(a39,a38,a38),a38),x31361))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2107,2237,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,273,365,2299,2298,2297,2293,2286,2283,2281,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923])). % 129.64/129.48 cnf(3137,plain, % 129.64/129.48 (P6(f13(a39,f11(a39,a38,a38),a38),x31371,x31371)), % 129.64/129.48 inference(rename_variables,[],[2045])). % 129.64/129.48 cnf(3139,plain, % 129.64/129.48 (P24(f13(a39,f30(f30(f12(a39),f11(a39,x31391,x31391)),x31392),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,273,365,2299,2298,2297,2293,2286,2283,2281,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90])). % 129.64/129.48 cnf(3140,plain, % 129.64/129.48 (E(x31401,f13(a39,f30(f30(f12(a39),f11(a39,x31402,x31402)),x31403),x31401))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3143,plain, % 129.64/129.48 (P61(f13(a39,f30(f30(f12(a39),f11(a39,x31431,x31431)),x31432),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2286,2283,2281,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84])). % 129.64/129.48 cnf(3144,plain, % 129.64/129.48 (E(x31441,f13(a39,f30(f30(f12(a39),f11(a39,x31442,x31442)),x31443),x31441))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3146,plain, % 129.64/129.48 (~E(x31461,f13(a38,f30(f30(f12(a38),f11(a38,x31462,x31463)),x31464),f13(a39,f13(a38,f30(f30(f12(a38),f11(a38,x31463,x31462)),x31464),x31461),f3(a39))))), % 129.64/129.48 inference(rename_variables,[],[2189])). % 129.64/129.48 cnf(3148,plain, % 129.64/129.48 (P63(f13(a39,f30(f30(f12(a39),f11(a39,x31481,x31481)),x31482),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2286,2283,2281,2279,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111])). % 129.64/129.48 cnf(3149,plain, % 129.64/129.48 (E(x31491,f13(a39,f30(f30(f12(a39),f11(a39,x31492,x31492)),x31493),x31491))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3150,plain, % 129.64/129.48 (P17(f13(a39,f30(f30(f12(a39),f11(a39,x31501,x31501)),x31502),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2286,2283,2281,2279,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118])). % 129.64/129.48 cnf(3151,plain, % 129.64/129.48 (E(x31511,f13(a39,f30(f30(f12(a39),f11(a39,x31512,x31512)),x31513),x31511))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3153,plain, % 129.64/129.48 (P6(a38,f25(a38,f30(f30(f12(a38),x31531),a27),a27),x31531)), % 129.64/129.48 inference(rename_variables,[],[2469])). % 129.64/129.48 cnf(3156,plain, % 129.64/129.48 (P64(f13(a39,f30(f30(f12(a39),f11(a39,x31561,x31561)),x31562),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2286,2283,2281,2279,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123])). % 129.64/129.48 cnf(3157,plain, % 129.64/129.48 (E(x31571,f13(a39,f30(f30(f12(a39),f11(a39,x31572,x31572)),x31573),x31571))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3158,plain, % 129.64/129.48 (P45(f13(a39,f30(f30(f12(a39),f11(a39,x31581,x31581)),x31582),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2286,2283,2281,2279,2278,2277,2275,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93])). % 129.64/129.48 cnf(3159,plain, % 129.64/129.48 (E(x31591,f13(a39,f30(f30(f12(a39),f11(a39,x31592,x31592)),x31593),x31591))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3160,plain, % 129.64/129.48 (P5(f13(a39,f30(f30(f12(a39),f11(a39,x31601,x31601)),x31602),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2286,2283,2281,2279,2278,2277,2276,2275,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108])). % 129.64/129.48 cnf(3161,plain, % 129.64/129.48 (E(x31611,f13(a39,f30(f30(f12(a39),f11(a39,x31612,x31612)),x31613),x31611))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3162,plain, % 129.64/129.48 (P57(f13(a39,f30(f30(f12(a39),f11(a39,x31621,x31621)),x31622),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2286,2283,2281,2279,2278,2277,2276,2275,2272,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103])). % 129.64/129.48 cnf(3163,plain, % 129.64/129.48 (E(x31631,f13(a39,f30(f30(f12(a39),f11(a39,x31632,x31632)),x31633),x31631))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3164,plain, % 129.64/129.48 (P1(f13(a39,f30(f30(f12(a39),f11(a39,x31641,x31641)),x31642),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2286,2283,2281,2279,2278,2277,2276,2275,2272,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60])). % 129.64/129.48 cnf(3165,plain, % 129.64/129.48 (E(x31651,f13(a39,f30(f30(f12(a39),f11(a39,x31652,x31652)),x31653),x31651))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3166,plain, % 129.64/129.48 (P67(f13(a39,f30(f30(f12(a39),f11(a39,x31661,x31661)),x31662),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2286,2283,2281,2279,2278,2277,2276,2275,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102])). % 129.64/129.48 cnf(3167,plain, % 129.64/129.48 (E(x31671,f13(a39,f30(f30(f12(a39),f11(a39,x31672,x31672)),x31673),x31671))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3168,plain, % 129.64/129.48 (P9(f13(a39,f30(f30(f12(a39),f11(a39,x31681,x31681)),x31682),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2286,2283,2281,2279,2278,2277,2276,2275,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77])). % 129.64/129.48 cnf(3169,plain, % 129.64/129.48 (E(x31691,f13(a39,f30(f30(f12(a39),f11(a39,x31692,x31692)),x31693),x31691))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3170,plain, % 129.64/129.48 (P53(f13(a39,f30(f30(f12(a39),f11(a39,x31701,x31701)),x31702),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2288,2286,2283,2281,2279,2278,2277,2276,2275,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120])). % 129.64/129.48 cnf(3171,plain, % 129.64/129.48 (E(x31711,f13(a39,f30(f30(f12(a39),f11(a39,x31712,x31712)),x31713),x31711))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3172,plain, % 129.64/129.48 (P36(f13(a39,f30(f30(f12(a39),f11(a39,x31721,x31721)),x31722),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2288,2286,2283,2281,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104])). % 129.64/129.48 cnf(3173,plain, % 129.64/129.48 (E(x31731,f13(a39,f30(f30(f12(a39),f11(a39,x31732,x31732)),x31733),x31731))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3174,plain, % 129.64/129.48 (P56(f13(a39,f30(f30(f12(a39),f11(a39,x31741,x31741)),x31742),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2288,2287,2286,2283,2281,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119])). % 129.64/129.48 cnf(3175,plain, % 129.64/129.48 (E(x31751,f13(a39,f30(f30(f12(a39),f11(a39,x31752,x31752)),x31753),x31751))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3176,plain, % 129.64/129.48 (~P3(f13(a1,f2(a1),a39))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,2079,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2288,2287,2286,2283,2281,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122])). % 129.64/129.48 cnf(3177,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x31771),x31771)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(3178,plain, % 129.64/129.48 (~P15(f13(a1,f2(a1),a39))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2288,2287,2286,2283,2281,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95])). % 129.64/129.48 cnf(3179,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x31791),x31791)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(3180,plain, % 129.64/129.48 (P16(f13(a39,f30(f30(f12(a39),f11(a39,x31801,x31801)),x31802),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2293,2292,2288,2287,2286,2285,2283,2281,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117])). % 129.64/129.48 cnf(3181,plain, % 129.64/129.48 (E(x31811,f13(a39,f30(f30(f12(a39),f11(a39,x31812,x31812)),x31813),x31811))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3182,plain, % 129.64/129.48 (P62(f13(a39,f30(f30(f12(a39),f11(a39,x31821,x31821)),x31822),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2295,2293,2292,2288,2287,2286,2285,2283,2281,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126])). % 129.64/129.48 cnf(3183,plain, % 129.64/129.48 (E(x31831,f13(a39,f30(f30(f12(a39),f11(a39,x31832,x31832)),x31833),x31831))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3184,plain, % 129.64/129.48 (P44(f13(a39,f30(f30(f12(a39),f11(a39,x31841,x31841)),x31842),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2295,2293,2292,2288,2287,2286,2285,2283,2281,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80])). % 129.64/129.48 cnf(3185,plain, % 129.64/129.48 (E(x31851,f13(a39,f30(f30(f12(a39),f11(a39,x31852,x31852)),x31853),x31851))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3186,plain, % 129.64/129.48 (P13(f13(a39,f30(f30(f12(a39),f11(a39,x31861,x31861)),x31862),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2295,2293,2292,2288,2287,2286,2285,2283,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112])). % 129.64/129.48 cnf(3187,plain, % 129.64/129.48 (E(x31871,f13(a39,f30(f30(f12(a39),f11(a39,x31872,x31872)),x31873),x31871))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3188,plain, % 129.64/129.48 (P31(f13(a39,f30(f30(f12(a39),f11(a39,x31881,x31881)),x31882),a39))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2295,2293,2292,2288,2287,2286,2285,2283,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100])). % 129.64/129.48 cnf(3189,plain, % 129.64/129.48 (E(x31891,f13(a39,f30(f30(f12(a39),f11(a39,x31892,x31892)),x31893),x31891))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3190,plain, % 129.64/129.48 (P34(f13(a39,f30(f30(f12(a39),f11(a39,x31901,x31901)),x31902),a1))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2295,2293,2292,2288,2287,2286,2285,2283,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81])). % 129.64/129.48 cnf(3191,plain, % 129.64/129.48 (E(x31911,f13(a39,f30(f30(f12(a39),f11(a39,x31912,x31912)),x31913),x31911))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3192,plain, % 129.64/129.48 (P14(f13(a39,f30(f30(f12(a39),f11(a39,x31921,x31921)),x31922),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2293,2292,2288,2287,2286,2285,2283,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127])). % 129.64/129.48 cnf(3193,plain, % 129.64/129.48 (E(x31931,f13(a39,f30(f30(f12(a39),f11(a39,x31932,x31932)),x31933),x31931))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3194,plain, % 129.64/129.48 (P19(f13(a39,f30(f30(f12(a39),f11(a39,x31941,x31941)),x31942),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2293,2292,2288,2287,2286,2285,2283,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70])). % 129.64/129.48 cnf(3195,plain, % 129.64/129.48 (E(x31951,f13(a39,f30(f30(f12(a39),f11(a39,x31952,x31952)),x31953),x31951))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3196,plain, % 129.64/129.48 (P50(f13(a39,f30(f30(f12(a39),f11(a39,x31961,x31961)),x31962),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2293,2292,2288,2287,2286,2285,2283,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133])). % 129.64/129.48 cnf(3197,plain, % 129.64/129.48 (E(x31971,f13(a39,f30(f30(f12(a39),f11(a39,x31972,x31972)),x31973),x31971))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3199,plain, % 129.64/129.48 (E(x31991,f13(a39,f30(f30(f12(a39),f11(a39,x31992,x31992)),x31993),x31991))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3200,plain, % 129.64/129.48 (P41(f13(a39,f30(f30(f12(a39),f11(a39,x32001,x32001)),x32002),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2293,2292,2288,2287,2286,2285,2283,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86])). % 129.64/129.48 cnf(3201,plain, % 129.64/129.48 (E(x32011,f13(a39,f30(f30(f12(a39),f11(a39,x32012,x32012)),x32013),x32011))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3202,plain, % 129.64/129.48 (P46(f13(a39,f30(f30(f12(a39),f11(a39,x32021,x32021)),x32022),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2288,2287,2286,2285,2283,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125])). % 129.64/129.48 cnf(3203,plain, % 129.64/129.48 (E(x32031,f13(a39,f30(f30(f12(a39),f11(a39,x32032,x32032)),x32033),x32031))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3204,plain, % 129.64/129.48 (P10(f13(a39,f30(f30(f12(a39),f11(a39,x32041,x32041)),x32042),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2288,2287,2286,2285,2283,2282,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114])). % 129.64/129.48 cnf(3205,plain, % 129.64/129.48 (E(x32051,f13(a39,f30(f30(f12(a39),f11(a39,x32052,x32052)),x32053),x32051))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3206,plain, % 129.64/129.48 (~P20(f13(a1,f2(a1),f18(a1,a39)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,1844,362,177,176,488,538,250,249,2241,2240,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2288,2287,2286,2285,2283,2282,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107])). % 129.64/129.48 cnf(3207,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x32071),x32071)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(3208,plain, % 129.64/129.48 (P55(f13(a39,f30(f30(f12(a39),f11(a39,x32081,x32081)),x32082),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2288,2287,2286,2285,2283,2282,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89])). % 129.64/129.48 cnf(3209,plain, % 129.64/129.48 (E(x32091,f13(a39,f30(f30(f12(a39),f11(a39,x32092,x32092)),x32093),x32091))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3210,plain, % 129.64/129.48 (P35(f13(a39,f30(f30(f12(a39),f11(a39,x32101,x32101)),x32102),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2288,2287,2286,2285,2283,2282,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2270,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101])). % 129.64/129.48 cnf(3211,plain, % 129.64/129.48 (E(x32111,f13(a39,f30(f30(f12(a39),f11(a39,x32112,x32112)),x32113),x32111))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3212,plain, % 129.64/129.48 (P2(f13(a39,f30(f30(f12(a39),f11(a39,x32121,x32121)),x32122),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2288,2287,2286,2285,2283,2282,2281,2280,2279,2278,2277,2276,2275,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99])). % 129.64/129.48 cnf(3213,plain, % 129.64/129.48 (E(x32131,f13(a39,f30(f30(f12(a39),f11(a39,x32132,x32132)),x32133),x32131))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3215,plain, % 129.64/129.48 (P6(f13(a39,f11(a39,a38,a38),a38),x32151,x32151)), % 129.64/129.48 inference(rename_variables,[],[2045])). % 129.64/129.48 cnf(3216,plain, % 129.64/129.48 (P25(f13(a39,f30(f30(f12(a39),f11(a39,x32161,x32161)),x32162),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2288,2287,2286,2285,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105])). % 129.64/129.48 cnf(3217,plain, % 129.64/129.48 (E(x32171,f13(a39,f30(f30(f12(a39),f11(a39,x32172,x32172)),x32173),x32171))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3218,plain, % 129.64/129.48 (P40(f13(a39,f30(f30(f12(a39),f11(a39,x32181,x32181)),x32182),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116])). % 129.64/129.48 cnf(3219,plain, % 129.64/129.48 (E(x32191,f13(a39,f30(f30(f12(a39),f11(a39,x32192,x32192)),x32193),x32191))), % 129.64/129.48 inference(rename_variables,[],[2016])). % 129.64/129.48 cnf(3220,plain, % 129.64/129.48 (P66(f13(a39,f30(f30(f12(a39),f11(a39,x32201,x32201)),x32202),f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121])). % 129.64/129.48 cnf(3222,plain, % 129.64/129.48 (P6(a39,f30(f30(f22(a39),x32221),f2(a39)),f13(a39,x32222,f13(a39,x32223,f13(a39,f2(a39),f3(a39)))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,2476,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967])). % 129.64/129.48 cnf(3223,plain, % 129.64/129.48 (P6(a39,x32231,f13(a39,x32232,f13(a39,x32233,x32231)))), % 129.64/129.48 inference(rename_variables,[],[1987])). % 129.64/129.48 cnf(3225,plain, % 129.64/129.48 (P6(a38,f25(a38,f30(f30(f12(a38),f2(a1)),a27),a27),a14)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,3153,2476,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968])). % 129.64/129.48 cnf(3226,plain, % 129.64/129.48 (P6(a38,f25(a38,f30(f30(f12(a38),x32261),a27),a27),x32261)), % 129.64/129.48 inference(rename_variables,[],[2469])). % 129.64/129.48 cnf(3228,plain, % 129.64/129.48 (~P6(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),a27)),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,370,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,3153,2476,2474,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207])). % 129.64/129.48 cnf(3229,plain, % 129.64/129.48 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x32291),a27)),a27),x32291)), % 129.64/129.48 inference(rename_variables,[],[2474])). % 129.64/129.48 cnf(3231,plain, % 129.64/129.48 (~P6(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x32311,a27)),a27)),x32311)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,370,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,143,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345])). % 129.64/129.48 cnf(3232,plain, % 129.64/129.48 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x32321),a27)),a27),x32321)), % 129.64/129.48 inference(rename_variables,[],[2474])). % 129.64/129.48 cnf(3234,plain, % 129.64/129.48 (~P7(a38,x32341,f13(a38,f30(f30(f12(a38),f11(a38,x32342,x32342)),x32343),f30(f30(f12(a38),f25(a38,x32341,a27)),a27)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,370,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2485,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,321,143,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346])). % 129.64/129.48 cnf(3235,plain, % 129.64/129.48 (~P7(a38,x32351,f25(a38,f13(a38,f30(f30(f12(a38),f11(a38,x32352,x32352)),x32353),f30(f30(f12(a38),x32351),a27)),a27))), % 129.64/129.48 inference(rename_variables,[],[2485])). % 129.64/129.48 cnf(3237,plain, % 129.64/129.48 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x32371),f9(a38,f3(a38)))),f9(a38,f3(a38))),x32371)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,370,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2862,2485,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,321,143,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415])). % 129.64/129.48 cnf(3238,plain, % 129.64/129.48 (~P6(a38,f13(a38,a27,x32381),x32381)), % 129.64/129.48 inference(rename_variables,[],[2414])). % 129.64/129.48 cnf(3240,plain, % 129.64/129.48 (P7(a39,f11(a39,f3(a39),f3(a39)),f13(a39,x32401,f13(a39,f13(a39,x32402,f3(a39)),f11(a39,f3(a39),f3(a39)))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,370,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2862,2485,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,321,143,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933])). % 129.64/129.48 cnf(3241,plain, % 129.64/129.48 (P6(a39,f11(a39,f3(a39),f3(a39)),x32411)), % 129.64/129.48 inference(rename_variables,[],[2582])). % 129.64/129.48 cnf(3242,plain, % 129.64/129.48 (~P6(a39,f13(a39,x32421,f13(a39,f13(a39,x32422,f3(a39)),x32423)),x32423)), % 129.64/129.48 inference(rename_variables,[],[2456])). % 129.64/129.48 cnf(3245,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x32451),x32451)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(3246,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x32461,f3(a39)),x32462),x32461)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3248,plain, % 129.64/129.48 (P6(a38,f2(a38),f13(a38,a27,f2(a38)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2522,2499,2584,2574,184,1957,2079,2172,402,407,446,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,321,143,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243])). % 129.64/129.48 cnf(3252,plain, % 129.64/129.48 (P6(a38,f25(a38,f30(f30(f12(a38),x32521),f9(a38,f3(a38))),f9(a38,f3(a38))),x32521)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2522,2499,2584,2574,184,1957,2079,2172,402,407,364,446,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,231,296,321,143,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400])). % 129.64/129.48 cnf(3253,plain, % 129.64/129.48 (P6(a38,x32531,x32531)), % 129.64/129.48 inference(rename_variables,[],[364])). % 129.64/129.48 cnf(3255,plain, % 129.64/129.48 (~P7(a38,f3(a38),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,364,446,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,228,231,296,321,143,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203])). % 129.64/129.48 cnf(3258,plain, % 129.64/129.48 (~P7(a38,f25(a38,a27,a27),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,177,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,2191,2074,2151,2850,2323,2229,2601,2344,2182,2130,2147,2586,2939,3019,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,364,446,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,228,231,296,321,143,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233])). % 129.64/129.48 cnf(3262,plain, % 129.64/129.48 (~P7(a39,x32621,f11(a39,f3(a39),f3(a39)))), % 129.64/129.48 inference(rename_variables,[],[2586])). % 129.64/129.48 cnf(3266,plain, % 129.64/129.48 (E(f30(f30(f12(a38),f3(a38)),x32661),x32661)), % 129.64/129.48 inference(rename_variables,[],[367])). % 129.64/129.48 cnf(3269,plain, % 129.64/129.48 (~E(f13(a39,x32691,f13(a39,f2(a39),f3(a39))),x32691)), % 129.64/129.48 inference(rename_variables,[],[1916])). % 129.64/129.48 cnf(3270,plain, % 129.64/129.48 (~P7(a39,x32701,f11(a39,f3(a39),f3(a39)))), % 129.64/129.48 inference(rename_variables,[],[2586])). % 129.64/129.48 cnf(3273,plain, % 129.64/129.48 (P6(a38,x32731,f9(a38,x32731))), % 129.64/129.48 inference(rename_variables,[],[2040])). % 129.64/129.48 cnf(3275,plain, % 129.64/129.48 (~E(f13(a39,f30(f30(f12(a38),f3(a38)),f3(a38)),f3(a39)),f3(a38))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,177,242,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,228,231,296,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661])). % 129.64/129.48 cnf(3278,plain, % 129.64/129.48 (P6(a38,x32781,f25(a38,f30(f30(f12(a38),x32781),f9(a38,f3(a38))),f9(a38,f3(a38))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,177,242,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,3253,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,221,261,329,159,276,220,228,231,296,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392])). % 129.64/129.48 cnf(3281,plain, % 129.64/129.48 (~P6(a1,f3(a1),f18(a1,a14))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,177,242,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,3253,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,220,228,231,296,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430])). % 129.64/129.48 cnf(3286,plain, % 129.64/129.48 (E(f25(f13(a39,f11(a39,a38,a38),a38),f13(a1,a14,f30(f30(f12(f13(a39,f11(a39,a38,a38),a38)),x32861),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x32862))),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x32862)),x32861)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,2932,177,242,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,2469,3153,2476,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,3253,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,220,228,231,296,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845])). % 129.64/129.48 cnf(3287,plain, % 129.64/129.48 (E(f13(a1,a14,x32871),x32871)), % 129.64/129.48 inference(rename_variables,[],[362])). % 129.64/129.48 cnf(3288,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x32881,f3(a39)),x32882),x32881)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3290,plain, % 129.64/129.48 (~P7(a38,f30(f30(f12(a38),f2(a38)),a27),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,2932,177,242,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,2469,3153,2476,3053,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,3253,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,220,228,231,296,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213])). % 129.64/129.48 cnf(3293,plain, % 129.64/129.48 (~P7(a38,f13(a38,f9(a38,f3(a38)),x32931),x32931)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,2932,177,242,176,488,538,250,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2216,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,2469,3153,2476,3053,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,3253,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,328,220,228,231,296,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313])). % 129.64/129.48 cnf(3294,plain, % 129.64/129.48 (~P7(a38,f13(a38,f2(a38),x32941),x32941)), % 129.64/129.48 inference(rename_variables,[],[2417])). % 129.64/129.48 cnf(3297,plain, % 129.64/129.48 (~P7(a38,x32971,f13(a38,f30(f30(f12(a38),f11(a38,x32972,x32972)),x32973),x32971))), % 129.64/129.48 inference(rename_variables,[],[2213])). % 129.64/129.48 cnf(3300,plain, % 129.64/129.48 (~P7(a38,x33001,f13(a38,f30(f30(f12(a38),f11(a38,x33002,x33002)),x33003),x33001))), % 129.64/129.48 inference(rename_variables,[],[2213])). % 129.64/129.48 cnf(3302,plain, % 129.64/129.48 (~P7(a38,f25(a38,f13(a38,f30(f30(f12(a38),f11(a38,x33021,x33021)),x33022),f30(f30(f12(a38),x33023),f9(a38,f3(a38)))),f9(a38,f3(a38))),x33023)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,2932,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,2216,2789,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,2469,3153,2476,3053,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,3253,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,328,220,228,231,296,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417])). % 129.64/129.48 cnf(3303,plain, % 129.64/129.48 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x33031,x33031)),x33032),x33033),x33033)), % 129.64/129.48 inference(rename_variables,[],[2216])). % 129.64/129.48 cnf(3305,plain, % 129.64/129.48 (E(x33051,f25(a38,f30(f30(f12(a38),x33051),a27),a27))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,2932,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,2216,2789,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,3253,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,328,220,228,231,296,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910])). % 129.64/129.48 cnf(3308,plain, % 129.64/129.48 (P6(a38,f25(a38,f2(a38),a27),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,2932,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,2216,2789,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,3253,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,328,220,228,231,296,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402])). % 129.64/129.48 cnf(3310,plain, % 129.64/129.48 (~E(x33101,f25(f13(a39,f11(a39,a38,a38),a38),f13(a39,f30(f30(f12(f13(a39,f11(a39,a38,a38),a38)),x33101),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x33102)),f3(a39)),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x33102)))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,2932,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,2216,2789,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,3253,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,328,220,228,231,296,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850])). % 129.64/129.48 cnf(3312,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x33121,f3(a39)),x33122),x33121)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3314,plain, % 129.64/129.48 (~P7(a1,f2(a1),f18(a1,a15))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,2932,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,2216,2789,1987,2707,2882,3124,2161,2456,2713,2817,2913,2988,1984,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,3253,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,328,220,228,231,296,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932])). % 129.64/129.48 cnf(3320,plain, % 129.64/129.48 (~P6(a39,f13(a39,x33201,f13(a39,f13(a39,f13(a39,x33202,f13(a39,x33203,f2(a39))),x33204),f3(a39))),x33204)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,2932,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,2216,2789,1987,2707,2882,3124,3223,2161,2456,2713,2817,2913,2988,1984,2893,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,2242,1934,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,407,441,364,3253,446,367,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152])). % 129.64/129.48 cnf(3321,plain, % 129.64/129.48 (~P6(a39,f13(a39,x33211,f13(a39,x33212,f3(a39))),x33212)), % 129.64/129.48 inference(rename_variables,[],[1984])). % 129.64/129.48 cnf(3322,plain, % 129.64/129.48 (P6(a39,x33221,f13(a39,x33222,f13(a39,x33223,x33221)))), % 129.64/129.48 inference(rename_variables,[],[1987])). % 129.64/129.48 cnf(3328,plain, % 129.64/129.48 (E(f11(a1,x33281,a14),x33281)), % 129.64/129.48 inference(rename_variables,[],[361])). % 129.64/129.48 cnf(3333,plain, % 129.64/129.48 (P6(a39,x33331,f13(a39,x33332,f13(a39,x33333,x33331)))), % 129.64/129.48 inference(rename_variables,[],[1987])). % 129.64/129.48 cnf(3335,plain, % 129.64/129.48 (P6(a38,f2(a38),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),a27)),a27))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,2932,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,2216,2789,1987,2707,2882,3124,3223,3322,2161,2456,2713,2817,2913,2988,1984,2893,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,1934,2550,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,2698,407,441,364,3253,361,446,367,185,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242])). % 129.64/129.48 cnf(3339,plain, % 129.64/129.48 (~P7(a38,f2(a38),f25(a38,x33391,f13(a38,f30(f30(f12(a38),f11(a38,x33392,x33392)),x33393),f2(a38))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,370,1844,362,2932,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,2216,2789,3303,1987,2707,2882,3124,3223,3322,2161,2456,2713,2817,2913,2988,1984,2893,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,1934,2550,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,2698,407,441,364,3253,361,446,367,185,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240])). % 129.64/129.48 cnf(3340,plain, % 129.64/129.48 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x33401,x33401)),x33402),x33403),x33403)), % 129.64/129.48 inference(rename_variables,[],[2216])). % 129.64/129.48 cnf(3341,plain, % 129.64/129.48 (~P7(a38,x33411,f13(a38,f30(f30(f12(a38),f11(a38,x33412,x33412)),x33413),x33411))), % 129.64/129.48 inference(rename_variables,[],[2213])). % 129.64/129.48 cnf(3344,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x33441),x33441)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(3345,plain, % 129.64/129.48 (E(f13(a1,a14,x33451),x33451)), % 129.64/129.48 inference(rename_variables,[],[362])). % 129.64/129.48 cnf(3347,plain, % 129.64/129.48 (~P7(a38,x33471,f25(a38,f13(a38,f30(f30(f12(a38),f11(a38,x33472,x33472)),x33473),f30(f30(f12(a38),x33471),f9(a38,f3(a38)))),f9(a38,f3(a38))))), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,2161,2456,2713,2817,2913,2988,1984,2893,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,1934,2550,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,2698,407,441,364,3253,361,446,367,185,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423])). % 129.64/129.48 cnf(3348,plain, % 129.64/129.48 (~P7(a38,x33481,f13(a38,f30(f30(f12(a38),f11(a38,x33482,x33482)),x33483),x33481))), % 129.64/129.48 inference(rename_variables,[],[2213])). % 129.64/129.48 cnf(3351,plain, % 129.64/129.48 (~P7(a38,f30(f30(f12(a38),f11(a38,x33511,x33511)),x33512),f2(a38))), % 129.64/129.48 inference(rename_variables,[],[2424])). % 129.64/129.48 cnf(3353,plain, % 129.64/129.48 (~P6(a39,f13(a39,x33531,f13(a39,f13(a39,x33532,f13(a39,x33533,f13(a39,x33534,f2(a39)))),f3(a39))),x33532)), % 129.64/129.48 inference(scs_inference,[],[1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,2394,2590,2592,1978,2804,2938,2126,2710,2859,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,3333,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,1934,2550,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,2698,407,441,364,3253,361,446,367,185,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151])). % 129.64/129.48 cnf(3355,plain, % 129.64/129.48 (P6(a39,x33551,f13(a39,x33552,f13(a39,x33553,x33551)))), % 129.64/129.48 inference(rename_variables,[],[1987])). % 129.64/129.48 cnf(3358,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x33581,f3(a39)),x33582),x33581)), % 129.64/129.48 inference(rename_variables,[],[2038])). % 129.64/129.48 cnf(3359,plain, % 129.64/129.48 (P7(a39,x33591,f13(a39,x33591,f13(a39,f2(a39),f3(a39))))), % 129.64/129.48 inference(rename_variables,[],[2126])). % 129.64/129.48 cnf(3362,plain, % 129.64/129.48 (E(f11(a1,x33621,a14),x33621)), % 129.64/129.48 inference(rename_variables,[],[361])). % 129.64/129.48 cnf(3364,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f25(f13(a39,f11(a39,a38,a38),a38),x33641,f13(a1,f2(a1),f2(f13(a39,f11(a39,a38,a38),a38)))),f3(a39)),x33642),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1877,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,3333,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,1934,2550,2072,2522,2391,2082,2499,2584,2574,184,1957,2079,2172,402,2698,407,441,364,3253,361,3328,446,367,185,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670])). % 129.64/129.48 cnf(3365,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x33651),x33651)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(3366,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x33661,f3(a39)),x33662),x33661)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3368,plain, % 129.64/129.48 (~P7(a38,f2(a38),f25(a38,f17(f2(a38)),x33681))), % 129.64/129.48 inference(scs_inference,[],[1877,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,2045,3070,3137,2032,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,3333,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,184,1957,2079,2172,402,2698,407,441,364,3253,361,3328,446,367,185,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241])). % 129.64/129.48 cnf(3373,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x33731,x33732),f3(a39)),x33731)), % 129.64/129.48 inference(rename_variables,[],[2036])). % 129.64/129.48 cnf(3374,plain, % 129.64/129.48 (P7(a39,x33741,f13(a39,x33741,f13(a39,f2(a39),f3(a39))))), % 129.64/129.48 inference(rename_variables,[],[2126])). % 129.64/129.48 cnf(3377,plain, % 129.64/129.48 (P6(a38,x33771,f30(f30(f12(a38),f17(f13(a38,x33771,f30(f30(f12(a38),x33772),x33772)))),f17(f13(a38,x33771,f30(f30(f12(a38),x33772),x33772)))))), % 129.64/129.48 inference(rename_variables,[],[2043])). % 129.64/129.48 cnf(3380,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x33801,f3(a39)),x33802),x33801)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3383,plain, % 129.64/129.48 (~P7(a38,f25(a38,f17(f2(a38)),x33831),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,3131,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,3333,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,157,184,1957,2079,2172,402,2698,407,441,364,3253,361,3328,446,367,185,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245])). % 129.64/129.48 cnf(3390,plain, % 129.64/129.48 (~P6(a1,f18(a1,f11(a1,a14,a15)),f2(a1))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,3131,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,3333,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,364,3253,361,3328,446,367,185,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929])). % 129.64/129.48 cnf(3394,plain, % 129.64/129.48 (~P7(a38,f11(a38,x33941,x33941),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,3131,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,3333,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,3351,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,364,3253,361,3328,446,367,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186])). % 129.64/129.48 cnf(3398,plain, % 129.64/129.48 (~P7(a1,x33981,x33981)), % 129.64/129.48 inference(rename_variables,[],[1801])). % 129.64/129.48 cnf(3400,plain, % 129.64/129.48 (~P6(a1,f18(a1,f11(a1,a14,a15)),f18(a1,a14))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,3131,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,3333,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,3351,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,364,3253,361,3328,446,367,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976])). % 129.64/129.48 cnf(3402,plain, % 129.64/129.48 (~P7(a1,f18(a1,f3(a1)),f18(a1,f2(a1)))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,3131,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,3333,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,3351,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,364,3253,361,3328,446,367,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977])). % 129.64/129.48 cnf(3405,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x34051,x34052),f3(a39)),x34051)), % 129.64/129.48 inference(rename_variables,[],[2036])). % 129.64/129.48 cnf(3406,plain, % 129.64/129.48 (P6(a39,x34061,f13(a39,x34062,f13(a39,x34063,x34061)))), % 129.64/129.48 inference(rename_variables,[],[1987])). % 129.64/129.48 cnf(3408,plain, % 129.64/129.48 (~P6(a39,f13(a39,f13(a39,x34081,f13(a39,f3(a39),f13(a39,f2(a39),f3(a39)))),x34082),x34081)), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,3131,3373,3405,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,3333,3355,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,3351,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,364,3253,361,3328,446,367,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312])). % 129.64/129.48 cnf(3409,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x34091,x34092),f3(a39)),x34091)), % 129.64/129.48 inference(rename_variables,[],[2036])). % 129.64/129.48 cnf(3412,plain, % 129.64/129.48 (~P6(a1,f11(a1,f11(a1,a14,a15),a14),a14)), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,3131,3373,3405,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,3333,3355,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,3351,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,364,3253,361,3328,3362,446,367,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096])). % 129.64/129.48 cnf(3415,plain, % 129.64/129.48 (~P6(a38,f25(a38,a27,a27),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,3131,3373,3405,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,1987,2707,2882,3124,3223,3322,3333,3355,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,3351,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,364,3253,361,3328,3362,446,367,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232])). % 129.64/129.48 cnf(3418,plain, % 129.64/129.48 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x34181,x34181)),x34182),x34183),x34183)), % 129.64/129.48 inference(rename_variables,[],[2216])). % 129.64/129.48 cnf(3422,plain, % 129.64/129.48 (P6(a39,x34221,f13(a39,x34222,f13(a39,x34223,x34221)))), % 129.64/129.48 inference(rename_variables,[],[1987])). % 129.64/129.48 cnf(3424,plain, % 129.64/129.48 (E(f25(f13(a39,f11(a39,a38,a38),a38),f13(a39,f30(f30(f12(f13(a39,f11(a39,a38,a38),a38)),x34241),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x34242)),f2(a39)),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x34242)),x34241)), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,3131,3373,3405,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,3340,1987,2707,2882,3124,3223,3322,3333,3355,3406,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,3351,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,364,3253,361,3328,3362,446,367,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846])). % 129.64/129.48 cnf(3426,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x34261,f3(a39)),x34262),x34261)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3428,plain, % 129.64/129.48 (~P7(a38,f25(a38,f13(a38,f2(a38),f30(f30(f12(a38),x34281),f9(a38,f3(a38)))),f9(a38,f3(a38))),x34281)), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,3131,3373,3405,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,3340,1987,2707,2882,3124,3223,3322,3333,3355,3406,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,3351,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,364,3253,361,3328,3362,446,367,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416])). % 129.64/129.48 cnf(3431,plain, % 129.64/129.48 (~E(f25(f13(a39,f11(a39,a38,a38),a38),f13(a39,f30(f30(f12(f13(a39,f11(a39,a38,a38),a38)),x34311),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x34312)),f13(a39,f2(a39),f3(a39))),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x34312)),x34311)), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,2036,3131,3373,3405,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,3340,1987,2707,2882,3124,3223,3322,3333,3355,3406,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2474,3229,3232,2242,2424,3351,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,364,3253,361,3328,3362,446,367,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849])). % 129.64/129.48 cnf(3433,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x34331,f3(a39)),x34332),x34331)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3438,plain, % 129.64/129.48 (P7(a38,f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f9(a38,f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,3273,2036,3131,3373,3405,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,3340,1987,2707,2882,3124,3223,3322,3333,3355,3406,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2479,2474,3229,3232,2242,2424,3351,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,364,3253,361,3328,3362,446,367,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972])). % 129.64/129.48 cnf(3439,plain, % 129.64/129.48 (P6(a38,x34391,f9(a38,x34391))), % 129.64/129.48 inference(rename_variables,[],[2040])). % 129.64/129.48 cnf(3441,plain, % 129.64/129.48 (~P7(a38,f2(a38),f30(f30(f12(a38),f2(a38)),a27))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,2045,3070,3137,2032,3035,2043,2034,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,3273,2036,3131,3373,3405,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,3340,1987,2707,2882,3124,3223,3322,3333,3355,3406,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2424,3351,1934,2550,2072,2522,1945,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,364,3253,361,3328,3362,446,367,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200])). % 129.64/129.48 cnf(3455,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x34551,f3(a39)),x34552),x34551)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3458,plain, % 129.64/129.48 (P6(a38,x34581,f13(a38,f30(f30(f12(a38),f17(x34581)),f17(x34581)),f30(f30(f12(a38),x34582),x34582)))), % 129.64/129.48 inference(rename_variables,[],[1883])). % 129.64/129.48 cnf(3463,plain, % 129.64/129.48 (P6(a1,f2(a1),a14)), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,2045,3070,3137,2032,3035,2043,2034,1883,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,3273,2036,3131,3373,3405,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,2216,2789,3303,3340,1987,2707,2882,3124,3223,3322,3333,3355,3406,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,3398,364,3253,361,3328,3362,446,367,3266,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769])). % 129.64/129.48 cnf(3465,plain, % 129.64/129.48 (~P7(a38,f25(a38,x34651,f13(a38,f30(f30(f12(a38),f11(a38,x34652,x34652)),x34653),f2(a38))),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,2045,3070,3137,2032,3035,2043,2034,1883,2038,2693,2704,2735,2825,2830,2833,3046,2040,2839,2847,3273,2036,3131,3373,3405,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,2216,2789,3303,3340,3418,1987,2707,2882,3124,3223,3322,3333,3355,3406,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,3398,364,3253,361,3328,3362,446,367,3266,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244])). % 129.64/129.48 cnf(3466,plain, % 129.64/129.48 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x34661,x34661)),x34662),x34663),x34663)), % 129.64/129.48 inference(rename_variables,[],[2216])). % 129.64/129.48 cnf(3467,plain, % 129.64/129.48 (~P7(a38,x34671,f13(a38,f30(f30(f12(a38),f11(a38,x34672,x34672)),x34673),x34671))), % 129.64/129.48 inference(rename_variables,[],[2213])). % 129.64/129.48 cnf(3472,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x34721,f13(a39,x34722,f13(a39,x34723,f3(a39)))),x34724),x34721)), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,2045,3070,3137,2032,3035,2043,2034,1883,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,2216,2789,3303,3340,3418,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,3398,364,3253,361,3328,3362,446,367,3266,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311])). % 129.64/129.48 cnf(3476,plain, % 129.64/129.48 (~E(f25(f13(a39,f11(a39,a38,a38),a38),x34761,f13(a1,f2(a1),f2(f13(a39,f11(a39,a38,a38),a38)))),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x34762))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,2045,3070,3137,2032,3035,2043,2034,1883,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,2216,2789,3303,3340,3418,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,3398,364,3253,361,3328,3362,446,367,3266,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742])). % 129.64/129.48 cnf(3477,plain, % 129.64/129.48 (E(f13(a1,f2(a1),x34771),x34771)), % 129.64/129.48 inference(rename_variables,[],[380])). % 129.64/129.48 cnf(3478,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x34781,f3(a39)),x34782),x34781)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3480,plain, % 129.64/129.48 (P6(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f25(f13(a39,f11(a39,a38,a38),a38),x34801,f2(f13(a39,f11(a39,a38,a38),a38))))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,2045,3070,3137,3215,2032,3035,2043,2034,1883,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,2216,2789,3303,3340,3418,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,404,441,1801,3398,364,3253,361,3328,3362,446,367,3266,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228])). % 129.64/129.48 cnf(3481,plain, % 129.64/129.48 (P6(f13(a39,f11(a39,a38,a38),a38),x34811,x34811)), % 129.64/129.48 inference(rename_variables,[],[2045])). % 129.64/129.48 cnf(3486,plain, % 129.64/129.48 (~P7(a38,x34861,f13(a38,f30(f30(f12(a38),f11(a38,x34862,x34862)),x34863),x34861))), % 129.64/129.48 inference(rename_variables,[],[2213])). % 129.64/129.48 cnf(3489,plain, % 129.64/129.48 (P6(a38,x34891,f30(f30(f12(a38),f17(f13(a38,x34891,f30(f30(f12(a38),x34892),x34892)))),f17(f13(a38,x34891,f30(f30(f12(a38),x34892),x34892)))))), % 129.64/129.48 inference(rename_variables,[],[2043])). % 129.64/129.48 cnf(3493,plain, % 129.64/129.48 (P6(a39,x34931,f13(a39,x34932,x34931))), % 129.64/129.48 inference(rename_variables,[],[398])). % 129.64/129.48 cnf(3497,plain, % 129.64/129.48 (P6(a39,f2(a39),x34971)), % 129.64/129.48 inference(rename_variables,[],[375])). % 129.64/129.48 cnf(3500,plain, % 129.64/129.48 (P6(a38,x35001,f30(f30(f12(a38),f17(f13(a38,x35001,f30(f30(f12(a38),x35002),x35002)))),f17(f13(a38,x35001,f30(f30(f12(a38),x35002),x35002)))))), % 129.64/129.48 inference(rename_variables,[],[2043])). % 129.64/129.48 cnf(3503,plain, % 129.64/129.48 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x35031,x35031)),x35032),x35033),x35033)), % 129.64/129.48 inference(rename_variables,[],[2216])). % 129.64/129.48 cnf(3506,plain, % 129.64/129.48 (P6(f13(a39,f11(a39,a38,a38),a38),f25(f13(a39,f11(a39,a38,a38),a38),x35061,f2(f13(a39,f11(a39,a38,a38),a38))),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,2045,3070,3137,3215,3481,2032,3035,2043,3377,3489,2034,1883,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,3467,3486,2216,2789,3303,3340,3418,3466,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,396,404,441,1801,3398,364,3253,361,3328,3362,398,3493,375,446,367,3266,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228,1301,1231,1230,1066,1067,1300,1299,1298])). % 129.64/129.48 cnf(3509,plain, % 129.64/129.48 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x35091,x35091)),x35092),f25(a38,x35093,f17(f2(a38)))),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,2045,3070,3137,3215,3481,2032,3035,2043,3377,3489,2034,1883,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,3467,3486,2216,2789,3303,3340,3418,3466,3503,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,396,404,441,1801,3398,364,3253,361,3328,3362,398,3493,375,446,367,3266,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228,1301,1231,1230,1066,1067,1300,1299,1298,1229])). % 129.64/129.48 cnf(3523,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,x35231,f3(a39)),x35232),x35231)), % 129.64/129.48 inference(rename_variables,[],[2048])). % 129.64/129.48 cnf(3525,plain, % 129.64/129.48 (~P6(a38,f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x35251,x35251)),x35252),x35253)),x35253)), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,3478,2045,3070,3137,3215,3481,2032,3035,2043,3377,3489,3500,2034,1883,3458,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,3439,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,3477,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,3467,3486,2216,2789,3303,3340,3418,3466,3503,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,396,404,441,1801,3398,364,3253,361,3328,3362,398,3493,375,3497,446,367,3266,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228,1301,1231,1230,1066,1067,1300,1299,1298,1229,1533,1050,1805,1137])). % 129.64/129.48 cnf(3527,plain, % 129.64/129.48 (E(f11(a39,f11(a39,f2(a39),x35271),x35272),f2(a39))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,3478,2045,3070,3137,3215,3481,2032,3035,2043,3377,3489,3500,2034,1883,3458,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,3439,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,3477,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,3467,3486,2216,2789,3303,3340,3418,3466,3503,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,396,404,441,1801,3398,364,3253,361,3328,3362,398,3493,375,3497,446,367,3266,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228,1301,1231,1230,1066,1067,1300,1299,1298,1229,1533,1050,1805,1137,609])). % 129.64/129.48 cnf(3531,plain, % 129.64/129.48 (~P6(a39,f13(a39,a14,f3(a39)),f2(a1))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,3478,2045,3070,3137,3215,3481,2032,3035,2043,3377,3489,3500,2034,1883,3458,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,3439,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,3477,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,3467,3486,2216,2789,3303,3340,3418,3466,3503,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,396,404,441,1801,3398,364,3253,361,3328,3362,398,3493,375,3497,446,367,3266,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228,1301,1231,1230,1066,1067,1300,1299,1298,1229,1533,1050,1805,1137,609,789,866])). % 129.64/129.48 cnf(3533,plain, % 129.64/129.48 (~P6(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),f25(f13(a39,f11(a39,a38,a38),a38),x35331,f13(a1,f2(a1),f2(f13(a39,f11(a39,a38,a38),a38)))))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,3478,2045,3070,3137,3215,3481,2032,3035,2043,3377,3489,3500,2034,1883,3458,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,3439,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,3477,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,3467,3486,2216,2789,3303,3340,3418,3466,3503,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,396,404,441,1801,3398,364,3253,361,3328,3362,398,3493,375,3497,446,367,3266,185,325,244,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228,1301,1231,1230,1066,1067,1300,1299,1298,1229,1533,1050,1805,1137,609,789,866,867])). % 129.64/129.48 cnf(3550,plain, % 129.64/129.48 (~P7(a38,x35501,f13(a38,f30(f30(f12(a38),x35502),x35503),f13(a38,f30(f30(f12(a38),f11(a38,f11(a38,x35504,x35504),x35502)),x35503),x35501)))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,3478,2045,3070,3137,3215,3481,2032,3035,2043,3377,3489,3500,2034,1883,3458,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,3439,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,3477,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2977,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,3467,3486,2216,2789,3303,3340,3418,3466,3503,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,396,404,441,1801,3398,364,3253,361,3328,3362,398,3493,375,3497,446,367,3266,185,325,244,272,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228,1301,1231,1230,1066,1067,1300,1299,1298,1229,1533,1050,1805,1137,609,789,866,867,1005,1789,773,690,1046,1701,920,1164])). % 129.64/129.48 cnf(3552,plain, % 129.64/129.48 (~P7(a38,f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x35521,x35521)),x35522),x35523)),x35523)), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,3478,2045,3070,3137,3215,3481,2032,3035,2043,3377,3489,3500,2034,1883,3458,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,3439,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,3477,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2977,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,3467,3486,2216,2789,3303,3340,3418,3466,3503,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,396,404,441,1801,3398,364,3253,361,3328,3362,398,3493,375,3497,446,367,3266,185,325,244,272,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228,1301,1231,1230,1066,1067,1300,1299,1298,1229,1533,1050,1805,1137,609,789,866,867,1005,1789,773,690,1046,1701,920,1164,1165])). % 129.64/129.48 cnf(3564,plain, % 129.64/129.48 (E(f11(a39,f11(a39,x35641,x35641),f11(a39,f3(a39),f3(a39))),f2(a39))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,3478,3523,2045,3070,3137,3215,3481,2032,3035,2043,3377,3489,3500,2034,1883,3458,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,3439,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,3477,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2977,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,3467,3486,2216,2789,3303,3340,3418,3466,3503,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2228,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,396,404,441,1801,3398,364,3253,361,3328,3362,398,3493,375,3497,446,367,3266,185,325,244,272,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,205,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228,1301,1231,1230,1066,1067,1300,1299,1298,1229,1533,1050,1805,1137,609,789,866,867,1005,1789,773,690,1046,1701,920,1164,1165,745,897,896,1208,1234,735])). % 129.64/129.48 cnf(3573,plain, % 129.64/129.48 (E(f11(a39,f13(a39,f2(a39),f3(a39)),x35731),f2(a39))+E(f11(a39,f13(a39,f2(a39),f3(a39)),x35731),f13(a39,f2(a39),f3(a39)))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,3478,3523,2045,3070,3137,3215,3481,2032,3035,2043,3377,3489,3500,2034,1883,3458,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,3439,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,3477,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2977,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,3467,3486,2216,2789,3303,3340,3418,3466,3503,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,3242,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2228,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2376,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,396,404,441,1801,3398,364,3253,361,3328,3362,398,3493,375,3497,446,367,3266,185,325,244,272,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,205,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228,1301,1231,1230,1066,1067,1300,1299,1298,1229,1533,1050,1805,1137,609,789,866,867,1005,1789,773,690,1046,1701,920,1164,1165,745,897,896,1208,1234,735,1202,1697,98,1554])). % 129.64/129.48 cnf(3576,plain, % 129.64/129.48 (P6(a39,f11(a39,f13(a39,x35761,f3(a39)),x35762),x35761)+E(f11(a39,f13(a39,x35761,f3(a39)),x35762),f13(a39,x35761,f3(a39)))), % 129.64/129.48 inference(scs_inference,[],[1877,1881,1879,2048,2686,2721,2724,2727,2732,2751,2758,2770,2812,2876,2887,2901,2928,2961,2984,3002,3027,3048,3099,3246,3288,3312,3366,3380,3426,3433,3455,3478,3523,2045,3070,3137,3215,3481,2032,3035,2043,3377,3489,3500,2034,1883,3458,2038,2693,2704,2735,2825,2830,2833,3046,3358,2040,2839,2847,3273,3439,2036,3131,3373,3405,3409,2303,2305,134,243,380,2718,2744,2761,2776,2786,2890,2931,2935,2996,3112,3177,3179,3207,3245,3344,3365,3477,370,1844,362,2932,3287,3345,177,242,176,376,488,538,250,248,249,2241,2240,2239,2107,2237,2236,2235,2234,2092,355,1926,2233,2101,1939,2219,1916,2906,3269,2016,2909,2964,2980,2982,2986,3007,3009,3011,3013,3022,3031,3033,3038,3040,3042,3044,3056,3061,3063,3068,3073,3075,3083,3085,3087,3094,3096,3104,3108,3110,3118,3122,3127,3129,3135,3140,3144,3149,3151,3157,3159,3161,3163,3165,3167,3169,3171,3173,3175,3181,3183,3185,3187,3189,3191,3193,3195,3197,3199,3201,3203,3205,3209,3211,3213,3217,3219,2018,2321,2186,2680,1948,2856,2954,2977,2568,2193,2796,3015,3115,2189,2951,3146,2191,1912,2028,2074,2151,2850,2323,2229,2601,2341,2344,2335,2182,2130,2147,2586,2939,3019,3102,3262,3270,2582,2910,2968,2974,3028,3080,3241,1891,2394,2590,2592,1978,2804,2938,2126,2710,2859,3132,3359,3374,2199,2783,2820,2881,2546,2213,2836,2898,2999,3297,3300,3341,3348,3467,3486,2216,2789,3303,3340,3418,3466,3503,1987,2707,2882,3124,3223,3322,3333,3355,3406,3422,2161,2456,2713,2817,2913,2988,3242,1984,2893,3321,1999,2002,2166,2871,2211,2773,2417,3294,2596,2598,2405,2408,2411,2414,2701,2862,3238,2228,2485,3235,2203,2464,3065,2469,3153,3226,2476,3053,2482,2479,2474,3229,3232,2376,2242,2580,2424,3351,1934,2550,2072,2522,1945,2527,2391,2082,2499,2584,2574,2398,157,184,1957,2079,2172,402,2698,407,396,404,441,1801,3398,364,3253,361,3328,3362,398,3493,400,375,3497,446,367,3266,185,325,244,272,273,365,371,2299,2298,2297,2296,2295,2294,2293,2292,2289,2288,2287,2286,2285,2284,2283,2282,2281,2280,2279,2278,2277,2276,2275,2274,2273,2272,2271,2270,2269,2268,2267,2264,2263,2262,2261,2260,2259,2258,2257,2256,2255,2254,2253,2252,2251,2250,2249,2248,2247,2246,2227,2302,2301,2300,154,205,144,194,221,261,329,159,276,328,220,228,231,296,229,321,308,314,143,527,320,698,871,1146,563,737,605,998,1254,796,852,997,1073,1075,996,689,787,564,692,577,1007,579,944,780,784,859,1080,684,1017,599,1082,853,590,607,1145,725,1074,578,1138,800,785,25,1086,696,854,945,705,14,1842,855,13,999,602,1139,580,1133,995,1134,738,1012,739,874,870,858,1873,872,2,10,947,942,949,989,1116,1695,1703,1160,1161,1289,1167,733,1117,1693,757,645,847,1700,622,1702,589,1034,1660,1662,1699,1368,1661,940,1698,807,593,1123,744,717,1121,718,1376,1680,1682,802,804,828,1663,794,1118,1694,1683,78,68,3,67,1375,620,1163,730,1704,724,1162,69,82,115,130,952,1076,128,1696,951,132,71,646,61,85,91,74,62,726,898,791,106,1077,96,110,1187,131,1716,65,72,1119,1135,97,129,94,1372,647,92,109,1130,63,124,905,73,75,64,1091,88,1166,79,878,83,76,1290,113,923,90,1035,84,1681,111,118,877,123,93,108,103,60,102,77,120,104,119,122,95,117,126,80,112,100,81,127,70,133,87,86,125,114,107,89,101,99,66,105,116,121,967,968,1207,1345,1346,1415,933,741,1243,1400,1203,1233,815,860,817,1394,661,1392,1430,1201,845,1213,1313,971,1247,1417,910,1402,850,932,823,1152,740,1098,1122,1242,1240,861,1423,1422,1151,1154,922,670,1241,1238,1153,969,848,1245,930,843,929,1239,1186,1429,976,977,1155,1312,1096,1232,970,1310,846,1416,849,1211,972,1200,1237,851,671,842,973,1431,769,1244,974,1311,742,1228,1301,1231,1230,1066,1067,1300,1299,1298,1229,1533,1050,1805,1137,609,789,866,867,1005,1789,773,690,1046,1701,920,1164,1165,745,897,896,1208,1234,735,1202,1697,98,1554,1215])). % 129.64/129.48 cnf(3581,plain, % 129.64/129.48 (P6(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f9(f13(a39,f11(a39,a38,a38),a38),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x35811)))), % 129.64/129.48 inference(scs_inference,[],[2927,2603])). % 129.64/129.48 cnf(3584,plain, % 129.64/129.48 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x35841),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x35841),x35842)),x35842)), % 129.64/129.48 inference(rename_variables,[],[2679])). % 129.64/129.48 cnf(3586,plain, % 129.64/129.48 (~P7(a39,f13(a39,x35861,f13(a39,x35862,f13(a39,x35863,x35864))),x35863)), % 129.64/129.48 inference(scs_inference,[],[1972,2927,2679,2603,697,998])). % 129.64/129.48 cnf(3587,plain, % 129.64/129.48 (~P7(a39,f13(a39,x35871,f13(a39,x35872,x35873)),x35873)), % 129.64/129.48 inference(rename_variables,[],[1972])). % 129.64/129.48 cnf(3589,plain, % 129.64/129.48 (~E(f11(a39,f3(a39),f3(a39)),f13(a39,x35891,f13(a39,f13(a39,x35892,f3(a39)),f11(a39,f3(a39),f3(a39)))))), % 129.64/129.48 inference(scs_inference,[],[3240,1972,2927,2679,2603,697,998,689])). % 129.64/129.48 cnf(3594,plain, % 129.64/129.48 (P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x35941),f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x35941),x35942)),x35942)), % 129.64/129.48 inference(scs_inference,[],[3240,1972,2927,2679,2858,2972,2603,697,998,689,1146,1352])). % 129.64/129.48 cnf(3595,plain, % 129.64/129.48 (P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x35951),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x35951),x35952)),x35952)), % 129.64/129.48 inference(rename_variables,[],[2972])). % 129.64/129.48 cnf(3597,plain, % 129.64/129.48 (P6(a39,f11(a39,x35971,x35971),f11(a39,f3(a39),f3(a39)))), % 129.64/129.48 inference(scs_inference,[],[3240,1972,2927,2679,3564,2858,2972,2603,697,998,689,1146,1352,796])). % 129.64/129.48 cnf(3603,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x36031,x36032),f3(a39)),x36031)), % 129.64/129.48 inference(rename_variables,[],[2036])). % 129.64/129.48 cnf(3607,plain, % 129.64/129.48 (P6(a38,f2(a38),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.64/129.48 inference(scs_inference,[],[2806,3240,2036,1972,2427,2927,2841,2679,3564,2858,2972,2603,697,998,689,1146,1352,796,773,997,599,737])). % 129.64/129.48 cnf(3610,plain, % 129.64/129.48 (E(f13(a39,x36101,x36102),f13(a39,x36102,x36101))), % 129.64/129.48 inference(rename_variables,[],[390])). % 129.64/129.48 cnf(3613,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,x36131,x36131),f3(a39)),x36131),x36131)), % 129.64/129.48 inference(rename_variables,[],[2990])). % 129.64/129.48 cnf(3619,plain, % 129.64/129.48 (~E(f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[2806,2990,3240,2036,1972,2427,390,493,2927,2841,2679,3533,3564,2858,2972,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602])). % 129.64/129.48 cnf(3622,plain, % 129.64/129.48 (P6(a39,x36221,f11(a39,f13(a39,x36221,f3(a39)),f3(a39)))), % 129.64/129.48 inference(rename_variables,[],[2915])). % 129.64/129.48 cnf(3626,plain, % 129.64/129.48 (~P6(a39,f11(a39,f11(a39,f13(a39,f13(a39,f13(a39,x36261,x36262),x36263),f3(a39)),x36263),x36262),x36261)), % 129.64/129.48 inference(scs_inference,[],[2806,2990,3240,2915,3622,2036,1972,2427,2007,390,493,2927,2841,2679,3533,3564,2858,2972,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254])). % 129.64/129.48 cnf(3627,plain, % 129.64/129.48 (~P6(a39,f11(a39,f13(a39,f13(a39,x36271,x36272),f3(a39)),x36272),x36271)), % 129.64/129.48 inference(rename_variables,[],[2007])). % 129.64/129.48 cnf(3629,plain, % 129.64/129.48 (E(f13(a39,f11(a39,x36291,f13(a39,x36291,x36292)),x36293),x36293)), % 129.64/129.48 inference(scs_inference,[],[2806,2990,3240,2915,3622,2036,1972,405,2427,2007,390,493,2927,2841,2679,3533,3564,2858,2972,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607])). % 129.64/129.48 cnf(3631,plain, % 129.64/129.48 (E(f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x36311),f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x36311),x36312)),x36312)), % 129.64/129.48 inference(scs_inference,[],[2806,2990,3240,2915,3622,2036,1972,405,2427,2007,390,493,2927,2841,2679,3123,3533,3564,2858,2972,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871])). % 129.64/129.48 cnf(3634,plain, % 129.64/129.48 (~P6(a38,f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x36341,x36342)),x36343),f13(a38,f30(f30(f12(a38),f11(a38,x36342,x36341)),x36343),x36344))),x36344)), % 129.64/129.48 inference(scs_inference,[],[2806,2990,3240,2915,3622,2036,1972,405,2427,2007,390,493,2927,2841,2679,3123,3533,3564,2858,2972,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137])). % 129.64/129.48 cnf(3635,plain, % 129.64/129.48 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x36351,x36352)),x36353),f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x36352,x36351)),x36353),x36354))),x36354)), % 129.64/129.48 inference(rename_variables,[],[2864])). % 129.64/129.48 cnf(3641,plain, % 129.64/129.48 (P7(a39,x36411,f13(a39,x36412,f13(a39,f13(a39,f13(a39,x36411,x36413),f3(a39)),x36414)))), % 129.64/129.48 inference(scs_inference,[],[2806,2737,2990,3240,2915,3622,2036,2012,1972,405,2427,2007,390,493,2927,2841,2679,3123,3533,3564,2858,2972,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075])). % 129.64/129.48 cnf(3642,plain, % 129.64/129.48 (P7(a39,x36421,f13(a39,x36422,f13(a39,f13(a39,x36421,f3(a39)),x36423)))), % 129.64/129.48 inference(rename_variables,[],[2012])). % 129.64/129.48 cnf(3648,plain, % 129.64/129.48 (~P7(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[2806,2737,2990,3240,2915,3622,2036,2012,1972,405,2427,2007,390,493,2927,2841,2679,3123,3533,3564,3097,2858,2972,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780])). % 129.64/129.48 cnf(3650,plain, % 129.64/129.48 (~P6(a39,f13(a39,f13(a39,x36501,f3(a39)),f13(a39,f13(a39,x36502,x36503),x36504)),x36503)), % 129.64/129.48 inference(scs_inference,[],[2806,2737,2990,3240,2915,3622,2036,2012,1972,405,2427,2007,390,493,2927,2841,2679,3123,3533,3564,3097,2858,2972,2712,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138])). % 129.64/129.48 cnf(3651,plain, % 129.64/129.48 (~P6(a39,f13(a39,x36511,f13(a39,f13(a39,x36512,f3(a39)),f13(a39,x36513,x36514))),x36513)), % 129.64/129.48 inference(rename_variables,[],[2712])). % 129.64/129.48 cnf(3653,plain, % 129.64/129.48 (P7(a39,f2(a39),f13(a39,f3(a39),x36531))), % 129.64/129.48 inference(scs_inference,[],[2806,2737,2990,3240,2915,3622,2036,2012,1972,405,2427,2007,390,3610,493,2927,2841,2679,3123,3533,3564,3097,2858,2972,2712,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800])). % 129.64/129.48 cnf(3654,plain, % 129.64/129.48 (E(f13(a39,x36541,x36542),f13(a39,x36542,x36541))), % 129.64/129.48 inference(rename_variables,[],[390])). % 129.64/129.48 cnf(3657,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,x36571,x36571),f3(a39)),x36571),x36571)), % 129.64/129.48 inference(rename_variables,[],[2990])). % 129.64/129.48 cnf(3660,plain, % 129.64/129.48 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x36601),f9(a38,f3(a38)))),f9(a38,f3(a38))),x36601)), % 129.64/129.48 inference(rename_variables,[],[3237])). % 129.64/129.48 cnf(3662,plain, % 129.64/129.48 (~P6(a38,f17(f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[2806,2737,2990,3613,3240,2915,3622,2036,2012,1972,405,2427,2007,390,3610,493,2927,2841,2679,3123,3533,3564,3097,2858,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853])). % 129.64/129.48 cnf(3664,plain, % 129.64/129.48 (~E(f13(a39,x36641,f13(a39,f13(a39,f11(a39,f2(a39),f2(a39)),f3(a39)),f2(a39))),x36641)), % 129.64/129.48 inference(scs_inference,[],[2806,2737,2990,3613,3657,3240,2915,3622,2036,2012,1972,405,2427,2007,390,3610,493,2927,2841,2679,3123,3533,3564,3097,2858,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692])). % 129.64/129.48 cnf(3665,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,x36651,x36651),f3(a39)),x36651),x36651)), % 129.64/129.48 inference(rename_variables,[],[2990])). % 129.64/129.48 cnf(3674,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,x36741,x36741),f3(a39)),x36741),x36741)), % 129.64/129.48 inference(rename_variables,[],[2990])). % 129.64/129.48 cnf(3677,plain, % 129.64/129.48 (P6(a39,x36771,f11(a39,f13(a39,x36771,f3(a39)),f3(a39)))), % 129.64/129.48 inference(rename_variables,[],[2915])). % 129.64/129.48 cnf(3682,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,x36821,x36821),f3(a39)),x36821),x36821)), % 129.64/129.48 inference(rename_variables,[],[2990])). % 129.64/129.48 cnf(3684,plain, % 129.64/129.48 (E(x36841,f11(a39,f13(a39,x36841,f11(a39,f3(a39),f3(a39))),f11(a39,f3(a39),f3(a39))))), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3240,2915,3622,2036,2012,1972,405,2427,2007,390,3610,2453,493,2927,2841,2797,2679,3123,3533,3188,3564,3097,2858,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872])). % 129.64/129.48 cnf(3685,plain, % 129.64/129.48 (E(x36851,f13(a39,f11(a39,x36851,f11(a39,f3(a39),f3(a39))),f11(a39,f3(a39),f3(a39))))), % 129.64/129.48 inference(rename_variables,[],[2797])). % 129.64/129.48 cnf(3688,plain, % 129.64/129.48 (E(f30(f30(f22(a16),f10(x36881)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),x36881)), % 129.64/129.48 inference(rename_variables,[],[485])). % 129.64/129.48 cnf(3691,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,x36911,x36911),f3(a39)),x36911),x36911)), % 129.64/129.48 inference(rename_variables,[],[2990])). % 129.64/129.48 cnf(3693,plain, % 129.64/129.48 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,x36931,x36932),x36933),f3(a39)),x36933),x36931)), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3240,2915,3622,2036,2012,1972,405,2427,2007,3627,390,3610,485,2453,493,2927,2841,2797,2679,3123,3533,3188,3564,3097,2858,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996])). % 129.64/129.48 cnf(3694,plain, % 129.64/129.48 (~P6(a39,f11(a39,f13(a39,f13(a39,x36941,x36942),f3(a39)),x36942),x36941)), % 129.64/129.48 inference(rename_variables,[],[2007])). % 129.64/129.48 cnf(3697,plain, % 129.64/129.48 (~P7(a39,f13(a39,x36971,f13(a39,x36972,x36973)),x36973)), % 129.64/129.48 inference(rename_variables,[],[1972])). % 129.64/129.48 cnf(3699,plain, % 129.64/129.48 (P6(a39,x36991,f11(a39,f13(a39,f13(a39,x36991,x36992),f3(a39)),x36992))), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3240,2915,3622,2036,2012,1972,3587,405,2427,2007,3627,3694,390,3610,485,2453,493,2927,2841,2797,2679,3123,3533,3188,3564,3097,2858,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738])). % 129.64/129.48 cnf(3707,plain, % 129.64/129.48 (~P7(a39,f13(a39,x37071,f13(a39,f13(a39,x37072,x37073),x37074)),x37073)), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3240,2915,3622,2036,2012,1972,3587,405,2427,2007,3627,3694,390,3610,485,2141,2453,1936,493,2927,2841,2797,2679,3123,3533,3188,3564,3097,2858,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145])). % 129.64/129.48 cnf(3710,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,x37101,x37101),f3(a39)),x37101),x37101)), % 129.64/129.48 inference(rename_variables,[],[2990])). % 129.64/129.48 cnf(3713,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x37131,x37132),f3(a39)),x37131)), % 129.64/129.48 inference(rename_variables,[],[2036])). % 129.64/129.48 cnf(3715,plain, % 129.64/129.48 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,x37151,x37152),x37153),f3(a39)),x37153),x37152)), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3240,2915,3622,2036,3603,2012,1972,3587,405,2427,2007,3627,3694,390,3610,485,2141,2453,1936,493,2927,2841,2797,2679,3123,3533,3188,3564,3097,2858,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995])). % 129.64/129.48 cnf(3716,plain, % 129.64/129.48 (~P6(a39,f11(a39,f13(a39,f13(a39,x37161,x37162),f3(a39)),x37162),x37161)), % 129.64/129.48 inference(rename_variables,[],[2007])). % 129.64/129.48 cnf(3719,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,x37191,x37191),f3(a39)),x37191),x37191)), % 129.64/129.48 inference(rename_variables,[],[2990])). % 129.64/129.48 cnf(3722,plain, % 129.64/129.48 (P6(a39,x37221,f11(a39,f13(a39,x37221,f3(a39)),f3(a39)))), % 129.64/129.48 inference(rename_variables,[],[2915])). % 129.64/129.48 cnf(3726,plain, % 129.64/129.48 (~P6(a39,f13(a39,f13(a39,x37261,f13(a39,x37262,f3(a39))),x37263),x37262)), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3240,2915,3622,3677,2036,3603,2012,1972,3587,2010,405,2427,2007,3627,3694,390,3610,485,2141,2453,1936,493,2927,2841,2797,2679,3123,3533,3188,3564,3097,2858,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134])). % 129.64/129.48 cnf(3727,plain, % 129.64/129.48 (P6(a39,x37271,f13(a39,f13(a39,x37272,x37271),x37273))), % 129.64/129.48 inference(rename_variables,[],[2010])). % 129.64/129.48 cnf(3732,plain, % 129.64/129.48 (~P7(a1,f11(a1,f11(a1,a14,a15),a14),a14)), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3240,2915,3622,3677,3412,2036,3603,2012,1972,3587,2010,405,2427,2007,3627,3694,390,3610,485,2141,2453,1936,493,2927,2841,2797,2679,3123,3533,3188,3564,3097,2858,3408,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785])). % 129.64/129.48 cnf(3734,plain, % 129.64/129.48 (P6(a1,a14,f11(a1,f11(a1,a14,a15),a14))), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3240,2915,3622,3677,3412,2036,3603,2012,1972,3587,2010,405,2427,2007,3627,3694,390,3610,485,2141,2453,1936,493,2927,2841,2797,2679,3123,3533,3188,3564,3097,2858,3408,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739])). % 129.64/129.48 cnf(3739,plain, % 129.64/129.48 (~P7(a39,f13(a39,f13(a39,x37391,x37392),f3(a39)),x37391)), % 129.64/129.48 inference(rename_variables,[],[2036])). % 129.64/129.48 cnf(3741,plain, % 129.64/129.48 (~P7(a39,x37411,f11(a39,f11(a39,f11(a39,x37411,x37412),x37413),x37414))), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3240,2915,3622,3677,3412,2036,3603,3713,2012,1972,3587,2010,405,2427,2007,3627,3694,390,3610,485,2141,2453,2195,1936,493,2927,2841,2797,2679,3123,3533,3188,3564,3097,2803,2858,3408,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999])). % 129.64/129.48 cnf(3742,plain, % 129.64/129.48 (~P7(a39,x37421,f11(a39,f11(a39,x37421,x37422),x37423))), % 129.64/129.48 inference(rename_variables,[],[2803])). % 129.64/129.48 cnf(3744,plain, % 129.64/129.48 (~E(f13(a39,x37441,f13(a39,x37442,f13(a39,x37443,f3(a39)))),f2(a39))), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3240,2915,3622,3677,3412,2036,3603,3713,2012,1972,3587,3697,2010,405,2427,2007,3627,3694,390,3610,485,2141,2453,2195,1936,493,2927,2841,2797,2679,3123,3533,3188,3564,3097,2803,2858,3408,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874])). % 129.64/129.48 cnf(3745,plain, % 129.64/129.48 (~P7(a39,f13(a39,x37451,f13(a39,x37452,x37453)),x37453)), % 129.64/129.48 inference(rename_variables,[],[1972])). % 129.64/129.48 cnf(3749,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f13(a39,f11(a39,x37491,f11(a39,f3(a39),f3(a39))),f11(a39,f3(a39),f3(a39))),f3(a39)),x37492),x37491)), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3240,2915,3622,3677,3412,2036,3603,3713,2012,1972,3587,3697,2010,405,2427,2007,3627,3694,390,3610,485,2141,2453,2195,1936,1942,493,2927,2841,2797,2679,3123,3026,3533,3188,3564,3097,2803,2858,3408,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25])). % 129.64/129.48 cnf(3751,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f13(a39,x37511,x37512),f3(a39)),f3(a39)),x37511)), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3240,2915,3622,3677,3412,2036,3603,3713,2012,1972,3587,3697,2010,405,2427,2007,3627,3694,390,3610,485,2141,2453,2195,1936,1942,493,2927,2841,2797,2679,3123,3026,2832,3533,3188,3564,3097,2803,2858,3408,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13])). % 129.64/129.48 cnf(3754,plain, % 129.64/129.48 (~E(x37541,f13(a39,f13(a39,x37542,f30(f30(f12(a38),f25(a38,x37541,f3(a38))),f3(a38))),f3(a39)))), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3240,2915,3622,3677,3412,2036,3603,3713,2012,1972,3587,3697,2010,405,2427,2007,3627,3694,390,3610,485,2141,2453,2195,1936,1942,493,2927,2841,2797,2679,3123,3026,2832,2346,3533,3188,3564,3097,2803,2858,3408,2972,2712,3237,2864,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10])). % 129.64/129.48 cnf(3757,plain, % 129.64/129.48 (P7(a39,x37571,f13(a39,x37572,f13(a39,f13(a39,x37571,f3(a39)),x37573)))), % 129.64/129.48 inference(rename_variables,[],[2012])). % 129.64/129.48 cnf(3759,plain, % 129.64/129.48 (E(x37591,f13(a39,x37591,f2(a39)))), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3240,2958,2915,3622,3677,3412,2036,3603,3713,2012,3642,1972,3587,3697,2010,405,2427,2007,3627,3694,390,3610,485,2141,2453,2195,1936,1942,493,2927,2841,2797,2679,3123,3026,2832,2346,3533,3188,3564,3097,2803,2858,3408,2972,2712,3237,2864,402,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885])). % 129.64/129.48 cnf(3761,plain, % 129.64/129.48 (E(f11(a39,x37611,f13(a39,x37611,x37612)),f2(a39))), % 129.64/129.48 inference(rename_variables,[],[405])). % 129.64/129.48 cnf(3767,plain, % 129.64/129.48 (P6(a39,x37671,f11(a39,f13(a39,x37671,f3(a39)),f3(a39)))), % 129.64/129.48 inference(rename_variables,[],[2915])). % 129.64/129.48 cnf(3769,plain, % 129.64/129.48 (~P6(a38,f13(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f2(a38))), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3240,2958,2915,3622,3677,3722,3222,3412,2036,3603,3713,2012,3642,1972,3587,3697,2010,405,2427,2007,3627,3694,390,3610,485,2141,2453,2195,2594,1936,1942,493,2927,2841,2797,2679,3123,3026,2832,2346,3533,3188,3564,3097,2803,2858,3408,2972,3595,2712,3237,2864,402,220,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117])). % 129.64/129.48 cnf(3772,plain, % 129.64/129.48 (~E(f13(a39,f13(a39,f11(a39,x37721,x37721),f3(a39)),x37721),x37721)), % 129.64/129.48 inference(rename_variables,[],[2990])). % 129.64/129.48 cnf(3774,plain, % 129.64/129.48 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x37741,x37741)),x37742),f13(a38,a27,x37743)),x37743)), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3240,2958,2915,3622,3677,3722,3222,3412,2036,3603,3713,2012,3642,1972,3587,3697,2010,405,2427,2007,3627,3694,390,3610,485,2141,2453,2195,2594,1936,1942,493,2927,2841,2797,2679,3123,3026,2832,2346,3533,3188,3564,3097,2803,2858,3408,2972,3595,2712,3237,2864,3552,402,3184,220,328,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165])). % 129.64/129.48 cnf(3778,plain, % 129.64/129.48 (E(f13(a39,x37781,x37782),f13(a39,x37782,x37781))), % 129.64/129.48 inference(rename_variables,[],[390])). % 129.64/129.48 cnf(3780,plain, % 129.64/129.48 (~E(f13(a39,x37801,f30(f30(f12(a38),f25(a38,f13(a39,f2(a39),f3(a39)),f3(a38))),f3(a38))),f2(a39))), % 129.64/129.48 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3240,2958,2915,3622,3677,3722,3767,3222,3412,2036,3603,3713,2012,3642,1972,3587,3697,2010,405,2427,2007,3627,3694,390,3610,3654,485,2141,2453,2195,2594,1936,1942,493,2927,2841,2797,2679,3123,3026,2832,2346,3533,3188,3564,3097,2803,2858,3408,2972,3595,2712,3237,2864,3552,2151,402,3184,220,328,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942])). % 129.64/129.49 cnf(3790,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x37901),x37901)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(3792,plain, % 129.64/129.49 (~P7(a38,f13(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3240,2958,2915,3622,3677,3722,3767,3222,3412,2036,3603,3713,2012,3642,241,1972,3587,3697,2010,405,3761,2427,2007,3627,3694,390,3610,3654,1907,485,2133,1954,2141,2453,2195,2594,1936,1942,493,248,2927,2841,2797,2679,3584,3123,3026,2832,2346,3194,3533,3188,3564,3097,2803,2858,3408,2972,3595,2712,3237,2864,3552,2151,402,3184,220,328,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804])). % 129.64/129.49 cnf(3794,plain, % 129.64/129.49 (~E(f30(f30(f12(a38),f11(a38,x37941,x37942)),x37943),f13(a38,f30(f30(f12(a38),f11(a38,x37941,x37942)),x37943),f3(a38)))), % 129.64/129.49 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3240,2958,2915,3622,3677,3722,3767,3222,3412,2036,3603,3713,2012,3642,241,1972,3587,3697,2010,405,3761,2427,2007,3627,3694,390,3610,3654,1907,485,2133,1954,2141,2453,2195,2594,1936,1942,493,248,2927,2841,2797,2679,3584,3123,3026,2832,2346,3194,2917,3533,3188,3564,3097,2803,2858,3408,2972,3595,2712,3237,2864,3552,2151,402,3184,220,328,231,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680])). % 129.64/129.49 cnf(3799,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x37991),x37991)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(3804,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x38041,x38041),f3(a39)),x38041),x38041)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(3810,plain, % 129.64/129.49 (P6(a39,x38101,f13(a39,x38102,f13(a39,x38101,x38103)))), % 129.64/129.49 inference(rename_variables,[],[1990])). % 129.64/129.49 cnf(3815,plain, % 129.64/129.49 (P7(a1,a14,f11(a1,f11(a1,a14,a15),a14))), % 129.64/129.49 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3240,2958,2915,3622,3677,3722,3767,3222,3412,2036,3603,3713,2012,3642,241,1972,3587,3697,2010,405,3761,243,2427,1990,2007,3627,3694,390,3610,3654,1907,3790,379,485,3688,2133,1954,2141,2453,2195,2594,1936,1942,493,248,2927,2841,3105,2797,2679,3584,3123,3026,2832,2346,3194,2917,3533,3188,3564,3097,2803,2858,3408,2972,3595,2712,3320,3237,2864,3552,2151,402,273,3184,220,328,231,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757])). % 129.64/129.49 cnf(3817,plain, % 129.64/129.49 (P6(a38,f25(a38,f2(a38),a27),f9(a38,f3(a38)))), % 129.64/129.49 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3240,2958,2915,3622,3677,3722,3767,3222,3412,2036,3603,3713,2012,3642,241,1972,3587,3697,2010,405,3761,243,2427,1990,2007,3627,3694,390,3610,3654,1907,3790,379,485,3688,2133,1954,2141,2453,2195,2594,1936,1942,493,248,2927,2841,3105,3308,2797,2679,3584,3123,3026,2832,2346,3194,2917,3533,3188,3564,3097,2803,2858,3408,2972,3595,2712,3320,3237,2864,3552,2151,402,273,3184,220,328,231,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947])). % 129.64/129.49 cnf(3827,plain, % 129.64/129.49 (~P6(a39,f13(a39,x38271,f13(a39,f13(a39,x38272,f13(a39,x38273,f13(a39,x38274,f2(a39)))),f3(a39))),x38272)), % 129.64/129.49 inference(rename_variables,[],[3353])). % 129.64/129.49 cnf(3833,plain, % 129.64/129.49 (~E(f13(a39,x38331,f13(a39,f13(a39,x38332,f3(a39)),x38333)),x38333)), % 129.64/129.49 inference(rename_variables,[],[2690])). % 129.64/129.49 cnf(3835,plain, % 129.64/129.49 (~E(x38351,f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f13(a39,x38352,f3(a39)),f3(a39)),x38352)),x38353),f13(a39,f13(a39,x38354,f3(a39)),f13(a39,f30(f30(f12(a39),x38352),x38353),x38351))))), % 129.64/129.49 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3240,2958,2915,3622,3677,3722,3767,3222,3412,2036,3603,3713,2012,3642,241,1972,3587,3697,2010,405,3761,243,2427,1990,2007,3627,3694,390,3610,3654,1907,3790,379,485,3688,177,2133,1954,2141,2453,2195,2594,1936,1942,493,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3026,2832,2346,3194,2917,3533,3188,3564,3097,2803,2858,3408,2972,3595,2712,3651,3320,3353,3237,2864,3552,2151,402,273,3128,3184,220,276,328,231,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682])). % 129.64/129.49 cnf(3836,plain, % 129.64/129.49 (~E(f13(a39,x38361,f13(a39,f13(a39,x38362,f3(a39)),x38363)),x38363)), % 129.64/129.49 inference(rename_variables,[],[2690])). % 129.64/129.49 cnf(3839,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x38391,x38391),f3(a39)),x38391),x38391)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(3843,plain, % 129.64/129.49 (P6(a39,f11(a39,f2(a39),x38431),x38432)), % 129.64/129.49 inference(rename_variables,[],[2112])). % 129.64/129.49 cnf(3846,plain, % 129.64/129.49 (~E(f13(a39,x38461,f13(a39,f13(a39,x38462,f3(a39)),x38463)),x38463)), % 129.64/129.49 inference(rename_variables,[],[2690])). % 129.64/129.49 cnf(3848,plain, % 129.64/129.49 (~P6(a39,f13(a39,x38481,f13(a39,f13(a39,x38482,f3(a39)),f11(a39,f13(a39,x38483,f11(a39,f3(a39),f3(a39))),f11(a39,f3(a39),f3(a39))))),x38483)), % 129.64/129.49 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3240,2958,2915,3622,3677,3722,3767,3222,3412,2036,3603,3713,2012,3642,241,1972,3587,3697,2010,2112,405,3761,243,2427,1990,2007,3627,3694,390,3610,3654,1907,3790,379,485,3688,177,2133,1954,2141,2453,2195,2594,1936,1942,493,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3026,2832,2346,3194,2917,3533,3188,3564,3097,2803,3742,2858,3408,2987,2972,3595,2712,3651,3320,3353,3237,2864,3552,2151,402,273,3128,3184,220,276,328,231,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163])). % 129.64/129.49 cnf(3849,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,x38491,f13(a39,f13(a39,x38492,f3(a39)),f11(a39,x38493,f11(a39,f3(a39),f3(a39))))),f11(a39,f3(a39),f3(a39))),x38493)), % 129.64/129.49 inference(rename_variables,[],[2987])). % 129.64/129.49 cnf(3855,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x38551,x38551),f3(a39)),x38551),x38551)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(3858,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x38581,f3(a39)),x38582),x38581)), % 129.64/129.49 inference(rename_variables,[],[2048])). % 129.64/129.49 cnf(3861,plain, % 129.64/129.49 (~E(f13(a39,x38611,f13(a39,f13(a39,x38612,f3(a39)),x38613)),x38613)), % 129.64/129.49 inference(rename_variables,[],[2690])). % 129.64/129.49 cnf(3865,plain, % 129.64/129.49 (P6(a39,f13(a39,f2(a39),x38651),x38651)), % 129.64/129.49 inference(rename_variables,[],[1931])). % 129.64/129.49 cnf(3869,plain, % 129.64/129.49 (~P7(a38,f13(a38,f30(f30(f12(a38),x38691),x38692),x38693),f13(a38,f30(f30(f12(a38),x38691),x38692),f30(f30(f12(a38),f25(a38,x38693,a27)),a27)))), % 129.64/129.49 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3240,2958,2915,3622,3677,3722,3767,3222,3412,2048,2036,3603,3713,2012,3642,1931,241,1972,3587,3697,2010,2112,405,3761,243,2427,1990,3810,2007,3627,3694,390,3610,3654,1907,3790,379,485,3688,177,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,3533,3188,3564,3097,2803,3742,2858,3408,2987,2972,3595,2712,3651,3320,3353,3237,3234,2864,3552,2151,402,273,3128,3150,3158,3184,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696])). % 129.64/129.49 cnf(3871,plain, % 129.64/129.49 (~P7(a39,f13(a39,f13(a39,x38711,x38712),f13(a39,x38713,f13(a39,x38714,f3(a39)))),x38711)), % 129.64/129.49 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3240,2958,2915,3622,3677,3722,3767,3222,3412,2048,2036,3603,3713,2012,3642,1931,241,1972,3587,3697,2010,2112,405,3761,243,2427,1990,3810,2007,3627,3694,390,3610,3654,1907,3790,379,485,3688,177,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,3533,3188,3564,3097,2803,3742,2858,3408,3472,2987,2972,3595,2712,3651,3320,3353,3237,3234,2864,3552,2151,402,273,3128,3150,3158,3184,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167])). % 129.64/129.49 cnf(3880,plain, % 129.64/129.49 (~P7(a38,f2(a38),f13(a38,f13(a38,f2(a38),f2(a38)),f13(a38,f2(a38),f2(a38))))), % 129.64/129.49 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3240,2958,2915,3622,3677,3722,3767,3222,3412,2048,2036,3603,3713,2012,3642,1931,241,1972,3587,3697,2010,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,1907,3790,379,485,3688,177,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,3533,3188,3564,3097,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3237,3234,2864,3552,2151,402,273,3128,3150,3158,3184,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121])). % 129.64/129.49 cnf(3882,plain, % 129.64/129.49 (~E(f13(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3240,2958,2915,3622,3677,3722,3767,3222,3412,2048,2036,3603,3713,2012,3642,1931,241,1972,3587,3697,2010,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,176,1907,3790,379,485,3688,177,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,3533,3188,3564,3097,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3237,3234,2864,3552,2151,402,273,3128,3150,3158,3184,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620])). % 129.64/129.49 cnf(3886,plain, % 129.64/129.49 (~P7(a39,f13(a39,f13(a39,x38861,f13(a39,x38862,x38863)),x38864),x38863)), % 129.64/129.49 inference(scs_inference,[],[2806,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3240,2958,2915,3622,3677,3722,3767,3222,3412,2048,2036,3603,3713,2012,3642,1931,241,1972,3587,3697,2010,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,176,1907,3790,379,485,3688,177,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,3533,3188,3564,3097,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3237,3234,2864,3552,3509,2151,402,273,3128,3150,3158,3184,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164])). % 129.64/129.49 cnf(3891,plain, % 129.64/129.49 (~P7(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),x38911),x38911)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3240,2958,2915,3622,3677,3722,3767,3222,3412,2048,2036,3603,3713,2012,3642,1931,241,1972,3587,3697,2010,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,176,1907,3790,379,485,3688,177,2238,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,3533,3188,3564,3097,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3237,3234,2864,3635,3552,3509,2151,402,273,3128,3150,3158,3184,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896])). % 129.64/129.49 cnf(3894,plain, % 129.64/129.49 (E(f13(a39,x38941,x38942),f13(a39,x38942,x38941))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(3896,plain, % 129.64/129.49 (P6(a39,x38961,f11(a39,f13(a39,x38961,x38962),x38962))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3240,2958,2915,3622,3677,3722,3767,3222,3412,2048,2036,3603,3713,2012,3642,1931,241,1972,3587,3697,2010,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,176,1907,3790,379,485,3688,177,2238,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,3533,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3237,3234,2864,3635,3552,3509,2151,402,273,3128,3150,3158,3184,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368])). % 129.64/129.49 cnf(3899,plain, % 129.64/129.49 (P7(a39,f35(f13(a39,f13(a39,x38991,f13(a39,f13(a39,f11(a39,f2(a39),f2(a39)),f3(a39)),f2(a39))),f3(a39)),f13(a39,f13(a39,f11(a39,f2(a39),f2(a39)),f3(a39)),f2(a39))),f13(a39,f13(a39,x38991,f13(a39,f13(a39,f11(a39,f2(a39),f2(a39)),f3(a39)),f2(a39))),f3(a39)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3240,2958,2915,3622,3677,3722,3767,3222,3412,2048,2036,3603,3713,2012,3642,1931,241,1972,3587,3697,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,176,1907,3790,379,485,3688,177,2238,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,3533,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3237,3234,2864,3635,3552,3509,2151,402,273,3128,3150,3158,3184,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130])). % 129.64/129.49 cnf(3901,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x39011,x39011),f3(a39)),x39011),x39011)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(3907,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x39071),x39071)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(3910,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x39101,x39101),f3(a39)),x39101),x39101)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(3912,plain, % 129.64/129.49 (P6(a1,f2(a1),f11(a1,a14,a15))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,537,2012,3642,1931,241,1972,3587,3697,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,2574,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,3533,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3237,3234,2864,3635,3552,3509,2151,402,273,3128,3150,3158,3184,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949])). % 129.64/129.49 cnf(3914,plain, % 129.64/129.49 (~P7(a39,f13(a39,f13(a39,f13(a39,x39141,f3(a39)),x39142),x39143),x39141)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,537,2012,3642,1931,241,1972,3587,3697,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,2574,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,3533,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3237,3234,2864,3635,2873,3552,3509,2151,402,273,3128,3150,3158,3184,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166])). % 129.64/129.49 cnf(3920,plain, % 129.64/129.49 (~E(f13(a1,f30(f30(f12(a1),x39201),x39202),f30(f30(f12(a1),f11(a1,f11(a1,x39201,x39203),x39204)),x39202)),f13(a1,f30(f30(f12(a1),x39203),x39202),f13(a1,f30(f30(f12(a1),x39204),x39202),a15)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,537,2012,3642,1931,241,1972,3587,3697,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,2574,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,2179,3533,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2151,402,273,3128,3150,3158,3184,232,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661])). % 129.64/129.49 cnf(3923,plain, % 129.64/129.49 (P6(f13(a39,f11(a39,a38,a38),a38),x39231,f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),x39231)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,537,2012,3642,1931,241,1972,3587,3697,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,2574,250,248,2927,2841,3105,3308,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,2179,3533,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2151,402,2233,273,3128,3150,3158,3184,232,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923])). % 129.64/129.49 cnf(3924,plain, % 129.64/129.49 (P6(f13(a39,f11(a39,a38,a38),a38),x39241,f9(f13(a39,f11(a39,a38,a38),a38),x39241))), % 129.64/129.49 inference(rename_variables,[],[3136])). % 129.64/129.49 cnf(3929,plain, % 129.64/129.49 (~P7(a39,f13(a39,x39291,f13(a39,x39292,x39293)),x39293)), % 129.64/129.49 inference(rename_variables,[],[1972])). % 129.64/129.49 cnf(3930,plain, % 129.64/129.49 (~E(f25(f13(a39,f11(a39,a38,a38),a38),x39301,f13(a1,f2(a1),f2(f13(a39,f11(a39,a38,a38),a38)))),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x39302))), % 129.64/129.49 inference(rename_variables,[],[3476])). % 129.64/129.49 cnf(3932,plain, % 129.64/129.49 (P6(f41(x39321,a37),x39322,x39322)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,537,2012,3642,1931,241,1972,3587,3697,3745,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,2195,2594,1936,1942,493,2574,250,248,3069,2927,2841,3105,3308,3476,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,2179,3533,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,247,2151,402,2235,2233,273,3128,3150,3158,3184,232,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716])). % 129.64/129.49 cnf(3939,plain, % 129.64/129.49 (P58(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x39391,x39391)),x39392)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,537,2012,3642,1931,241,1972,3587,3697,3745,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,431,2195,2594,1936,1942,493,2574,250,248,3069,2927,2841,3105,3308,3476,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,247,2151,402,2235,2233,273,3128,3150,3158,3184,3030,232,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132])). % 129.64/129.49 cnf(3940,plain, % 129.64/129.49 (E(f13(a39,x39401,x39402),f13(a39,x39402,x39401))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(3945,plain, % 129.64/129.49 (E(f30(f30(f12(a39),f11(a39,x39451,f11(a39,f3(a39),f3(a39)))),x39452),f30(f30(f12(a39),x39451),x39452))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,537,2012,3642,1931,241,1972,3587,3697,3745,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,431,2195,2594,1936,1942,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,247,2151,402,2235,2233,273,3128,3150,3158,3184,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905])). % 129.64/129.49 cnf(3947,plain, % 129.64/129.49 (P22(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x39471,x39471)),x39472)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,537,2012,3642,1931,241,1972,3587,3697,3745,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,431,2195,2594,1936,1942,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,247,2151,402,2235,2233,273,3010,3128,3150,3158,3184,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115])). % 129.64/129.49 cnf(3948,plain, % 129.64/129.49 (E(f13(a39,x39481,x39482),f13(a39,x39482,x39481))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(3949,plain, % 129.64/129.49 (~P7(a39,f13(a39,f13(a39,x39491,f13(a39,x39492,f13(a39,f13(a39,f3(a39),f3(a39)),x39493))),x39494),x39491)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,1931,241,1972,3587,3697,3745,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,431,2195,2594,1936,1942,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,247,2151,402,2235,2233,273,3010,3128,3150,3158,3184,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290])). % 129.64/129.49 cnf(3950,plain, % 129.64/129.49 (~P7(a39,f13(a39,f13(a39,x39501,x39502),f3(a39)),x39501)), % 129.64/129.49 inference(rename_variables,[],[2036])). % 129.64/129.49 cnf(3951,plain, % 129.64/129.49 (P7(a39,x39511,f13(a39,x39512,f13(a39,f13(a39,x39511,f3(a39)),x39513)))), % 129.64/129.49 inference(rename_variables,[],[2012])). % 129.64/129.49 cnf(3953,plain, % 129.64/129.49 (P38(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x39531,x39531)),x39532)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,1931,241,1972,3587,3697,3745,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,431,2195,2594,1936,1942,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,247,2151,402,2235,2233,273,3010,3041,3128,3150,3158,3184,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91])). % 129.64/129.49 cnf(3954,plain, % 129.64/129.49 (E(f13(a39,x39541,x39542),f13(a39,x39542,x39541))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(3955,plain, % 129.64/129.49 (~P7(a38,f13(a38,f25(a38,x39551,f17(f2(a38))),f25(a38,x39551,f17(f2(a38)))),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,1931,241,1972,3587,3697,3745,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,2531,431,2195,2594,1936,1942,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,247,2151,402,2235,2233,273,3010,3041,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118])). % 129.64/129.49 cnf(3960,plain, % 129.64/129.49 (E(f18(a38,a14),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,1931,241,1972,3587,3697,3745,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,2531,431,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,402,2235,2233,273,3010,3041,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877])). % 129.64/129.49 cnf(3962,plain, % 129.64/129.49 (~P7(a1,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)),a14)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,1931,241,1972,3587,3697,3745,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,178,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2141,2453,2531,431,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,402,2235,2233,273,3010,3041,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802])). % 129.64/129.49 cnf(3968,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x39681,x39681),f3(a39)),x39681),x39681)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(3971,plain, % 129.64/129.49 (~P7(a38,f25(a38,x39711,f17(f2(a38))),f2(a38))), % 129.64/129.49 inference(rename_variables,[],[2531])). % 129.64/129.49 cnf(3972,plain, % 129.64/129.49 (P6(a38,f25(a38,f30(f30(f12(a38),f2(a38)),x39721),x39721),f2(a38))), % 129.64/129.49 inference(rename_variables,[],[2550])). % 129.64/129.49 cnf(3974,plain, % 129.64/129.49 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x39741,x39742)),x39743),x39744),f13(a38,f30(f30(f12(a38),f11(a38,f11(a38,x39745,x39745),x39742)),x39743),f13(a38,f30(f30(f12(a38),x39741),x39743),x39744)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,1931,241,1972,3587,3697,3745,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,178,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3010,3041,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704])). % 129.64/129.49 cnf(3977,plain, % 129.64/129.49 (P8(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x39771,x39771)),x39772)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,1931,241,1972,3587,3697,3745,2010,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,178,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3010,3041,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69])). % 129.64/129.49 cnf(3978,plain, % 129.64/129.49 (E(f13(a39,x39781,x39782),f13(a39,x39782,x39781))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(3979,plain, % 129.64/129.49 (~E(f11(a39,f13(a39,f13(a39,f11(a39,f13(a39,x39791,f3(a39)),f13(a39,x39791,f3(a39))),f3(a39)),f13(a39,x39791,f3(a39))),f3(a39)),x39791)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,178,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3010,3041,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951])). % 129.64/129.49 cnf(3980,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x39801,x39801),f3(a39)),x39801),x39801)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(3981,plain, % 129.64/129.49 (P6(a39,x39811,f13(a39,f13(a39,x39812,x39811),x39813))), % 129.64/129.49 inference(rename_variables,[],[2010])). % 129.64/129.49 cnf(3983,plain, % 129.64/129.49 (P29(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x39831,x39831)),x39832)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,178,176,1907,3790,3799,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3041,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82])). % 129.64/129.49 cnf(3984,plain, % 129.64/129.49 (E(f13(a39,x39841,x39842),f13(a39,x39842,x39841))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(3985,plain, % 129.64/129.49 (P7(a39,x39851,f13(a39,x39851,f13(a39,x39852,f13(a39,f13(a39,f18(a1,f2(a39)),f3(a39)),x39853))))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3041,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076])). % 129.64/129.49 cnf(3986,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x39861),x39861)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(3987,plain, % 129.64/129.49 (P7(a39,x39871,f13(a39,x39872,f13(a39,f13(a39,x39871,f3(a39)),x39873)))), % 129.64/129.49 inference(rename_variables,[],[2012])). % 129.64/129.49 cnf(3990,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x39901,x39901),f3(a39)),x39901),x39901)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(3992,plain, % 129.64/129.49 (P48(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x39921,x39921)),x39922)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3041,3117,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71])). % 129.64/129.49 cnf(3993,plain, % 129.64/129.49 (E(f13(a39,x39931,x39932),f13(a39,x39932,x39931))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(3994,plain, % 129.64/129.49 (P30(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x39941,x39941)),x39942)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3041,3060,3117,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96])). % 129.64/129.49 cnf(3995,plain, % 129.64/129.49 (E(f13(a39,x39951,x39952),f13(a39,x39952,x39951))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4000,plain, % 129.64/129.49 (P21(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40001,x40001)),x40002)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3041,3060,3117,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130])). % 129.64/129.49 cnf(4001,plain, % 129.64/129.49 (E(f13(a39,x40011,x40012),f13(a39,x40012,x40011))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4002,plain, % 129.64/129.49 (P60(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40021,x40021)),x40022)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3041,3060,3062,3117,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110])). % 129.64/129.49 cnf(4003,plain, % 129.64/129.49 (E(f13(a39,x40031,x40032),f13(a39,x40032,x40031))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4004,plain, % 129.64/129.49 (P47(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40041,x40041)),x40042)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3041,3043,3060,3062,3117,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74])). % 129.64/129.49 cnf(4005,plain, % 129.64/129.49 (E(f13(a39,x40051,x40052),f13(a39,x40052,x40051))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4006,plain, % 129.64/129.49 (P23(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40061,x40061)),x40062)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3039,3041,3043,3060,3062,3117,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85])). % 129.64/129.49 cnf(4007,plain, % 129.64/129.49 (E(f13(a39,x40071,x40072),f13(a39,x40072,x40071))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4008,plain, % 129.64/129.49 (~E(f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x40081))),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3039,3041,3043,3060,3062,3117,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67])). % 129.64/129.49 cnf(4009,plain, % 129.64/129.49 (P6(f13(a39,f11(a39,a38,a38),a38),x40091,f9(f13(a39,f11(a39,a38,a38),a38),x40091))), % 129.64/129.49 inference(rename_variables,[],[3136])). % 129.64/129.49 cnf(4010,plain, % 129.64/129.49 (P33(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40101,x40101)),x40102)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3039,3041,3043,3060,3062,3117,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72])). % 129.64/129.49 cnf(4011,plain, % 129.64/129.49 (E(f13(a39,x40111,x40112),f13(a39,x40112,x40111))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4012,plain, % 129.64/129.49 (P52(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40121,x40121)),x40122)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3039,3041,3043,3060,3062,3117,3121,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79])). % 129.64/129.49 cnf(4013,plain, % 129.64/129.49 (E(f13(a39,x40131,x40132),f13(a39,x40132,x40131))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4014,plain, % 129.64/129.49 (P17(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40141,x40141)),x40142)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3039,3041,3043,3060,3062,3117,3121,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118])). % 129.64/129.49 cnf(4015,plain, % 129.64/129.49 (E(f13(a39,x40151,x40152),f13(a39,x40152,x40151))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4016,plain, % 129.64/129.49 (P12(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40161,x40161)),x40162)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3039,3041,3043,3060,3062,3084,3117,3121,3128,3150,3158,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129])). % 129.64/129.49 cnf(4017,plain, % 129.64/129.49 (E(f13(a39,x40171,x40172),f13(a39,x40172,x40171))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4019,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x40191,x40191),f3(a39)),x40191),x40191)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(4020,plain, % 129.64/129.49 (P67(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40201,x40201)),x40202)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3039,3041,3043,3060,3062,3084,3117,3121,3128,3150,3158,3166,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102])). % 129.64/129.49 cnf(4021,plain, % 129.64/129.49 (E(f13(a39,x40211,x40212),f13(a39,x40212,x40211))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4023,plain, % 129.64/129.49 (~P7(a1,f13(a1,f2(a1),x40231),x40231)), % 129.64/129.49 inference(rename_variables,[],[2945])). % 129.64/129.49 cnf(4024,plain, % 129.64/129.49 (P61(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40241,x40241)),x40242)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3039,3041,3043,3060,3062,3084,3117,3121,3128,3143,3150,3158,3166,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84])). % 129.64/129.49 cnf(4025,plain, % 129.64/129.49 (E(f13(a39,x40251,x40252),f13(a39,x40252,x40251))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4026,plain, % 129.64/129.49 (P65(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40261,x40261)),x40262)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3117,3121,3128,3143,3150,3158,3166,3184,143,3030,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128])). % 129.64/129.49 cnf(4027,plain, % 129.64/129.49 (E(f13(a39,x40271,x40272),f13(a39,x40272,x40271))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4028,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x40281,f3(a39)),x40282),f2(a39))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,178,176,1907,3790,3799,3907,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,402,2235,2233,273,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3117,3121,3128,3143,3150,3158,3166,3184,143,3030,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647])). % 129.64/129.49 cnf(4032,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x40321),x40321)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(4033,plain, % 129.64/129.49 (P69(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40331,x40331)),x40332)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3117,3121,3128,3143,3150,3158,3166,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131])). % 129.64/129.49 cnf(4034,plain, % 129.64/129.49 (E(f13(a39,x40341,x40342),f13(a39,x40342,x40341))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4035,plain, % 129.64/129.49 (~P7(a38,f13(a38,f25(a38,x40351,f2(a38)),f25(a38,x40351,f2(a38))),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3117,3121,3128,3143,3150,3158,3166,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119])). % 129.64/129.49 cnf(4037,plain, % 129.64/129.49 (P16(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40371,x40371)),x40372)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3117,3121,3128,3143,3150,3158,3166,3180,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117])). % 129.64/129.49 cnf(4038,plain, % 129.64/129.49 (E(f13(a39,x40381,x40382),f13(a39,x40382,x40381))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4041,plain, % 129.64/129.49 (P6(a39,f11(a39,f2(a39),x40411),x40412)), % 129.64/129.49 inference(rename_variables,[],[2112])). % 129.64/129.49 cnf(4046,plain, % 129.64/129.49 (P5(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40461,x40461)),x40462)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3117,3121,3128,3143,3150,3158,3160,3166,3180,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108])). % 129.64/129.49 cnf(4047,plain, % 129.64/129.49 (E(f13(a39,x40471,x40472),f13(a39,x40472,x40471))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4048,plain, % 129.64/129.49 (P11(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40481,x40481)),x40482)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3117,3121,3128,3143,3150,3158,3160,3166,3180,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124])). % 129.64/129.49 cnf(4049,plain, % 129.64/129.49 (E(f13(a39,x40491,x40492),f13(a39,x40492,x40491))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4050,plain, % 129.64/129.49 (P1(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40501,x40501)),x40502)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3117,3121,3128,3143,3150,3158,3160,3164,3166,3180,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60])). % 129.64/129.49 cnf(4051,plain, % 129.64/129.49 (E(f13(a39,x40511,x40512),f13(a39,x40512,x40511))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4052,plain, % 129.64/129.49 (P4(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40521,x40521)),x40522)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3109,3117,3121,3128,3143,3150,3158,3160,3164,3166,3180,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75])). % 129.64/129.49 cnf(4053,plain, % 129.64/129.49 (E(f13(a39,x40531,x40532),f13(a39,x40532,x40531))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4054,plain, % 129.64/129.49 (P63(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40541,x40541)),x40542)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3180,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111])). % 129.64/129.49 cnf(4055,plain, % 129.64/129.49 (E(f13(a39,x40551,x40552),f13(a39,x40552,x40551))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4056,plain, % 129.64/129.49 (P18(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40561,x40561)),x40562)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3180,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68])). % 129.64/129.49 cnf(4057,plain, % 129.64/129.49 (E(f13(a39,x40571,x40572),f13(a39,x40572,x40571))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4058,plain, % 129.64/129.49 (P32(f13(a39,a38,f11(a39,a38,a38)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3180,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87])). % 129.64/129.49 cnf(4059,plain, % 129.64/129.49 (E(f13(a39,x40591,x40592),f13(a39,x40592,x40591))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4060,plain, % 129.64/129.49 (P53(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40601,x40601)),x40602)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3170,3180,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120])). % 129.64/129.49 cnf(4061,plain, % 129.64/129.49 (E(f13(a39,x40611,x40612),f13(a39,x40612,x40611))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4062,plain, % 129.64/129.49 (P37(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40621,x40621)),x40622)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3170,3180,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73])). % 129.64/129.49 cnf(4063,plain, % 129.64/129.49 (E(f13(a39,x40631,x40632),f13(a39,x40632,x40631))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4064,plain, % 129.64/129.49 (P9(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40641,x40641)),x40642)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77])). % 129.64/129.49 cnf(4065,plain, % 129.64/129.49 (E(f13(a39,x40651,x40652),f13(a39,x40652,x40651))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4066,plain, % 129.64/129.49 (P35(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40661,x40661)),x40662)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,178,176,1907,3790,3799,3907,3986,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3210,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101])). % 129.64/129.49 cnf(4067,plain, % 129.64/129.49 (E(f13(a39,x40671,x40672),f13(a39,x40672,x40671))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4068,plain, % 129.64/129.49 (~P20(f13(a39,f18(a1,f2(a39)),f13(a1,f2(a1),f18(a1,a39))))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,178,176,1907,3790,3799,3907,3986,4032,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3210,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107])). % 129.64/129.49 cnf(4069,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x40691),x40691)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(4070,plain, % 129.64/129.49 (P41(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40701,x40701)),x40702)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,178,176,1907,3790,3799,3907,3986,4032,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86])). % 129.64/129.49 cnf(4071,plain, % 129.64/129.49 (E(f13(a39,x40711,x40712),f13(a39,x40712,x40711))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4072,plain, % 129.64/129.49 (P26(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40721,x40721)),x40722)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,178,176,1907,3790,3799,3907,3986,4032,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3084,3095,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109])). % 129.64/129.49 cnf(4073,plain, % 129.64/129.49 (E(f13(a39,x40731,x40732),f13(a39,x40732,x40731))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4074,plain, % 129.64/129.49 (P42(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40741,x40741)),x40742)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,178,176,1907,3790,3799,3907,3986,4032,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3082,3084,3095,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97])). % 129.64/129.49 cnf(4075,plain, % 129.64/129.49 (E(f13(a39,x40751,x40752),f13(a39,x40752,x40751))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4077,plain, % 129.64/129.49 (P49(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40771,x40771)),x40772)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,178,176,1907,3790,3799,3907,3986,4032,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3082,3084,3095,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83])). % 129.64/129.49 cnf(4078,plain, % 129.64/129.49 (E(f13(a39,x40781,x40782),f13(a39,x40782,x40781))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4079,plain, % 129.64/129.49 (P28(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40791,x40791)),x40792)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,178,176,1907,3790,3799,3907,3986,4032,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3060,3062,3082,3084,3095,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78])). % 129.64/129.49 cnf(4080,plain, % 129.64/129.49 (E(f13(a39,x40801,x40802),f13(a39,x40802,x40801))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4081,plain, % 129.64/129.49 (P54(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40811,x40811)),x40812)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,178,176,1907,3790,3799,3907,3986,4032,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3095,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106])). % 129.64/129.49 cnf(4082,plain, % 129.64/129.49 (E(f13(a39,x40821,x40822),f13(a39,x40822,x40821))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4083,plain, % 129.64/129.49 (~P27(f13(a39,f18(a1,f2(a39)),a39))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,178,176,1907,3790,3799,3907,3986,4032,4069,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3095,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64])). % 129.64/129.49 cnf(4084,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x40841),x40841)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(4085,plain, % 129.64/129.49 (P66(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40851,x40851)),x40852)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,178,176,1907,3790,3799,3907,3986,4032,4069,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3095,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121])). % 129.64/129.49 cnf(4086,plain, % 129.64/129.49 (E(f13(a39,x40861,x40862),f13(a39,x40862,x40861))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4087,plain, % 129.64/129.49 (P45(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40871,x40871)),x40872)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,178,176,1907,3790,3799,3907,3986,4032,4069,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3095,3103,3107,3109,3117,3121,3128,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93])). % 129.64/129.49 cnf(4088,plain, % 129.64/129.49 (E(f13(a39,x40881,x40882),f13(a39,x40882,x40881))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4089,plain, % 129.64/129.49 (P43(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40891,x40891)),x40892)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,178,176,1907,3790,3799,3907,3986,4032,4069,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113])). % 129.64/129.49 cnf(4090,plain, % 129.64/129.49 (E(f13(a39,x40901,x40902),f13(a39,x40902,x40901))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4092,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x40921),x40921)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(4093,plain, % 129.64/129.49 (P24(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40931,x40931)),x40932)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90])). % 129.64/129.49 cnf(4094,plain, % 129.64/129.49 (E(f13(a39,x40941,x40942),f13(a39,x40942,x40941))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4095,plain, % 129.64/129.49 (P6(f13(a39,a38,f11(a39,a38,a38)),x40951,f9(f13(a39,f11(a39,a38,a38),a38),x40951))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65])). % 129.64/129.49 cnf(4096,plain, % 129.64/129.49 (E(f13(a39,x40961,x40962),f13(a39,x40962,x40961))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4097,plain, % 129.64/129.49 (P40(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40971,x40971)),x40972)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,3218,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116])). % 129.64/129.49 cnf(4098,plain, % 129.64/129.49 (E(f13(a39,x40981,x40982),f13(a39,x40982,x40981))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4099,plain, % 129.64/129.49 (P51(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x40991,x40991)),x40992)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3180,3184,3200,3210,3218,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92])). % 129.64/129.49 cnf(4100,plain, % 129.64/129.49 (E(f13(a39,x41001,x41002),f13(a39,x41002,x41001))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4101,plain, % 129.64/129.49 (P36(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41011,x41011)),x41012)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3172,3180,3184,3200,3210,3218,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104])). % 129.64/129.49 cnf(4102,plain, % 129.64/129.49 (E(f13(a39,x41021,x41022),f13(a39,x41022,x41021))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4103,plain, % 129.64/129.49 (P44(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41031,x41031)),x41032)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3172,3180,3184,3200,3210,3218,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80])). % 129.64/129.49 cnf(4104,plain, % 129.64/129.49 (E(f13(a39,x41041,x41042),f13(a39,x41042,x41041))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4105,plain, % 129.64/129.49 (P19(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41051,x41051)),x41052)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3172,3180,3184,3200,3210,3218,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70])). % 129.64/129.49 cnf(4106,plain, % 129.64/129.49 (E(f13(a39,x41061,x41062),f13(a39,x41062,x41061))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4107,plain, % 129.64/129.49 (P68(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41071,x41071)),x41072)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3172,3180,3184,3200,3210,3218,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88])). % 129.64/129.49 cnf(4108,plain, % 129.64/129.49 (E(f13(a39,x41081,x41082),f13(a39,x41082,x41081))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4109,plain, % 129.64/129.49 (P25(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41091,x41091)),x41092)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3172,3180,3184,3200,3210,3216,3218,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105])). % 129.64/129.49 cnf(4110,plain, % 129.64/129.49 (E(f13(a39,x41101,x41102),f13(a39,x41102,x41101))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4111,plain, % 129.64/129.49 (P39(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41111,x41111)),x41112)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3172,3180,3184,3200,3210,3216,3218,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94])). % 129.64/129.49 cnf(4112,plain, % 129.64/129.49 (E(f13(a39,x41121,x41122),f13(a39,x41122,x41121))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4113,plain, % 129.64/129.49 (P46(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41131,x41131)),x41132)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3172,3180,3184,3200,3202,3210,3216,3218,3220,143,3030,3067,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125])). % 129.64/129.49 cnf(4114,plain, % 129.64/129.49 (E(f13(a39,x41141,x41142),f13(a39,x41142,x41141))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4115,plain, % 129.64/129.49 (P50(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41151,x41151)),x41152)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3172,3180,3184,3200,3202,3210,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133])). % 129.64/129.49 cnf(4116,plain, % 129.64/129.49 (E(f13(a39,x41161,x41162),f13(a39,x41162,x41161))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4117,plain, % 129.64/129.49 (P59(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41171,x41171)),x41172)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3172,3180,3184,3200,3202,3210,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76])). % 129.64/129.49 cnf(4118,plain, % 129.64/129.49 (E(f13(a39,x41181,x41182),f13(a39,x41182,x41181))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4119,plain, % 129.64/129.49 (P2(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41191,x41191)),x41192)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3158,3160,3164,3166,3168,3170,3172,3180,3184,3200,3202,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99])). % 129.64/129.49 cnf(4120,plain, % 129.64/129.49 (E(f13(a39,x41201,x41202),f13(a39,x41202,x41201))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4121,plain, % 129.64/129.49 (P64(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41211,x41211)),x41212)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3164,3166,3168,3170,3172,3180,3184,3200,3202,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123])). % 129.64/129.49 cnf(4122,plain, % 129.64/129.49 (E(f13(a39,x41221,x41222),f13(a39,x41222,x41221))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4123,plain, % 129.64/129.49 (P56(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41231,x41231)),x41232)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3164,3166,3168,3170,3172,3174,3180,3184,3200,3202,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119])). % 129.64/129.49 cnf(4124,plain, % 129.64/129.49 (E(f13(a39,x41241,x41242),f13(a39,x41242,x41241))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4125,plain, % 129.64/129.49 (P57(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41251,x41251)),x41252)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3184,3200,3202,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103])). % 129.64/129.49 cnf(4126,plain, % 129.64/129.49 (E(f13(a39,x41261,x41262),f13(a39,x41262,x41261))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4127,plain, % 129.64/129.49 (P34(f13(a39,a1,f30(f30(f12(a39),f11(a39,x41271,x41271)),x41272)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3190,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3184,3200,3202,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81])). % 129.64/129.49 cnf(4128,plain, % 129.64/129.49 (E(f13(a39,x41281,x41282),f13(a39,x41282,x41281))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4129,plain, % 129.64/129.49 (P13(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41291,x41291)),x41292)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,2917,2179,3206,3533,2767,3188,3190,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3184,3186,3200,3202,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112])). % 129.64/129.49 cnf(4130,plain, % 129.64/129.49 (E(f13(a39,x41301,x41302),f13(a39,x41302,x41301))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4131,plain, % 129.64/129.49 (P55(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41311,x41311)),x41312)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3184,3186,3200,3202,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89])). % 129.64/129.49 cnf(4132,plain, % 129.64/129.49 (E(f13(a39,x41321,x41322),f13(a39,x41322,x41321))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4133,plain, % 129.64/129.49 (P10(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41331,x41331)),x41332)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3184,3186,3200,3202,3204,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114])). % 129.64/129.49 cnf(4134,plain, % 129.64/129.49 (E(f13(a39,x41341,x41342),f13(a39,x41342,x41341))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4135,plain, % 129.64/129.49 (P14(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41351,x41351)),x41352)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127])). % 129.64/129.49 cnf(4136,plain, % 129.64/129.49 (E(f13(a39,x41361,x41362),f13(a39,x41362,x41361))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4137,plain, % 129.64/129.49 (P6(f13(a39,f11(a39,a38,a38),a38),a14,f9(f13(a39,f11(a39,a38,a38),a38),f2(a1)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66])). % 129.64/129.49 cnf(4139,plain, % 129.64/129.49 (P31(f13(a39,a38,f11(a39,a38,a38)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2241,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100])). % 129.64/129.49 cnf(4140,plain, % 129.64/129.49 (E(f13(a39,x41401,x41402),f13(a39,x41402,x41401))), % 129.64/129.49 inference(rename_variables,[],[390])). % 129.64/129.49 cnf(4141,plain, % 129.64/129.49 (P62(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x41411,x41411)),x41412)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2241,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126])). % 129.64/129.49 cnf(4143,plain, % 129.64/129.49 (P7(a38,f18(a38,a15),f18(a38,a14))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2241,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3097,2791,2803,3742,2858,3408,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760])). % 129.64/129.49 cnf(4146,plain, % 129.64/129.49 (P6(a39,x41461,f13(a39,x41462,x41461))), % 129.64/129.49 inference(rename_variables,[],[398])). % 129.64/129.49 cnf(4147,plain, % 129.64/129.49 (P6(a39,x41471,f11(a39,f13(a39,x41471,f3(a39)),f3(a39)))), % 129.64/129.49 inference(rename_variables,[],[2915])). % 129.64/129.49 cnf(4149,plain, % 129.64/129.49 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x41491,x41491)),x41492),f30(f30(f12(a38),f25(a38,x41493,f9(a38,f3(a38)))),f9(a38,f3(a38)))),x41493)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2241,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,2072,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3097,2791,2803,3742,2858,3408,3302,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,398,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,321,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346])). % 129.64/129.49 cnf(4150,plain, % 129.64/129.49 (~P7(a38,f25(a38,f13(a38,f30(f30(f12(a38),f11(a38,x41501,x41501)),x41502),f30(f30(f12(a38),x41503),f9(a38,f3(a38)))),f9(a38,f3(a38))),x41503)), % 129.64/129.49 inference(rename_variables,[],[3302])). % 129.64/129.49 cnf(4152,plain, % 129.64/129.49 (P6(a38,f2(a38),f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38))))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2241,2092,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,2072,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,3472,3550,2987,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,398,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234])). % 129.64/129.49 cnf(4159,plain, % 129.64/129.49 (~P7(a38,f2(a38),f18(a38,a15))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2241,2092,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,2072,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,398,2582,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,153,229,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932])). % 129.64/129.49 cnf(4161,plain, % 129.64/129.49 (~P6(a38,f3(a38),f18(a38,a14))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2241,2092,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,2072,3069,2927,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,1957,2079,2172,402,2235,2584,398,2582,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,153,229,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430])). % 129.64/129.49 cnf(4165,plain, % 129.64/129.49 (~P7(a39,x41651,f2(a39))), % 129.64/129.49 inference(rename_variables,[],[542])). % 129.64/129.49 cnf(4170,plain, % 129.64/129.49 (~E(f25(f13(a39,f11(a39,a38,a38),a38),f13(a39,f30(f30(f12(f13(a39,f11(a39,a38,a38),a38)),x41701),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x41702)),f13(a39,f2(a39),f3(a39))),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x41702)),x41701)), % 129.64/129.49 inference(rename_variables,[],[3431])). % 129.64/129.49 cnf(4171,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x41711,f3(a39)),x41712),x41711)), % 129.64/129.49 inference(rename_variables,[],[2048])). % 129.64/129.49 cnf(4174,plain, % 129.64/129.49 (~E(x41741,f25(f13(a39,f11(a39,a38,a38),a38),f13(a39,f30(f30(f12(f13(a39,f11(a39,a38,a38),a38)),x41741),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x41742)),f3(a39)),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x41742)))), % 129.64/129.49 inference(rename_variables,[],[3310])). % 129.64/129.49 cnf(4175,plain, % 129.64/129.49 (~P7(a39,x41751,f2(a39))), % 129.64/129.49 inference(rename_variables,[],[542])). % 129.64/129.49 cnf(4180,plain, % 129.64/129.49 (~P6(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x41801,f9(a38,f3(a38)))),f9(a38,f3(a38)))),x41801)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2884,1886,3240,2958,2915,3622,3677,3722,3767,3222,3412,3463,2048,3858,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,542,4165,241,1972,3587,3697,3745,2010,3727,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2241,2092,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,249,2072,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,3972,1957,2079,2172,402,2235,2584,398,2582,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2255,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,153,229,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345])). % 129.64/129.49 cnf(4186,plain, % 129.64/129.49 (P6(a39,x41861,f13(a39,f13(a39,x41862,f11(a39,f13(a39,x41861,f3(a39)),f3(a39))),x41863))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,3222,3412,3463,2048,3858,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,542,4165,241,1972,3587,3697,3745,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,2445,431,1926,2241,2092,2321,2570,2195,2594,1936,1942,2359,493,2574,2376,250,248,249,2072,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,247,2151,2550,3972,1957,2079,2172,402,2235,2584,398,2582,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2255,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,153,229,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967])). % 129.64/129.49 cnf(4190,plain, % 129.64/129.49 (E(f30(f30(f12(a38),x41901),x41902),f30(f30(f12(a38),x41902),x41901))), % 129.64/129.49 inference(rename_variables,[],[387])). % 129.64/129.49 cnf(4191,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x41911),x41911)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(4196,plain, % 129.64/129.49 (~P7(a38,f25(a38,x41961,f17(f2(a38))),f2(a38))), % 129.64/129.49 inference(rename_variables,[],[2531])). % 129.64/129.49 cnf(4197,plain, % 129.64/129.49 (~P7(a38,f2(a38),f25(a38,f2(a38),x41971))), % 129.64/129.49 inference(rename_variables,[],[2442])). % 129.64/129.49 cnf(4201,plain, % 129.64/129.49 (P6(a39,x42011,f11(a39,f13(a39,x42011,f3(a39)),f3(a39)))), % 129.64/129.49 inference(rename_variables,[],[2915])). % 129.64/129.49 cnf(4203,plain, % 129.64/129.49 (P6(a38,f2(a38),f18(a38,f11(a1,a14,a15)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,3222,3412,3463,2048,3858,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,542,4165,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2092,2321,2570,2195,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,2515,247,2151,2550,3972,1957,2079,2172,402,387,2235,2584,398,2582,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2255,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243])). % 129.64/129.49 cnf(4208,plain, % 129.64/129.49 (~P6(a38,f18(a38,f11(a1,f11(a1,a14,a15),a14)),f18(a38,a14))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,3222,3412,3463,2048,3858,2036,3603,3713,3739,134,537,2012,3642,3757,3951,1931,542,4165,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2092,2321,2570,2195,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,2515,247,2151,2550,3972,1957,2079,2172,402,387,2235,2584,398,2582,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2255,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976])). % 129.64/129.49 cnf(4210,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,x42101,f13(a39,x42102,f13(a39,f13(a39,f3(a39),f3(a39)),x42103))),x42104),x42101)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,3222,3412,3463,2048,3858,2036,3603,3713,3739,3950,134,537,2012,3642,3757,3951,3987,1931,542,4165,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2092,2321,2570,2195,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,2515,247,2151,2550,3972,1957,2079,2172,402,387,2235,2584,398,2582,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2255,143,3030,3067,3196,160,232,261,329,220,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312])). % 129.64/129.49 cnf(4211,plain, % 129.64/129.49 (~P7(a39,f13(a39,f13(a39,x42111,x42112),f3(a39)),x42111)), % 129.64/129.49 inference(rename_variables,[],[2036])). % 129.64/129.49 cnf(4212,plain, % 129.64/129.49 (P7(a39,x42121,f13(a39,x42122,f13(a39,f13(a39,x42121,f3(a39)),x42123)))), % 129.64/129.49 inference(rename_variables,[],[2012])). % 129.64/129.49 cnf(4217,plain, % 129.64/129.49 (~P7(a38,x42171,x42171)), % 129.64/129.49 inference(rename_variables,[],[1799])). % 129.64/129.49 cnf(4220,plain, % 129.64/129.49 (E(f11(a1,x42201,a14),x42201)), % 129.64/129.49 inference(rename_variables,[],[361])). % 129.64/129.49 cnf(4222,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,f13(a39,f11(a39,f13(a39,f2(a39),f3(a39)),f3(a39)),x42221),f3(a39)),x42222),x42221)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2846,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,4201,3222,3412,3463,2048,3858,2036,3603,3713,3739,3950,134,1799,537,2012,3642,3757,3951,3987,1931,542,4165,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2002,2107,2092,2321,2570,2195,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,2515,247,2151,2550,3972,1957,2079,2172,402,387,2235,2584,361,398,2582,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2255,143,3030,3067,3196,160,232,194,261,329,220,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152])). % 129.64/129.49 cnf(4223,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,x42231,f3(a39)),x42232),x42231)), % 129.64/129.49 inference(rename_variables,[],[2002])). % 129.64/129.49 cnf(4224,plain, % 129.64/129.49 (P6(a39,x42241,f11(a39,f13(a39,x42241,f3(a39)),f3(a39)))), % 129.64/129.49 inference(rename_variables,[],[2915])). % 129.64/129.49 cnf(4229,plain, % 129.64/129.49 (P6(a39,f13(a39,f2(a39),f30(f30(f22(a39),x42291),f2(a39))),f13(a39,x42292,f13(a39,x42293,f13(a39,f2(a39),f3(a39)))))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2846,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,4201,3222,3412,3463,2048,3858,2036,3603,3713,3739,3950,134,1799,537,2012,3642,3757,3951,3987,1931,3865,542,4165,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2002,2107,2092,2321,2570,2195,1898,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,2235,2584,361,398,2582,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2255,143,3030,3067,3196,309,160,232,194,261,329,220,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968])). % 129.64/129.49 cnf(4232,plain, % 129.64/129.49 (P6(a38,f25(a38,f2(a38),f9(a38,f3(a38))),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,2956,2846,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,4201,3222,3412,3463,2048,3858,2036,3603,3713,3739,3950,134,1799,537,2012,3642,3757,3951,3987,1931,3865,542,4165,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2002,2107,2092,2321,2570,2195,1898,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,2235,2584,361,398,2582,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2255,143,3030,3067,3196,309,160,232,194,261,329,220,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400])). % 129.64/129.49 cnf(4235,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x42351),x42351)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(4236,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x42361,x42361),f3(a39)),x42361),x42361)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(4238,plain, % 129.64/129.49 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x42381,x42381)),x42382),f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,2956,2846,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,4201,3222,3412,3463,2048,3858,2036,3603,3713,3739,3950,134,1799,537,2012,3642,3757,3951,3987,1931,3865,542,4165,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2002,2107,2092,2321,2570,2195,1898,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,2235,2584,361,398,2582,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2255,143,3030,3067,3196,309,160,232,194,261,329,220,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213])). % 129.64/129.49 cnf(4241,plain, % 129.64/129.49 (~P6(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,2956,2846,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,4201,3222,3412,3463,2048,3858,2036,3603,3713,3739,3950,134,1799,537,2012,3642,3757,3951,3987,1931,3865,542,4165,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2002,2107,2092,2321,2570,2195,1898,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,2235,2584,361,4220,398,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2255,143,3030,3067,3196,309,160,232,194,261,329,220,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096])). % 129.64/129.49 cnf(4244,plain, % 129.64/129.49 (P6(a1,a14,f2(a1))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,2956,2846,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,4201,3222,3412,3463,2048,3858,2036,3603,3713,3739,3950,134,1799,537,2012,3642,3757,3951,3987,1931,3865,542,4165,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2002,2107,2092,2321,2570,2195,1898,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,2235,2584,361,4220,398,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2255,143,3030,3067,3196,309,160,232,194,261,329,220,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933])). % 129.64/129.49 cnf(4248,plain, % 129.64/129.49 (P6(a39,x42481,f11(a39,f13(a39,x42481,f3(a39)),f3(a39)))), % 129.64/129.49 inference(rename_variables,[],[2915])). % 129.64/129.49 cnf(4252,plain, % 129.64/129.49 (~P7(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f25(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f2(f13(a39,f11(a39,a38,a38),a38))))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,2956,2846,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,4201,4224,3222,3412,3463,2048,3858,2036,3603,3713,3739,3950,134,1799,537,2012,3642,3757,3951,3987,1931,3865,542,4165,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,2793,3069,2927,3047,3431,3310,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,2235,2584,361,4220,398,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239])). % 129.64/129.49 cnf(4260,plain, % 129.64/129.49 (P7(a39,x42601,f13(a39,x42602,f13(a39,f13(a39,x42601,f3(a39)),x42603)))), % 129.64/129.49 inference(rename_variables,[],[2012])). % 129.64/129.49 cnf(4263,plain, % 129.64/129.49 (~P7(a38,x42631,x42631)), % 129.64/129.49 inference(rename_variables,[],[1799])). % 129.64/129.49 cnf(4265,plain, % 129.64/129.49 (P7(a1,a15,f11(a1,a14,a15))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,2956,2846,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,4201,4224,3222,3412,3463,2048,3858,2038,2036,3603,3713,3739,3950,134,1799,4217,537,2012,3642,3757,3951,3987,4212,1931,3865,542,4165,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,2793,3069,2927,3047,3431,3310,2087,2841,3105,3308,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,2235,2584,361,4220,398,156,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974])). % 129.64/129.49 cnf(4268,plain, % 129.64/129.49 (P6(a38,x42681,x42681)), % 129.64/129.49 inference(rename_variables,[],[364])). % 129.64/129.49 cnf(4277,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x42771),x42771)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(4278,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x42781,x42781),f3(a39)),x42781),x42781)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(4280,plain, % 129.64/129.49 (~P7(a39,f13(a39,f13(a39,x42801,f13(a39,x42802,f13(a39,f13(a39,f13(a39,f3(a39),f3(a39)),f3(a39)),x42803))),x42804),x42801)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,2956,2846,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,4201,4224,3222,3412,3463,2048,3858,2038,2036,3603,3713,3739,3950,134,1799,4217,537,2012,3642,3757,3951,3987,4212,4260,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,2087,2841,3105,3308,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,2235,2584,364,361,4220,398,156,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313])). % 129.64/129.49 cnf(4282,plain, % 129.64/129.49 (P7(a39,x42821,f13(a39,x42822,f13(a39,f13(a39,x42821,f3(a39)),x42823)))), % 129.64/129.49 inference(rename_variables,[],[2012])). % 129.64/129.49 cnf(4284,plain, % 129.64/129.49 (P6(a38,f11(a39,x42841,f13(a39,x42841,x42842)),f2(a39))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,2956,2846,2884,1886,3240,2958,2915,3622,3677,3722,3767,4147,4201,4224,3222,3412,3463,2048,3858,2038,2036,3603,3713,3739,3950,134,1799,4217,537,2012,3642,3757,3951,3987,4212,4260,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1936,1942,2442,2368,2359,493,2574,2376,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,2087,2841,3105,3308,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,2235,2584,364,361,4220,398,156,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769])). % 129.64/129.49 cnf(4287,plain, % 129.64/129.49 (~P7(a38,x42871,x42871)), % 129.64/129.49 inference(rename_variables,[],[1799])). % 129.64/129.49 cnf(4294,plain, % 129.64/129.49 (P6(a39,f11(a39,f2(a39),x42941),x42942)), % 129.64/129.49 inference(rename_variables,[],[2112])). % 129.64/129.49 cnf(4295,plain, % 129.64/129.49 (P6(a39,x42951,f11(a39,f13(a39,x42951,f3(a39)),f3(a39)))), % 129.64/129.49 inference(rename_variables,[],[2915])). % 129.64/129.49 cnf(4299,plain, % 129.64/129.49 (E(f13(a39,f18(a1,f2(a39)),x42991),x42991)), % 129.64/129.49 inference(rename_variables,[],[1907])). % 129.64/129.49 cnf(4301,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(f13(a39,f11(a39,a38,a38),a38)),f3(f13(a39,f11(a39,a38,a38),a38))),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x43011)),f2(a39)),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x43011))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,3222,3412,3463,2048,3858,4171,2038,2036,3603,3713,3739,3950,134,1799,4217,4263,537,2012,3642,3757,3951,3987,4212,4260,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1924,1936,1942,2442,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,3424,2087,2841,3105,3308,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,361,4220,398,156,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740])). % 129.64/129.49 cnf(4305,plain, % 129.64/129.49 (~P7(a38,f25(a38,f25(a38,f2(a38),f17(f2(a38))),x43051),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,3222,3412,3463,2048,3858,4171,2038,2036,3603,3713,3739,3950,134,1799,4217,4263,537,2012,3642,3757,3951,3987,4212,4260,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1924,1936,1942,2442,4197,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,3424,2087,2841,3105,3308,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,361,4220,398,156,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245])). % 129.64/129.49 cnf(4306,plain, % 129.64/129.49 (~P7(a38,f25(a38,x43061,f17(f2(a38))),f2(a38))), % 129.64/129.49 inference(rename_variables,[],[2531])). % 129.64/129.49 cnf(4307,plain, % 129.64/129.49 (~P7(a38,f2(a38),f25(a38,f2(a38),x43071))), % 129.64/129.49 inference(rename_variables,[],[2442])). % 129.64/129.49 cnf(4311,plain, % 129.64/129.49 (~E(x43111,f25(f13(a39,f11(a39,a38,a38),a38),f13(a39,f30(f30(f12(f13(a39,f11(a39,a38,a38),a38)),x43111),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x43112)),f3(a39)),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x43112)))), % 129.64/129.49 inference(rename_variables,[],[3310])). % 129.64/129.49 cnf(4313,plain, % 129.64/129.49 (~P7(a39,f13(a39,f13(a39,x43131,f11(a39,f13(a39,f3(a39),f3(a39)),f3(a39))),x43132),x43131)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,3222,3412,3463,2048,3858,4171,2038,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,537,2012,3642,3757,3951,3987,4212,4260,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1924,1936,1942,2442,4197,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,3424,2087,2841,3105,3308,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,361,4220,398,156,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311])). % 129.64/129.49 cnf(4315,plain, % 129.64/129.49 (P6(a39,x43151,f11(a39,f13(a39,x43151,f3(a39)),f3(a39)))), % 129.64/129.49 inference(rename_variables,[],[2915])). % 129.64/129.49 cnf(4321,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,f11(a39,x43211,x43211),f3(a39)),x43211),x43211)), % 129.64/129.49 inference(rename_variables,[],[2990])). % 129.64/129.49 cnf(4323,plain, % 129.64/129.49 (~P6(a38,f25(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,3222,3412,3463,2048,3858,4171,2038,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,537,2012,3642,3757,3951,3987,4212,4260,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1924,1936,1942,2442,4197,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,361,4220,398,156,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232])). % 129.64/129.49 cnf(4326,plain, % 129.64/129.49 (P6(a39,x43261,f11(a39,f13(a39,x43261,f3(a39)),f3(a39)))), % 129.64/129.49 inference(rename_variables,[],[2915])). % 129.64/129.49 cnf(4328,plain, % 129.64/129.49 (~P7(a38,f2(a38),f25(a38,f25(a38,f2(a38),f17(f2(a38))),x43281))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,3222,3412,3463,2048,3858,4171,2038,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,537,2012,3642,3757,3951,3987,4212,4260,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1924,1936,1942,2442,4197,4307,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,361,4220,398,156,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241])). % 129.64/129.49 cnf(4329,plain, % 129.64/129.49 (~P7(a38,f25(a38,x43291,f17(f2(a38))),f2(a38))), % 129.64/129.49 inference(rename_variables,[],[2531])). % 129.64/129.49 cnf(4330,plain, % 129.64/129.49 (~P7(a38,f2(a38),f25(a38,f2(a38),x43301))), % 129.64/129.49 inference(rename_variables,[],[2442])). % 129.64/129.49 cnf(4335,plain, % 129.64/129.49 (P7(a39,x43351,f13(a39,x43352,f13(a39,f13(a39,f11(a39,f13(a39,x43351,f3(a39)),f3(a39)),f3(a39)),x43353)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2038,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1924,1936,1942,2442,4197,4307,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,361,4220,398,156,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973])). % 129.64/129.49 cnf(4338,plain, % 129.64/129.49 (~P6(a39,f13(a39,x43381,f13(a39,x43382,f11(a39,f13(a39,f3(a39),f3(a39)),f3(a39)))),x43382)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2038,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,1942,2442,4197,4307,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,361,4220,398,156,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310])). % 129.64/129.49 cnf(4350,plain, % 129.64/129.49 (~P7(a38,f25(a38,x43501,f17(f2(a38))),f2(a38))), % 129.64/129.49 inference(rename_variables,[],[2531])). % 129.64/129.49 cnf(4351,plain, % 129.64/129.49 (~P7(a38,f2(a38),f25(a38,f2(a38),x43511))), % 129.64/129.49 inference(rename_variables,[],[2442])). % 129.64/129.49 cnf(4354,plain, % 129.64/129.49 (P6(a38,x43541,x43541)), % 129.64/129.49 inference(rename_variables,[],[364])). % 129.64/129.49 cnf(4355,plain, % 129.64/129.49 (~P7(a38,x43551,x43551)), % 129.64/129.49 inference(rename_variables,[],[1799])). % 129.64/129.49 cnf(4359,plain, % 129.64/129.49 (~P7(a38,x43591,x43591)), % 129.64/129.49 inference(rename_variables,[],[1799])). % 129.64/129.49 cnf(4363,plain, % 129.64/129.49 (P6(a38,x43631,x43631)), % 129.64/129.49 inference(rename_variables,[],[364])). % 129.64/129.49 cnf(4365,plain, % 129.64/129.49 (P6(a38,f25(a38,f30(f30(f12(a38),f9(a38,f3(a38))),x43651),x43651),f9(a38,f3(a38)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,2445,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,1942,2442,4197,4307,4330,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603])). % 129.64/129.49 cnf(4367,plain, % 129.64/129.49 (P6(a38,x43671,x43671)), % 129.64/129.49 inference(rename_variables,[],[364])). % 129.64/129.49 cnf(4370,plain, % 129.64/129.49 (~P7(a38,f25(a38,x43701,f2(a38)),f2(a38))), % 129.64/129.49 inference(rename_variables,[],[2445])). % 129.64/129.49 cnf(4371,plain, % 129.64/129.49 (~P7(a38,f2(a38),f25(a38,f2(a38),x43711))), % 129.64/129.49 inference(rename_variables,[],[2442])). % 129.64/129.49 cnf(4372,plain, % 129.64/129.49 (~P7(a38,x43721,x43721)), % 129.64/129.49 inference(rename_variables,[],[1799])). % 129.64/129.49 cnf(4376,plain, % 129.64/129.49 (~P7(a38,f2(a38),f25(a38,f2(a38),x43761))), % 129.64/129.49 inference(rename_variables,[],[2442])). % 129.64/129.49 cnf(4379,plain, % 129.64/129.49 (~P7(a38,x43791,x43791)), % 129.64/129.49 inference(rename_variables,[],[1799])). % 129.64/129.49 cnf(4383,plain, % 129.64/129.49 (~P7(a38,x43831,x43831)), % 129.64/129.49 inference(rename_variables,[],[1799])). % 129.64/129.49 cnf(4384,plain, % 129.64/129.49 (~P7(a38,f2(a38),f25(a38,f2(a38),x43841))), % 129.64/129.49 inference(rename_variables,[],[2442])). % 129.64/129.49 cnf(4387,plain, % 129.64/129.49 (~P7(a38,x43871,x43871)), % 129.64/129.49 inference(rename_variables,[],[1799])). % 129.64/129.49 cnf(4388,plain, % 129.64/129.49 (P6(a38,x43881,f30(f30(f12(a38),f17(f13(a38,x43881,f30(f30(f12(a38),x43882),x43882)))),f17(f13(a38,x43881,f30(f30(f12(a38),x43882),x43882)))))), % 129.64/129.49 inference(rename_variables,[],[2043])). % 129.64/129.49 cnf(4390,plain, % 129.64/129.49 (~P7(a38,f25(a38,x43901,f25(a38,f2(a38),x43902)),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229])). % 129.64/129.49 cnf(4392,plain, % 129.64/129.49 (~P7(a38,x43921,x43921)), % 129.64/129.49 inference(rename_variables,[],[1799])). % 129.64/129.49 cnf(4395,plain, % 129.64/129.49 (P6(a39,f2(a39),x43951)), % 129.64/129.49 inference(rename_variables,[],[375])). % 129.64/129.49 cnf(4398,plain, % 129.64/129.49 (P6(a38,f25(a38,f30(f30(f12(a38),f25(a38,x43981,f2(a38))),f9(a38,f3(a38))),f9(a38,f3(a38))),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298])). % 129.64/129.49 cnf(4406,plain, % 129.64/129.49 (E(f13(a39,f11(a39,x44061,f13(a39,x44061,x44062)),f11(a39,x44061,f13(a39,x44061,x44062))),f2(a39))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050])). % 129.64/129.49 cnf(4409,plain, % 129.64/129.49 (~P7(a1,f13(a1,f13(a1,f3(a1),a14),a14),a14)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050,983])). % 129.64/129.49 cnf(4415,plain, % 129.64/129.49 (P7(a39,x44151,f13(a39,x44152,f13(a39,f13(a39,x44153,x44151),f3(a39))))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050,983,832,1255,1355])). % 129.64/129.49 cnf(4417,plain, % 129.64/129.49 (E(f11(a39,f11(a39,f11(a39,f2(a39),x44171),x44172),x44173),f2(a39))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050,983,832,1255,1355,609])). % 129.64/129.49 cnf(4421,plain, % 129.64/129.49 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,f11(a39,x44211,x44212),x44212),x44213),f3(a39)),x44213),x44211)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050,983,832,1255,1355,609,1789,1141])). % 129.64/129.49 cnf(4423,plain, % 129.64/129.49 (~E(f17(f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050,983,832,1255,1355,609,1789,1141,562])). % 129.64/129.49 cnf(4425,plain, % 129.64/129.49 (~P6(a38,f3(a38),f17(f18(a38,a14)))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050,983,832,1255,1355,609,1789,1141,562,856])). % 129.64/129.49 cnf(4427,plain, % 129.64/129.49 (~P6(a39,f13(a39,x44271,f13(a39,x44272,f3(a39))),f2(a39))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050,983,832,1255,1355,609,1789,1141,562,856,1007])). % 129.64/129.49 cnf(4429,plain, % 129.64/129.49 (~E(a14,f11(a1,f11(a1,a14,a15),a14))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050,983,832,1255,1355,609,1789,1141,562,856,1007,690])). % 129.64/129.49 cnf(4434,plain, % 129.64/129.49 (~P6(a1,f11(a1,a14,a15),a15)), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,3685,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2852,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050,983,832,1255,1355,609,1789,1141,562,856,1007,690,1070,879])). % 129.64/129.49 cnf(4436,plain, % 129.64/129.49 (P6(a39,f30(f30(f22(a39),x44361),f2(a39)),f13(a39,x44362,f13(a39,f2(a39),f3(a39))))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,3685,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2852,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050,983,832,1255,1355,609,1789,1141,562,856,1007,690,1070,879,1366])). % 129.64/129.49 cnf(4441,plain, % 129.64/129.49 (~P7(a38,f3(a38),f18(a38,a14))), % 129.64/129.49 inference(scs_inference,[],[2806,3136,3924,4009,2688,2737,2990,3613,3657,3665,3674,3682,3691,3710,3719,3772,3804,3839,3855,3901,3910,3968,3980,3990,4019,4236,4278,4321,2956,2846,2884,1886,3240,2958,2985,2915,3622,3677,3722,3767,4147,4201,4224,4248,4295,4315,4326,3222,3412,3463,2048,3858,4171,2043,4388,1883,2038,2040,2036,3603,3713,3739,3950,4211,134,1799,4217,4263,4287,4355,4359,4372,4379,4383,4387,4392,537,2012,3642,3757,3951,3987,4212,4260,4282,1931,3865,542,4165,4175,241,1972,3587,3697,3745,3929,2010,3727,3981,2164,2112,3843,4041,4294,445,405,3761,243,2427,1990,3810,2007,3627,3694,3716,390,3610,3654,3778,3894,3940,3948,3954,3978,3984,3993,3995,4001,4003,4005,4007,4011,4013,4015,4017,4021,4025,4027,4034,4038,4047,4049,4051,4053,4055,4057,4059,4061,4063,4065,4067,4071,4073,4075,4078,4080,4082,4086,4088,4090,4094,4096,4098,4100,4102,4104,4106,4108,4110,4112,4114,4116,4118,4120,4122,4124,4126,4128,4130,4132,4134,4136,4140,178,176,1907,3790,3799,3907,3986,4032,4069,4084,4092,4191,4235,4277,4299,379,485,3688,242,177,2238,2133,1954,2206,2467,2141,2453,2531,3971,4196,4306,4329,4350,2445,4370,431,1926,2241,2002,4223,2107,2092,2321,2570,2195,1898,2594,1966,1924,1936,2448,1942,2442,4197,4307,4330,4351,4371,4376,4384,2368,2359,493,2574,2376,401,250,248,249,2072,2793,3069,2927,3047,3431,4170,3310,4174,4311,3424,2087,2841,3105,3308,3228,2778,3476,3930,2014,2797,3685,2723,2679,3584,3123,2690,3833,3836,3846,3861,3026,2801,2832,2346,2963,3032,3074,3126,3139,3194,3208,3335,2917,2852,2179,3206,2941,3533,2767,3188,3190,3564,3252,3278,3097,2791,2803,3742,2682,2858,3408,3302,4150,3347,3472,3550,2987,3849,2992,2972,3595,2712,3651,3428,3320,3353,3827,2734,3237,3660,3234,2864,3635,2945,4023,2873,3552,3509,2362,2515,247,477,2151,2550,3972,1957,2079,2172,402,387,4190,404,2235,2584,364,4268,4354,4363,4367,361,4220,398,4146,375,4395,156,367,2582,185,2233,273,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3109,3117,3121,3128,3134,3143,3148,3150,3156,3158,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3184,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,2247,2255,143,3030,3067,3196,309,160,232,194,261,329,220,228,276,328,231,308,296,153,229,314,321,320,2603,697,998,689,1146,1352,796,773,997,599,737,1080,590,725,1017,602,1073,1842,1254,607,871,1137,855,945,1075,784,1082,780,1138,800,577,852,853,692,696,605,1873,563,1086,705,564,872,787,579,996,944,738,854,684,859,1145,578,870,995,580,1074,1133,1134,1139,785,739,14,1012,999,874,858,25,13,2,10,1116,885,1289,948,1117,645,1165,1662,942,989,717,847,804,1680,1370,593,828,1123,1694,1160,757,947,622,1699,889,1161,1660,1683,1682,589,794,940,1163,1693,733,646,629,1376,1702,1696,1167,1162,1375,1121,620,1698,1164,1701,896,1663,1368,1130,1189,730,807,949,1166,1700,1661,923,1035,744,1716,878,132,61,718,905,115,1290,91,1118,952,877,802,1187,724,791,1704,69,951,82,1076,726,71,96,1091,130,110,74,85,67,72,79,118,129,3,102,62,84,128,647,95,131,1119,117,1135,1372,108,124,60,75,111,68,87,120,73,77,101,107,86,109,97,63,83,78,106,64,121,93,113,122,90,65,116,92,104,80,70,88,105,94,125,133,76,99,123,119,103,81,112,89,114,127,66,100,126,760,1528,1346,1234,1202,932,1430,817,1247,661,815,1242,1345,1201,967,860,1233,1240,1155,1243,929,976,1312,977,969,922,1152,845,968,1400,741,1213,1096,933,1151,971,1239,1429,1154,1153,974,1203,823,930,670,1313,769,970,843,1122,861,740,1245,910,1311,1237,742,1232,972,1241,1211,973,1310,842,671,1244,1493,1499,1598,1603,1231,1299,1230,1301,1300,1229,1066,1298,1533,1050,983,832,1255,1355,609,1789,1141,562,856,1007,690,1070,879,1366,1204,1431])). % 129.64/129.49 cnf(4456,plain, % 129.64/129.49 (P6(a39,x44561,f13(a39,f13(a39,x44562,f11(a39,f13(a39,x44561,f3(a39)),f3(a39))),x44563))), % 129.64/129.49 inference(rename_variables,[],[4186])). % 129.64/129.49 cnf(4459,plain, % 129.64/129.49 (~P7(a39,f13(a39,x44591,f13(a39,x44592,x44593)),x44592)), % 129.64/129.49 inference(rename_variables,[],[1975])). % 129.64/129.49 cnf(4464,plain, % 129.64/129.49 (P7(a39,x44641,f13(a39,f13(a39,f13(a39,f13(a39,x44642,x44641),x44643),f3(a39)),x44644))), % 129.64/129.49 inference(scs_inference,[],[4186,1975,4313,3641,1362,998,1146,1355])). % 129.64/129.49 cnf(4468,plain, % 129.64/129.49 (E(f30(f30(f12(a39),f11(a39,x44681,f11(a39,f3(a39),f3(a39)))),x44682),f30(f30(f12(a39),x44681),x44682))), % 129.64/129.49 inference(rename_variables,[],[3945])). % 129.64/129.49 cnf(4470,plain, % 129.64/129.49 (P6(a38,x44701,f25(a38,f13(a38,a27,f30(f30(f12(a38),x44701),a27)),a27))), % 129.64/129.49 inference(scs_inference,[],[4186,1975,2474,3945,4313,3641,1362,998,1146,1355,773,737])). % 129.64/129.49 cnf(4478,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,f13(a39,f11(a39,x44781,x44782),x44783),x44782),f3(a39)),x44781)), % 129.64/129.49 inference(scs_inference,[],[4186,1975,2474,3945,4423,4313,3641,3693,3715,1362,998,1146,1355,773,737,1255,562,1364,1141])). % 129.64/129.49 cnf(4482,plain, % 129.64/129.49 (~P6(a38,f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x44821,x44821)),x44822),x44823)),x44823)), % 129.64/129.49 inference(rename_variables,[],[3525])). % 129.64/129.49 cnf(4484,plain, % 129.64/129.49 (E(f13(a39,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x44841),f13(a39,f30(f30(f12(a39),f2(a39)),x44841),f2(a39))),x44842),x44842)), % 129.64/129.49 inference(scs_inference,[],[4186,2186,1975,2474,3525,3945,4423,4313,3641,3693,3715,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607])). % 129.64/129.49 cnf(4485,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x44851),f13(a39,f30(f30(f12(a39),f2(a39)),x44851),x44852)),x44852)), % 129.64/129.49 inference(rename_variables,[],[2186])). % 129.64/129.49 cnf(4487,plain, % 129.64/129.49 (P6(a39,x44871,f11(a39,f13(a39,f13(a39,x44872,x44871),x44873),x44873))), % 129.64/129.49 inference(scs_inference,[],[3896,4186,2186,1975,2474,3525,3945,4423,4313,3641,3693,3715,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073])). % 129.64/129.49 cnf(4488,plain, % 129.64/129.49 (P6(a39,x44881,f11(a39,f13(a39,x44881,x44882),x44882))), % 129.64/129.49 inference(rename_variables,[],[3896])). % 129.64/129.49 cnf(4492,plain, % 129.64/129.49 (~P7(a39,a14,f2(a1))), % 129.64/129.49 inference(scs_inference,[],[3896,4186,2186,1975,1993,2474,3525,3531,3945,4423,4313,3641,3693,3715,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017])). % 129.64/129.49 cnf(4495,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x44951),f13(a39,f30(f30(f12(a39),f2(a39)),x44951),x44952)),x44952)), % 129.64/129.49 inference(rename_variables,[],[2186])). % 129.64/129.49 cnf(4497,plain, % 129.64/129.49 (P6(a39,x44971,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x44972),f13(a39,f30(f30(f12(a39),f2(a39)),x44972),f13(a39,x44971,x44973))))), % 129.64/129.49 inference(scs_inference,[],[3896,4186,2186,4485,4495,1975,1993,2474,3525,3531,3945,4423,4313,3641,3693,3715,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787])). % 129.64/129.49 cnf(4498,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x44981),f13(a39,f30(f30(f12(a39),f2(a39)),x44981),x44982)),x44982)), % 129.64/129.49 inference(rename_variables,[],[2186])). % 129.64/129.49 cnf(4501,plain, % 129.64/129.49 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x45011),a27)),a27),x45011)), % 129.64/129.49 inference(rename_variables,[],[2474])). % 129.64/129.49 cnf(4503,plain, % 129.64/129.49 (P6(a39,f2(a1),a14)), % 129.64/129.49 inference(scs_inference,[],[3896,4186,2186,4485,4495,1975,1993,2474,3525,3531,3945,4423,4313,3641,3693,3715,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945])). % 129.64/129.49 cnf(4506,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x45061,x45062),f3(a39)),x45062)), % 129.64/129.49 inference(rename_variables,[],[2032])). % 129.64/129.49 cnf(4508,plain, % 129.64/129.49 (P6(a39,f11(a39,f11(a39,f2(a39),x45081),x45082),x45083)), % 129.64/129.49 inference(scs_inference,[],[2032,3896,4186,2186,4485,4495,1975,1993,2474,3525,3531,3945,4423,4417,4313,3641,3693,3715,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796])). % 129.64/129.49 cnf(4510,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x45101,f3(a39)),f13(a39,x45102,x45103)),x45103)), % 129.64/129.49 inference(scs_inference,[],[2032,3896,4186,2186,4485,4495,1975,1993,2474,3525,2594,3531,3945,4423,4417,4313,3641,3693,3715,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605])). % 129.64/129.49 cnf(4517,plain, % 129.64/129.49 (~E(f17(f13(a38,f3(a38),f9(a38,x45171))),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3896,4186,2186,4485,4495,1975,1993,2474,3525,410,2594,3531,3945,4423,3780,4417,4313,3641,3693,3715,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725])). % 129.64/129.49 cnf(4519,plain, % 129.64/129.49 (~P7(a39,f13(a39,a14,f3(a39)),f2(a1))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3896,4186,2186,4485,4495,1975,1993,2474,3525,410,2594,3531,3945,4423,3780,4417,4313,3641,3693,3715,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784])). % 129.64/129.49 cnf(4523,plain, % 129.64/129.49 (~P7(a39,f13(a39,x45231,f13(a39,x45232,f13(a39,x45233,x45234))),x45234)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3896,4186,2186,4485,4495,1975,1993,2474,1972,3525,410,2594,3531,3945,4423,3780,4417,4313,3641,3693,3715,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997])). % 129.64/129.49 cnf(4526,plain, % 129.64/129.49 (~E(a15,f11(a1,a14,a15))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3896,4186,2186,4485,4495,1975,1993,2474,1972,3525,410,2594,3531,3945,4423,3780,4417,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690])). % 129.64/129.49 cnf(4530,plain, % 129.64/129.49 (~E(f13(a39,x45301,f13(a39,f13(a39,x45302,f3(a39)),x45303)),x45302)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3648,3896,4186,2186,4485,4495,1975,4459,1993,2474,1972,3525,410,2594,3531,3945,4423,3780,4417,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870])). % 129.64/129.49 cnf(4531,plain, % 129.64/129.49 (~P7(a39,f13(a39,x45311,f13(a39,x45312,x45313)),x45312)), % 129.64/129.49 inference(rename_variables,[],[1975])). % 129.64/129.49 cnf(4533,plain, % 129.64/129.49 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x45331),a27)),a27),x45331)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3648,3896,4186,2186,4485,4495,1975,4459,1993,2474,4501,1972,3525,410,2594,3531,3945,4423,3780,4417,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602])). % 129.64/129.49 cnf(4537,plain, % 129.64/129.49 (~P6(a38,f3(a38),f17(f17(f18(a38,a14))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3648,3896,4488,4186,2186,4485,4495,1975,4459,1993,2474,4501,1972,3525,410,2594,3531,3945,4425,4423,3780,4417,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856])). % 129.64/129.49 cnf(4546,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,f13(a39,x45461,x45462),f3(a39)),x45463),x45461)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3648,3896,4488,4186,2186,4485,4495,1975,4459,1993,2474,4501,2005,1972,2943,3525,2002,410,2594,3531,3945,4425,4423,3780,4417,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996])). % 129.64/129.49 cnf(4547,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,x45471,f3(a39)),x45472),x45471)), % 129.64/129.49 inference(rename_variables,[],[2002])). % 129.64/129.49 cnf(4549,plain, % 129.64/129.49 (P7(a39,f2(a39),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x45491),f13(a39,f30(f30(f12(a39),f2(a39)),x45491),f13(a39,x45492,f3(a39)))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3648,3896,4488,4186,2186,4485,4495,4498,1975,4459,1993,2474,4501,2005,1972,2943,3525,2002,410,2594,3531,3945,4425,4423,3780,4417,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800])). % 129.64/129.49 cnf(4550,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x45501),f13(a39,f30(f30(f12(a39),f2(a39)),x45501),x45502)),x45502)), % 129.64/129.49 inference(rename_variables,[],[2186])). % 129.64/129.49 cnf(4554,plain, % 129.64/129.49 (~P7(f13(a39,a38,f11(a39,a38,a38)),x45541,x45541)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3648,3896,4488,4186,2186,4485,4495,4498,1975,4459,1993,2474,4501,2005,1972,2943,3525,2002,410,2594,3531,3945,4139,4425,4423,3780,4417,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705])). % 129.64/129.49 cnf(4556,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,f13(a39,x45561,x45562),f3(a39)),x45563),x45562)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3648,3896,4488,4186,2186,4485,4495,4498,1975,4459,1993,2474,4501,2005,1972,2943,3525,2002,4547,410,2594,3531,3945,4139,4425,4423,3780,4417,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995])). % 129.64/129.49 cnf(4557,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,x45571,f3(a39)),x45572),x45571)), % 129.64/129.49 inference(rename_variables,[],[2002])). % 129.64/129.49 cnf(4565,plain, % 129.64/129.49 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,x45651,x45652),f3(a39)),x45653),x45652),x45651)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3648,3607,3896,4488,4186,2186,4485,4495,4498,1975,4459,1993,2474,4501,2005,1972,2943,3525,2002,4547,4557,410,2594,3531,3945,4139,4425,4423,3780,4417,3899,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254])). % 129.64/129.49 cnf(4566,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,x45661,f3(a39)),x45662),x45661)), % 129.64/129.49 inference(rename_variables,[],[2002])). % 129.64/129.49 cnf(4569,plain, % 129.64/129.49 (P6(a39,x45691,f11(a39,f13(a39,x45691,x45692),x45692))), % 129.64/129.49 inference(rename_variables,[],[3896])). % 129.64/129.49 cnf(4571,plain, % 129.64/129.49 (~P7(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,3648,3607,3896,4488,4186,4241,2186,4485,4495,4498,1975,4459,1993,2474,4501,2005,1972,2943,3525,2002,4547,4557,410,2594,3531,3945,4139,4425,4423,3780,4417,3899,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785])). % 129.64/129.49 cnf(4574,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x45741,x45742),f3(a39)),x45742)), % 129.64/129.49 inference(rename_variables,[],[2032])). % 129.64/129.49 cnf(4576,plain, % 129.64/129.49 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x45761),a27)),a27),x45761)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,3648,3607,3896,4488,4186,4241,2186,4485,4495,4498,1975,4459,1993,2474,4501,2005,1972,2943,3525,2002,4547,4557,410,2594,3531,3945,4139,4425,4423,3780,4417,3899,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780])). % 129.64/129.49 cnf(4578,plain, % 129.64/129.49 (~P7(a38,f17(f13(a38,f2(a38),f3(a38))),f3(a38))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,3648,3607,3896,4488,4186,4241,2186,4485,4495,4498,1975,4459,1993,2417,2474,4501,2005,1972,2943,3525,2002,4547,4557,410,2594,3531,3945,4139,4425,4423,3780,4417,3899,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854])). % 129.64/129.49 cnf(4579,plain, % 129.64/129.49 (~P7(a38,f13(a38,f2(a38),x45791),x45791)), % 129.64/129.49 inference(rename_variables,[],[2417])). % 129.64/129.49 cnf(4581,plain, % 129.64/129.49 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x45811,x45811)),x45812),f13(a38,a27,x45813)),x45813)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,3648,3607,3896,4488,4186,4241,2186,4485,4495,4498,1975,4459,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,2594,3531,3945,4139,4425,4423,3780,4417,3899,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137])). % 129.64/129.49 cnf(4582,plain, % 129.64/129.49 (~P6(a38,f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x45821,x45821)),x45822),x45823)),x45823)), % 129.64/129.49 inference(rename_variables,[],[3525])). % 129.64/129.49 cnf(4584,plain, % 129.64/129.49 (P7(a39,x45841,f13(a39,x45842,f13(a39,f13(a39,x45841,x45843),f3(a39))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,3648,3607,3896,4488,4186,4241,2186,4485,4495,4498,1975,4459,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,2594,3531,3945,4139,4425,4423,3780,4417,3899,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075])). % 129.64/129.49 cnf(4587,plain, % 129.64/129.49 (~E(f13(a39,x45871,f13(a39,f13(a39,x45872,f2(a39)),f3(a39))),x45871)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,3648,3607,3896,4488,4186,4241,2186,4485,4495,4498,1975,4459,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,2594,3531,3945,4139,4425,4423,3780,4417,3899,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692])). % 129.64/129.49 cnf(4588,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x45881,x45882),f3(a39)),x45882)), % 129.64/129.49 inference(rename_variables,[],[2032])). % 129.64/129.49 cnf(4590,plain, % 129.64/129.49 (P6(a39,x45901,f13(a39,f13(a39,x45901,x45902),f3(a39)))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,3648,3607,3896,4488,4186,4241,2186,4485,4495,4498,1975,4459,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,1969,2594,3531,3945,4139,4425,4423,3780,4417,3899,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738])). % 129.64/129.49 cnf(4595,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x45951,x45952),f3(a39)),x45952)), % 129.64/129.49 inference(rename_variables,[],[2032])). % 129.64/129.49 cnf(4597,plain, % 129.64/129.49 (~P6(a39,f13(a39,x45971,f13(a39,f13(a39,x45972,f3(a39)),x45973)),x45972)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4186,4241,2186,4485,4495,4498,1975,4459,4531,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,1969,2594,3531,3945,4139,4425,4423,3780,4417,3899,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012])). % 129.64/129.49 cnf(4598,plain, % 129.64/129.49 (~P7(a39,f13(a39,x45981,f13(a39,x45982,x45983)),x45982)), % 129.64/129.49 inference(rename_variables,[],[1975])). % 129.64/129.49 cnf(4600,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,x46001,x46002),f11(a39,f13(a39,f3(a39),f3(a39)),f3(a39))),x46002)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4186,4241,2186,4485,4495,4498,1975,4459,4531,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,1969,2594,3531,3945,4139,4425,4423,3780,4417,3899,4338,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138])). % 129.64/129.49 cnf(4601,plain, % 129.64/129.49 (~P6(a39,f13(a39,x46011,f13(a39,x46012,f11(a39,f13(a39,f3(a39),f3(a39)),f3(a39)))),x46012)), % 129.64/129.49 inference(rename_variables,[],[4338])). % 129.64/129.49 cnf(4605,plain, % 129.64/129.49 (~P7(a39,x46051,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x46052),f13(a39,f30(f30(f12(a39),f2(a39)),x46052),f2(a39))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4186,4241,2186,4485,4495,4498,4550,1975,4459,4531,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,1969,2594,3531,3945,4139,4425,4423,3780,4417,3899,4338,4313,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696])). % 129.64/129.49 cnf(4606,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x46061),f13(a39,f30(f30(f12(a39),f2(a39)),x46061),x46062)),x46062)), % 129.64/129.49 inference(rename_variables,[],[2186])). % 129.64/129.49 cnf(4614,plain, % 129.64/129.49 (~P7(a39,f13(a39,f13(a39,f13(a39,x46141,x46142),x46143),x46144),x46142)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4186,4241,2186,4485,4495,4498,4550,1975,4459,4531,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,1969,2594,3531,3945,4139,4301,4425,4423,3780,4417,3899,4338,4313,4210,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145])). % 129.64/129.49 cnf(4616,plain, % 129.64/129.49 (P6(a39,x46161,f11(a39,f13(a39,f13(a39,x46161,x46162),x46163),x46163))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4569,4186,4241,2186,4485,4495,4498,4550,1975,4459,4531,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,1969,2594,3531,3945,4139,4301,4425,4423,3780,4417,3899,4338,4313,4210,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074])). % 129.64/129.49 cnf(4617,plain, % 129.64/129.49 (P6(a39,x46171,f11(a39,f13(a39,x46171,x46172),x46172))), % 129.64/129.49 inference(rename_variables,[],[3896])). % 129.64/129.49 cnf(4623,plain, % 129.64/129.49 (~P7(a39,x46231,f11(a39,f11(a39,f11(a39,f11(a39,x46231,x46232),x46233),x46234),x46235))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4569,4186,4241,2186,4485,4495,4498,4550,1975,4459,4531,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,1969,2594,3531,3945,4139,4143,4301,4425,4423,3780,4417,3899,4338,4313,3741,4210,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999])). % 129.64/129.49 cnf(4626,plain, % 129.64/129.49 (~P6(a39,f11(a39,f13(a39,f13(a39,x46261,f3(a39)),x46262),x46262),x46261)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4569,4617,4186,4241,2186,4485,4495,4498,4550,1975,4459,4531,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,1969,2594,3531,3945,4139,4143,4301,4425,4423,3780,4417,3899,4338,4313,3741,4210,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134])). % 129.64/129.49 cnf(4627,plain, % 129.64/129.49 (P6(a39,x46271,f11(a39,f13(a39,x46271,x46272),x46272))), % 129.64/129.49 inference(rename_variables,[],[3896])). % 129.64/129.49 cnf(4629,plain, % 129.64/129.49 (~E(f13(a39,x46291,f13(a39,f13(a39,x46292,f3(a39)),x46293)),f2(a39))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4569,4617,4186,4241,2186,4485,4495,4498,4550,1975,4459,4531,4598,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,1969,2594,3531,3945,4139,4143,4301,4425,4423,3780,4417,3899,4338,4313,3741,4210,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874])). % 129.64/129.49 cnf(4630,plain, % 129.64/129.49 (~P7(a39,f13(a39,x46301,f13(a39,x46302,x46303)),x46302)), % 129.64/129.49 inference(rename_variables,[],[1975])). % 129.64/129.49 cnf(4632,plain, % 129.64/129.49 (~E(f13(a39,f11(a39,f13(a39,x46321,f3(a39)),x46322),x46322),x46321)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4569,4617,4186,4241,2186,4485,4495,4498,4550,1975,4459,4531,4598,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,2780,1969,2594,3531,3945,4139,4143,4301,4425,4423,3780,4417,3899,4338,4313,3741,4210,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13])). % 129.64/129.49 cnf(4636,plain, % 129.64/129.49 (~E(f13(a39,f13(a38,f30(f30(f12(a38),f11(a38,x46361,x46361)),x46362),x46363),f3(a39)),x46363)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4569,4617,4186,4241,2186,4485,4495,4498,4550,1975,4459,4531,4598,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,2780,2176,3255,1969,2594,3531,3945,4139,4143,4301,4425,4423,3780,4417,3899,4338,4313,3741,4210,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14])). % 129.64/129.49 cnf(4640,plain, % 129.64/129.49 (E(x46401,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x46402),f13(a39,f30(f30(f12(a39),f2(a39)),x46402),x46401)))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4569,4617,4186,4241,2186,4485,4495,4498,4550,4606,1975,4459,4531,4598,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,2780,2176,3255,1969,2594,3531,3945,4139,4143,3979,4301,4425,4423,3780,4417,3899,4338,4313,3741,4210,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2])). % 129.64/129.49 cnf(4641,plain, % 129.64/129.49 (~E(f13(a38,a27,f30(f30(f12(a38),f25(a38,x46411,a27)),a27)),x46411)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4569,4617,4186,4241,2186,4485,4495,4498,4550,4606,1975,4459,4531,4598,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,2780,2176,3255,1969,2594,3531,3945,4139,4143,3979,4301,4425,4423,3780,4417,3899,4338,4313,3741,4210,3641,3693,3715,4265,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10])). % 129.64/129.49 cnf(4642,plain, % 129.64/129.49 (E(x46421,f13(a39,f30(f30(f12(a39),f2(a39)),x46422),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x46422),x46421)))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4569,4617,4186,4241,2186,4485,4495,4498,4550,4606,1975,4459,4531,4598,1960,1993,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,2780,2176,3255,1969,2594,3531,3945,4139,4143,3979,4301,4425,4423,3780,4417,3899,4338,4313,3741,4210,3641,3693,3715,4265,261,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902])). % 129.64/129.49 cnf(4645,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,x46451,x46451)),x46452),x46453),x46453)), % 129.64/129.49 inference(rename_variables,[],[2018])). % 129.64/129.49 cnf(4646,plain, % 129.64/129.49 (P6(a39,x46461,f11(a39,f13(a39,x46461,x46462),x46462))), % 129.64/129.49 inference(rename_variables,[],[3896])). % 129.64/129.49 cnf(4649,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,x46491,x46491)),x46492),x46493),x46493)), % 129.64/129.49 inference(rename_variables,[],[2018])). % 129.64/129.49 cnf(4652,plain, % 129.64/129.49 (P6(a39,x46521,f11(a39,f13(a39,x46521,x46522),x46522))), % 129.64/129.49 inference(rename_variables,[],[3896])). % 129.64/129.49 cnf(4654,plain, % 129.64/129.49 (P7(a39,x46541,f13(a39,f13(a39,f11(a39,f13(a39,f13(a39,x46542,x46541),f3(a39)),f3(a39)),f3(a39)),x46543))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,3648,3607,3896,4488,4569,4617,4627,4646,4186,4456,4241,2186,4485,4495,4498,4550,4606,1975,4459,4531,4598,1960,1993,2018,4645,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,2780,2176,3255,1969,2594,3531,3945,4139,4143,3979,4301,4425,4105,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,4265,273,261,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370])). % 129.64/129.49 cnf(4658,plain, % 129.64/129.49 (~P7(a39,x46581,x46581)), % 129.64/129.49 inference(rename_variables,[],[537])). % 129.64/129.49 cnf(4662,plain, % 129.64/129.49 (P6(a39,x46621,f11(a39,f13(a39,x46621,x46622),x46622))), % 129.64/129.49 inference(rename_variables,[],[3896])). % 129.64/129.49 cnf(4664,plain, % 129.64/129.49 (E(f11(a39,x46641,f11(a39,f3(a39),f3(a39))),x46641)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,1975,4459,4531,4598,1960,1993,2018,4645,2417,2474,4501,2005,1972,2943,3525,4482,2002,4547,4557,410,2953,2780,2176,3255,1969,2594,3531,3945,4468,4139,4143,3979,4301,4425,4105,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,4265,273,261,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828])). % 129.64/129.49 cnf(4666,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x46661,x46662),f3(a39)),x46662)), % 129.64/129.49 inference(rename_variables,[],[2032])). % 129.64/129.49 cnf(4668,plain, % 129.64/129.49 (P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),x46681),f11(a39,f2(a39),x46681))),x46682),x46683),x46683)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,365,1975,4459,4531,4598,1960,1993,2018,4645,2417,2474,4501,2005,1972,2112,2943,3525,4482,2002,4547,4557,410,2953,2780,2176,3255,1969,2594,3531,3945,4468,4139,4143,3979,4301,4425,4105,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,4265,273,261,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694])). % 129.64/129.49 cnf(4669,plain, % 129.64/129.49 (P6(a39,x46691,x46691)), % 129.64/129.49 inference(rename_variables,[],[365])). % 129.64/129.49 cnf(4670,plain, % 129.64/129.49 (P6(a39,f11(a39,f2(a39),x46701),x46702)), % 129.64/129.49 inference(rename_variables,[],[2112])). % 129.64/129.49 cnf(4672,plain, % 129.64/129.49 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,f11(a38,x46721,x46721),x46722)),x46723),f13(a38,a27,f13(a38,f30(f30(f12(a38),x46722),x46723),x46724))),x46724)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,365,1975,4459,4531,4598,1960,1993,2018,4645,2417,2474,4501,2005,1972,2112,2943,3525,4482,2002,4547,4557,410,2953,2780,2176,3255,1969,2594,3531,3945,4468,4139,4143,3979,4301,4425,4105,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,4265,273,261,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703])). % 129.64/129.49 cnf(4674,plain, % 129.64/129.49 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x46741,a27)),a27)),x46741)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,365,1975,4459,4531,4598,1960,1993,2018,4645,2417,2474,4501,2005,1972,2112,2943,3525,4482,3231,2002,4547,4557,410,248,2953,2780,2176,3255,1969,2594,3531,3945,4468,4139,4143,3979,4301,4425,4105,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,4265,273,261,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804])). % 129.64/129.49 cnf(4676,plain, % 129.64/129.49 (~P7(a38,x46761,f30(f30(f12(a38),f25(a38,x46761,a27)),a27))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,365,1975,4459,4531,4598,1960,1993,2018,4645,2417,2474,4501,2005,1972,2112,2943,3525,4482,3231,2002,4547,4557,410,248,2953,2780,2176,3255,1969,2594,3531,3945,4468,4139,4143,3979,4301,4425,4105,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,273,261,328,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165])). % 129.64/129.49 cnf(4678,plain, % 129.64/129.49 (~P7(a38,f13(a39,f30(f30(f12(a39),f11(a39,x46781,x46781)),x46782),x46783),x46783)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,2417,2474,4501,2005,1972,2112,2943,3525,4482,3231,2002,4547,4557,410,248,2953,2780,2176,3255,1969,2594,3531,3945,4468,4139,4143,3979,4301,4425,4105,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,273,261,328,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717])). % 129.64/129.49 cnf(4680,plain, % 129.64/129.49 (P6(a38,f25(a38,f2(a38),f9(a38,f3(a38))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,2417,2474,4501,2005,1972,2112,2943,3525,4482,3231,2002,4547,4557,410,248,2953,2780,2176,3255,1969,2594,3531,4232,3945,4468,4139,4143,3979,4301,4425,4105,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,273,261,328,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947])). % 129.64/129.49 cnf(4686,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,x46861,f11(a39,f13(a39,f3(a39),x46862),x46862)),x46863),x46861)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,2417,2474,4501,2005,1972,2112,2943,3525,4482,3231,1954,2002,4547,4557,410,248,2953,2780,2176,3255,1969,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,273,261,328,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289])). % 129.64/129.49 cnf(4688,plain, % 129.64/129.49 (P6(a39,x46881,f11(a39,f13(a39,x46881,x46882),x46882))), % 129.64/129.49 inference(rename_variables,[],[3896])). % 129.64/129.49 cnf(4690,plain, % 129.64/129.49 (~E(f13(a38,f30(f30(f12(a38),x46901),x46902),f13(a38,f30(f30(f12(a38),x46903),x46902),f3(a38))),f13(a38,f30(f30(f12(a38),x46904),x46902),f30(f30(f12(a38),f11(a38,x46903,f11(a38,x46904,x46901))),x46902)))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,2417,2474,4501,2005,1972,2112,2943,3525,4482,3231,1954,2002,4547,4557,410,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,273,261,328,231,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660])). % 129.64/129.49 cnf(4694,plain, % 129.64/129.49 (E(f13(a1,a14,x46941),x46941)), % 129.64/129.49 inference(rename_variables,[],[362])). % 129.64/129.49 cnf(4704,plain, % 129.64/129.49 (~E(f13(a1,f30(f30(f12(a1),x47041),x47042),a15),f13(a1,f30(f30(f12(a1),f11(a1,x47043,x47044)),x47042),f30(f30(f12(a1),f11(a1,f11(a1,x47043,x47044),x47041)),x47042)))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,381,2417,2474,4501,362,2005,242,1972,2112,2943,3525,4482,3231,1954,2002,4547,4557,410,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,273,232,312,261,328,231,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680])). % 129.64/129.49 cnf(4707,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,x47071,x47071)),x47072),x47073),x47073)), % 129.64/129.49 inference(rename_variables,[],[2018])). % 129.64/129.49 cnf(4708,plain, % 129.64/129.49 (E(f13(a1,a14,x47081),x47081)), % 129.64/129.49 inference(rename_variables,[],[362])). % 129.64/129.49 cnf(4712,plain, % 129.64/129.49 (~P6(a38,f13(a38,f25(a38,a27,a27),f25(a38,a27,a27)),f2(a38))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,381,2417,2474,4501,362,4694,2005,242,3415,1972,2112,2943,3525,4482,3231,1954,2002,4547,4557,410,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,273,232,312,261,328,220,231,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117])). % 129.64/129.49 cnf(4716,plain, % 129.64/129.49 (~E(f11(a39,f13(a39,f13(a39,f2(a39),f3(a39)),f3(a39)),f13(a39,f30(f30(f12(a39),f11(a39,x47161,x47161)),x47162),f13(a39,f2(a39),f3(a39)))),f2(a39))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,381,2417,2474,4501,362,4694,2005,242,3415,1972,2112,2943,3525,4482,3231,1954,2002,4547,4557,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,273,232,312,261,328,220,231,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940])). % 129.64/129.49 cnf(4717,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,x47171,x47171)),x47172),x47173),x47173)), % 129.64/129.49 inference(rename_variables,[],[2018])). % 129.64/129.49 cnf(4719,plain, % 129.64/129.49 (~P6(a38,f30(f30(f12(a38),f25(a38,f13(a38,a27,x47191),a27)),a27),x47191)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,381,2417,2474,4501,362,4694,2005,242,3415,1972,2112,2943,3525,4482,3231,1954,2002,4547,4557,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,272,273,232,312,261,328,220,231,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160])). % 129.64/129.49 cnf(4720,plain, % 129.64/129.49 (~P6(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x47201,a27)),a27)),x47201)), % 129.64/129.49 inference(rename_variables,[],[3231])). % 129.64/129.49 cnf(4727,plain, % 129.64/129.49 (P7(a1,a14,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,243,381,2417,2474,4501,362,4694,2005,242,3415,1972,2112,413,2943,3525,4482,3231,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,272,273,232,312,261,328,220,231,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757])). % 129.64/129.49 cnf(4729,plain, % 129.64/129.49 (~E(f13(a1,f30(f30(f12(a1),x47291),x47292),f30(f30(f12(a1),f11(a1,x47291,x47293)),x47292)),f13(a1,f30(f30(f12(a1),x47293),x47292),f13(a1,f13(a1,f3(a1),x47294),x47294)))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,243,381,2417,2474,4501,362,4694,2005,242,3415,1972,2112,413,2943,3525,4482,3231,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,272,273,559,232,312,261,328,220,231,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661])). % 129.64/129.49 cnf(4732,plain, % 129.64/129.49 (~P7(a39,x47321,f13(a39,f30(f30(f12(a39),f2(a39)),x47322),f2(a39)))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,243,381,2417,2474,4501,362,4694,2005,242,3415,1972,2112,413,2943,3525,4482,3231,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4313,3741,4210,3641,4335,3693,3715,3869,4265,272,273,559,232,312,261,328,220,231,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164])). % 129.64/129.49 cnf(4735,plain, % 129.64/129.49 (~P6(a39,f13(a39,x47351,f13(a39,x47352,f11(a39,f13(a39,f3(a39),f3(a39)),f3(a39)))),x47352)), % 129.64/129.49 inference(rename_variables,[],[4338])). % 129.64/129.49 cnf(4737,plain, % 129.64/129.49 (~E(f9(a38,f13(a38,x47371,f17(f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))),x47371)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,413,2943,3525,4482,3231,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,4210,3641,4335,3693,3715,3869,4265,272,273,559,232,312,261,328,220,231,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620])). % 129.64/129.49 cnf(4740,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x47401,x47402),f3(a39)),x47402)), % 129.64/129.49 inference(rename_variables,[],[2032])). % 129.64/129.49 cnf(4742,plain, % 129.64/129.49 (~P6(a39,f13(a39,x47421,f13(a39,f13(a39,x47422,x47423),f3(a39))),x47422)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,413,2943,3525,4482,3231,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,4210,3726,3641,4335,3693,3715,3869,4265,272,273,4103,559,232,312,261,328,220,231,276,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163])). % 129.64/129.49 cnf(4747,plain, % 129.64/129.49 (~P7(a1,f13(a39,f30(f30(f12(a39),f11(a39,x47471,x47471)),x47472),x47473),x47473)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,537,2186,4485,4495,4498,4550,4606,241,365,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,413,2943,3525,4482,3231,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,4210,3726,3641,4335,3693,3715,3869,4265,272,273,4103,559,232,312,261,328,220,231,276,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718])). % 129.64/129.49 cnf(4749,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,x47491,x47491),f11(a39,x47491,x47491))),x47492),f13(a39,f30(f30(f12(a39),f11(a39,x47491,x47491)),x47492),x47493)),x47493)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,3648,3607,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,537,2186,4485,4495,4498,4550,4606,241,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,413,2943,3525,4482,3231,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,4210,3726,3641,4335,3693,3715,3869,4265,272,273,4103,559,232,312,261,328,220,231,276,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663])). % 129.64/129.49 cnf(4750,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,x47501,x47501)),x47502),x47503),x47503)), % 129.64/129.49 inference(rename_variables,[],[2018])). % 129.64/129.49 cnf(4751,plain, % 129.64/129.49 (P6(a39,x47511,x47511)), % 129.64/129.49 inference(rename_variables,[],[365])). % 129.64/129.49 cnf(4755,plain, % 129.64/129.49 (~P7(a1,x47551,f13(a1,f30(f30(f12(a1),f11(a1,x47552,x47552)),x47553),x47551))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,1801,537,2186,4485,4495,4498,4550,4606,241,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,413,2943,3525,4482,3231,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,4210,3726,3641,4335,3693,3715,3869,4265,272,273,4103,297,559,232,312,261,328,220,231,276,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702])). % 129.64/129.49 cnf(4756,plain, % 129.64/129.49 (~P7(a1,x47561,x47561)), % 129.64/129.49 inference(rename_variables,[],[1801])). % 129.64/129.49 cnf(4758,plain, % 129.64/129.49 (P7(a39,f35(f13(a39,f13(a39,x47581,f2(a39)),f3(a39)),f13(a39,f13(a39,x47581,f2(a39)),f3(a39))),f13(a39,f13(a39,x47581,f2(a39)),f3(a39)))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,1801,537,2186,4485,4495,4498,4550,4606,241,406,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,413,2943,3525,4482,3231,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,4210,3726,3641,4335,3693,3715,3869,4265,272,273,4103,297,559,232,312,261,328,220,231,276,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130])). % 129.64/129.49 cnf(4759,plain, % 129.64/129.49 (P7(a39,x47591,f13(a39,x47591,f3(a39)))), % 129.64/129.49 inference(rename_variables,[],[406])). % 129.64/129.49 cnf(4760,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x47601,x47602),f3(a39)),x47602)), % 129.64/129.49 inference(rename_variables,[],[2032])). % 129.64/129.49 cnf(4763,plain, % 129.64/129.49 (~E(x47631,f13(a39,f13(a39,x47632,x47631),f3(a39)))), % 129.64/129.49 inference(rename_variables,[],[2229])). % 129.64/129.49 cnf(4770,plain, % 129.64/129.49 (P7(a39,f2(a39),f13(a39,x47701,f13(a39,f13(a39,f18(a1,f2(a39)),f3(a39)),x47702)))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,1801,537,4658,2186,4485,4495,4498,4550,4606,241,406,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,1990,413,2943,3525,4482,3231,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,4210,3985,3726,3641,4335,3693,3715,3869,4265,272,273,4103,143,297,559,232,312,261,328,220,231,276,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189])). % 129.64/129.49 cnf(4780,plain, % 129.64/129.49 (P6(a38,f2(a38),f25(a38,x47801,f2(a38)))), % 129.64/129.49 inference(rename_variables,[],[2527])). % 129.64/129.49 cnf(4782,plain, % 129.64/129.49 (P6(f13(a39,f11(a39,a38,a38),a38),x47821,f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),x47821))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,3923,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,1801,537,4658,2186,4485,4495,4498,4550,4606,241,406,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,1990,413,2943,3525,4482,3231,3368,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,2527,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,4210,3985,3726,3641,4335,3693,3715,3869,4265,272,2233,174,273,4103,143,297,559,232,312,261,328,220,231,276,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923])). % 129.64/129.49 cnf(4783,plain, % 129.64/129.49 (P6(f13(a39,f11(a39,a38,a38),a38),x47831,f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),x47831)))), % 129.64/129.49 inference(rename_variables,[],[3923])). % 129.64/129.49 cnf(4787,plain, % 129.64/129.49 (P6(a39,x47871,f13(a39,x47872,f11(a39,f13(a39,f13(a39,x47871,x47873),f3(a39)),f3(a39))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,3923,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,1801,537,4658,2186,4485,4495,4498,4550,4606,241,406,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,1990,413,2943,3525,4482,3231,3368,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,2917,2594,2527,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,4210,3985,3726,3641,4335,3693,3715,3869,4265,272,2233,174,273,4103,143,297,559,232,312,261,328,220,231,276,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368])). % 129.64/129.49 cnf(4788,plain, % 129.64/129.49 (P6(a39,x47881,f13(a39,f13(a39,x47882,f11(a39,f13(a39,x47881,f3(a39)),f3(a39))),x47883))), % 129.64/129.49 inference(rename_variables,[],[4186])). % 129.64/129.49 cnf(4791,plain, % 129.64/129.49 (~P7(a39,f13(a39,f13(a39,x47911,f13(a39,x47912,f13(a39,f13(a39,f3(a39),f3(a39)),x47913))),x47914),x47911)), % 129.64/129.49 inference(rename_variables,[],[3949])). % 129.64/129.49 cnf(4796,plain, % 129.64/129.49 (~P6(a39,f13(a39,f13(a39,x47961,f3(a39)),f11(a39,f13(a39,f13(a39,x47962,x47963),f11(a39,f3(a39),f3(a39))),f11(a39,f3(a39),f3(a39)))),x47963)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,3923,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,1801,537,4658,2186,4485,4495,4498,4550,4606,241,406,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,1990,413,2943,3525,4482,3231,3368,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,3949,4210,3985,3726,3641,4335,3848,3693,3715,3869,4265,272,2233,174,273,4103,143,297,559,232,312,261,328,220,231,276,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161])). % 129.64/129.49 cnf(4802,plain, % 129.64/129.49 (~P7(a1,f13(a1,f30(f30(f12(a1),f11(a1,x48021,x48021)),x48022),x48023),x48023)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,3923,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,1801,4756,537,4658,2186,4485,4495,4498,4550,4606,241,406,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,1990,413,2943,3525,4482,3231,3368,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,3949,4791,4210,3985,3726,3641,4335,3848,3693,3715,3869,4265,272,2233,174,273,4103,143,297,559,232,312,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704])). % 129.64/129.49 cnf(4803,plain, % 129.64/129.49 (~P7(a1,x48031,x48031)), % 129.64/129.49 inference(rename_variables,[],[1801])). % 129.64/129.49 cnf(4812,plain, % 129.64/129.49 (~E(f11(a39,f13(a39,f13(a39,x48121,f13(a39,x48122,f11(a39,f2(a39),x48123))),f3(a39)),f11(a39,f2(a39),x48123)),x48122)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,1801,4756,537,4658,2186,4485,4495,4498,4550,4606,241,406,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,1990,413,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3979,4301,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,3949,4791,4210,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,247,272,2233,174,273,4103,143,297,559,232,312,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951])). % 129.64/129.49 cnf(4813,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x48131,x48132),f3(a39)),x48132)), % 129.64/129.49 inference(rename_variables,[],[2032])). % 129.64/129.49 cnf(4814,plain, % 129.64/129.49 (P6(a39,f11(a39,f2(a39),x48141),x48142)), % 129.64/129.49 inference(rename_variables,[],[2112])). % 129.64/129.49 cnf(4822,plain, % 129.64/129.49 (~P7(a1,f13(a1,f30(f30(f12(a1),x48221),x48222),f13(a1,f30(f30(f12(a1),f11(a1,x48223,x48221)),x48222),x48224)),f13(a1,f30(f30(f12(a1),x48223),x48222),x48224))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,1801,4756,4803,537,4658,2186,4485,4495,4498,4550,4606,241,406,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,1990,2007,413,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,3949,4791,4210,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,247,375,272,2233,174,273,4103,143,297,559,232,312,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696])). % 129.64/129.49 cnf(4823,plain, % 129.64/129.49 (~P7(a1,x48231,x48231)), % 129.64/129.49 inference(rename_variables,[],[1801])). % 129.64/129.49 cnf(4828,plain, % 129.64/129.49 (~P7(a1,f13(a1,f30(f30(f12(a1),x48281),x48282),x48283),f13(a1,f30(f30(f12(a1),x48284),x48282),f13(a1,f30(f30(f12(a1),f11(a1,x48281,x48284)),x48282),x48283)))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,1801,4756,4803,4823,537,4658,2186,4485,4495,4498,4550,4606,241,406,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,1990,2007,413,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,247,375,272,2233,174,273,4103,143,297,559,232,312,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698])). % 129.64/129.49 cnf(4829,plain, % 129.64/129.49 (~P7(a1,x48291,x48291)), % 129.64/129.49 inference(rename_variables,[],[1801])). % 129.64/129.49 cnf(4837,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,x48371,x48371)),x48372),x48373),x48373)), % 129.64/129.49 inference(rename_variables,[],[2018])). % 129.64/129.49 cnf(4838,plain, % 129.64/129.49 (P7(a39,x48381,f13(a39,x48381,f3(a39)))), % 129.64/129.49 inference(rename_variables,[],[406])). % 129.64/129.49 cnf(4840,plain, % 129.64/129.49 (P6(f41(x48401,a1),x48402,x48402)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,4750,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,1990,2007,413,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,4103,143,297,559,232,312,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716])). % 129.64/129.49 cnf(4841,plain, % 129.64/129.49 (P6(a1,x48411,x48411)), % 129.64/129.49 inference(rename_variables,[],[366])). % 129.64/129.49 cnf(4843,plain, % 129.64/129.49 (P6(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48431,x48431)),x48432)),f9(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48431,x48431)),x48432)),f13(a39,f30(f30(f12(a39),f11(a39,x48433,x48433)),x48434),f2(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48431,x48431)),x48432))))),f2(f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48431,x48431)),x48432))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,1990,2007,413,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,4103,143,297,559,232,312,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730])). % 129.64/129.49 cnf(4844,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,x48441,x48441)),x48442),x48443),x48443)), % 129.64/129.49 inference(rename_variables,[],[2018])). % 129.64/129.49 cnf(4846,plain, % 129.64/129.49 (P8(f13(a39,f30(f30(f12(a39),f11(a39,x48461,x48461)),x48462),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48463,x48463)),x48464))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,1990,2007,413,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3977,4103,143,297,559,232,312,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69])). % 129.64/129.49 cnf(4847,plain, % 129.64/129.49 (E(x48471,f13(a39,f30(f30(f12(a39),f11(a39,x48472,x48472)),x48473),x48471))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4849,plain, % 129.64/129.49 (~P6(a39,f13(a39,x48491,f13(a39,x48492,f11(a39,f13(a39,f3(a39),f3(a39)),f3(a39)))),x48492)), % 129.64/129.49 inference(rename_variables,[],[4338])). % 129.64/129.49 cnf(4851,plain, % 129.64/129.49 (E(f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x48511,x48511),x48512),x48512)),x48513),f30(f30(f12(a39),f11(a39,f11(a39,f13(a39,f11(a39,x48511,x48511),x48512),x48512),f11(a39,x48511,x48511))),x48513))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,1990,2007,413,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3977,4103,143,297,559,232,312,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905])). % 129.64/129.49 cnf(4853,plain, % 129.64/129.49 (P7(f13(a39,f30(f30(f12(a39),f11(a39,x48531,x48531)),x48532),a1),a14,f11(a1,f11(a1,a14,a15),a14))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,1990,2007,413,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3977,4103,143,297,559,232,312,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61])). % 129.64/129.49 cnf(4854,plain, % 129.64/129.49 (E(x48541,f13(a39,f30(f30(f12(a39),f11(a39,x48542,x48542)),x48543),x48541))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4857,plain, % 129.64/129.49 (P6(a39,f11(a39,f2(a39),x48571),x48572)), % 129.64/129.49 inference(rename_variables,[],[2112])). % 129.64/129.49 cnf(4859,plain, % 129.64/129.49 (P7(a39,f13(a39,x48591,f3(a39)),f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f13(a39,x48592,f3(a39)),f3(a39)),x48592)),x48593),f13(a39,f13(a39,x48591,f3(a39)),f13(a39,f30(f30(f12(a39),x48592),x48593),f13(a39,x48591,f3(a39))))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,4814,1990,2007,413,400,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3977,4103,143,297,559,232,312,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744])). % 129.64/129.49 cnf(4860,plain, % 129.64/129.49 (~P7(a39,f13(a39,x48601,f13(a39,x48602,x48603)),x48602)), % 129.64/129.49 inference(rename_variables,[],[1975])). % 129.64/129.49 cnf(4863,plain, % 129.64/129.49 (P58(f13(a39,f30(f30(f12(a39),f11(a39,x48631,x48631)),x48632),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48633,x48633)),x48634))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,4814,1990,2007,413,400,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3977,4103,143,3939,297,559,232,312,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132])). % 129.64/129.49 cnf(4864,plain, % 129.64/129.49 (E(x48641,f13(a39,f30(f30(f12(a39),f11(a39,x48642,x48642)),x48643),x48641))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4865,plain, % 129.64/129.49 (~E(f13(a38,x48651,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x48651)), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,4814,1990,2007,413,400,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3977,4103,143,3939,297,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726])). % 129.64/129.49 cnf(4867,plain, % 129.64/129.49 (P21(f13(a39,f30(f30(f12(a39),f11(a39,x48671,x48671)),x48672),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48673,x48673)),x48674))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,4814,1990,2007,413,400,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3977,4000,4103,143,3939,297,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130])). % 129.64/129.49 cnf(4868,plain, % 129.64/129.49 (E(x48681,f13(a39,f30(f30(f12(a39),f11(a39,x48682,x48682)),x48683),x48681))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4872,plain, % 129.64/129.49 (P22(f13(a39,f30(f30(f12(a39),f11(a39,x48721,x48721)),x48722),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48723,x48723)),x48724))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3977,4000,4103,143,3939,297,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115])). % 129.64/129.49 cnf(4873,plain, % 129.64/129.49 (E(x48731,f13(a39,f30(f30(f12(a39),f11(a39,x48732,x48732)),x48733),x48731))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4874,plain, % 129.64/129.49 (P52(f13(a39,f30(f30(f12(a39),f11(a39,x48741,x48741)),x48742),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48743,x48743)),x48744))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,2417,2474,4501,362,4694,2005,242,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3977,4000,4012,4103,143,3939,297,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79])). % 129.64/129.49 cnf(4875,plain, % 129.64/129.49 (E(x48751,f13(a39,f30(f30(f12(a39),f11(a39,x48752,x48752)),x48753),x48751))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4876,plain, % 129.64/129.49 (~P7(a1,f18(a1,f11(a1,a14,a15)),f18(a1,a14))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3977,4000,4012,4103,143,3939,297,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802])). % 129.64/129.49 cnf(4878,plain, % 129.64/129.49 (P17(f13(a39,f30(f30(f12(a39),f11(a39,x48781,x48781)),x48782),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48783,x48783)),x48784))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3977,4000,4012,4014,4103,143,3939,297,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118])). % 129.64/129.49 cnf(4879,plain, % 129.64/129.49 (E(x48791,f13(a39,f30(f30(f12(a39),f11(a39,x48792,x48792)),x48793),x48791))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4880,plain, % 129.64/129.49 (P38(f13(a39,f30(f30(f12(a39),f11(a39,x48801,x48801)),x48802),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48803,x48803)),x48804))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4103,143,3939,297,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91])). % 129.64/129.49 cnf(4881,plain, % 129.64/129.49 (E(x48811,f13(a39,f30(f30(f12(a39),f11(a39,x48812,x48812)),x48813),x48811))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4882,plain, % 129.64/129.49 (P67(f13(a39,f30(f30(f12(a39),f11(a39,x48821,x48821)),x48822),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48823,x48823)),x48824))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4020,4103,143,3939,297,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102])). % 129.64/129.49 cnf(4883,plain, % 129.64/129.49 (E(x48831,f13(a39,f30(f30(f12(a39),f11(a39,x48832,x48832)),x48833),x48831))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4884,plain, % 129.64/129.49 (P69(f13(a39,f30(f30(f12(a39),f11(a39,x48841,x48841)),x48842),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48843,x48843)),x48844))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4020,4103,143,3939,4033,297,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131])). % 129.64/129.49 cnf(4885,plain, % 129.64/129.49 (E(x48851,f13(a39,f30(f30(f12(a39),f11(a39,x48852,x48852)),x48853),x48851))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4886,plain, % 129.64/129.49 (P7(a38,f2(a38),f9(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4020,4103,143,3939,4033,297,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724])). % 129.64/129.49 cnf(4888,plain, % 129.64/129.49 (P6(a1,f2(a1),f13(a39,f30(f30(f12(a39),f11(a39,x48881,x48881)),x48882),a14))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3463,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4020,4103,143,3939,4033,297,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67])). % 129.64/129.49 cnf(4889,plain, % 129.64/129.49 (E(x48891,f13(a39,f30(f30(f12(a39),f11(a39,x48892,x48892)),x48893),x48891))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4890,plain, % 129.64/129.49 (~E(f30(f30(f12(a38),f25(a38,f3(a1),f3(a38))),f3(a38)),f2(a1))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3463,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4020,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647])). % 129.64/129.49 cnf(4893,plain, % 129.64/129.49 (P65(f13(a39,f30(f30(f12(a39),f11(a39,x48931,x48931)),x48932),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48933,x48933)),x48934))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3463,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4020,4026,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128])). % 129.64/129.49 cnf(4894,plain, % 129.64/129.49 (E(x48941,f13(a39,f30(f30(f12(a39),f11(a39,x48942,x48942)),x48943),x48941))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4895,plain, % 129.64/129.49 (P33(f13(a39,f30(f30(f12(a39),f11(a39,x48951,x48951)),x48952),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48953,x48953)),x48954))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3463,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4020,4026,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72])). % 129.64/129.49 cnf(4896,plain, % 129.64/129.49 (E(x48961,f13(a39,f30(f30(f12(a39),f11(a39,x48962,x48962)),x48963),x48961))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4897,plain, % 129.64/129.49 (~E(f11(a39,f3(a39),f3(a39)),f13(a39,f13(a39,f13(a39,x48971,f13(a39,f13(a39,x48972,f3(a39)),f11(a39,f3(a39),f3(a39)))),f3(a39)),x48973))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3463,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4020,4026,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62])). % 129.64/129.49 cnf(4899,plain, % 129.64/129.49 (P48(f13(a39,f30(f30(f12(a39),f11(a39,x48991,x48991)),x48992),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x48993,x48993)),x48994))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,3463,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4020,4026,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71])). % 129.64/129.49 cnf(4900,plain, % 129.64/129.49 (E(x49001,f13(a39,f30(f30(f12(a39),f11(a39,x49002,x49002)),x49003),x49001))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4901,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x49011,a14),f3(a39)),f2(a1))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4020,4026,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3])). % 129.64/129.49 cnf(4902,plain, % 129.64/129.49 (~E(f13(a39,f13(a39,x49021,x49022),f3(a39)),x49022)), % 129.64/129.49 inference(rename_variables,[],[2032])). % 129.64/129.49 cnf(4903,plain, % 129.64/129.49 (P11(f13(a39,f30(f30(f12(a39),f11(a39,x49031,x49031)),x49032),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49033,x49033)),x49034))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4012,4014,4020,4026,4048,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124])). % 129.64/129.49 cnf(4904,plain, % 129.64/129.49 (E(x49041,f13(a39,f30(f30(f12(a39),f11(a39,x49042,x49042)),x49043),x49041))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4905,plain, % 129.64/129.49 (P47(f13(a39,f30(f30(f12(a39),f11(a39,x49051,x49051)),x49052),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49053,x49053)),x49054))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4004,4012,4014,4020,4026,4048,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74])). % 129.64/129.49 cnf(4906,plain, % 129.64/129.49 (E(x49061,f13(a39,f30(f30(f12(a39),f11(a39,x49062,x49062)),x49063),x49061))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4907,plain, % 129.64/129.49 (P23(f13(a39,f30(f30(f12(a39),f11(a39,x49071,x49071)),x49072),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49073,x49073)),x49074))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4004,4006,4012,4014,4020,4026,4048,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85])). % 129.64/129.49 cnf(4908,plain, % 129.64/129.49 (E(x49081,f13(a39,f30(f30(f12(a39),f11(a39,x49082,x49082)),x49083),x49081))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4911,plain, % 129.64/129.49 (P9(f13(a39,f30(f30(f12(a39),f11(a39,x49111,x49111)),x49112),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49113,x49113)),x49114))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4004,4006,4012,4014,4020,4026,4048,4064,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77])). % 129.64/129.49 cnf(4912,plain, % 129.64/129.49 (E(x49121,f13(a39,f30(f30(f12(a39),f11(a39,x49122,x49122)),x49123),x49121))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4913,plain, % 129.64/129.49 (P7(a39,x49131,f13(a39,f13(a39,x49132,f13(a39,f13(a39,x49131,f3(a39)),f3(a39))),x49133))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,375,272,2233,174,273,3947,3953,3977,4000,4004,4006,4012,4014,4020,4026,4048,4064,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372])). % 129.64/129.49 cnf(4916,plain, % 129.64/129.49 (E(f13(a39,f30(f30(f12(a39),f11(a39,x49161,x49161)),x49162),x49163),x49163)), % 129.64/129.49 inference(rename_variables,[],[2018])). % 129.64/129.49 cnf(4917,plain, % 129.64/129.49 (P29(f13(a39,f30(f30(f12(a39),f11(a39,x49171,x49171)),x49172),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49173,x49173)),x49174))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4004,4006,4012,4014,4020,4026,4048,4064,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82])). % 129.64/129.49 cnf(4918,plain, % 129.64/129.49 (E(x49181,f13(a39,f30(f30(f12(a39),f11(a39,x49182,x49182)),x49183),x49181))), % 129.64/129.49 inference(rename_variables,[],[2016])). % 129.64/129.49 cnf(4919,plain, % 129.64/129.49 (P51(f13(a39,f30(f30(f12(a39),f11(a39,x49191,x49191)),x49192),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49193,x49193)),x49194))))), % 129.64/129.49 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4004,4006,4012,4014,4020,4026,4048,4064,4099,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92])). % 129.64/129.50 cnf(4920,plain, % 129.64/129.50 (E(x49201,f13(a39,f30(f30(f12(a39),f11(a39,x49202,x49202)),x49203),x49201))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4921,plain, % 129.64/129.50 (P53(f13(a39,f30(f30(f12(a39),f11(a39,x49211,x49211)),x49212),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49213,x49213)),x49214))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4004,4006,4012,4014,4020,4026,4048,4060,4064,4099,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120])). % 129.64/129.50 cnf(4922,plain, % 129.64/129.50 (E(x49221,f13(a39,f30(f30(f12(a39),f11(a39,x49222,x49222)),x49223),x49221))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4923,plain, % 129.64/129.50 (P24(f13(a39,f30(f30(f12(a39),f11(a39,x49231,x49231)),x49232),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49233,x49233)),x49234))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4004,4006,4012,4014,4020,4026,4048,4060,4064,4099,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90])). % 129.64/129.50 cnf(4924,plain, % 129.64/129.50 (E(x49241,f13(a39,f30(f30(f12(a39),f11(a39,x49242,x49242)),x49243),x49241))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4925,plain, % 129.64/129.50 (P35(f13(a39,f30(f30(f12(a39),f11(a39,x49251,x49251)),x49252),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49253,x49253)),x49254))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4004,4006,4012,4014,4020,4026,4048,4060,4064,4066,4099,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101])). % 129.64/129.50 cnf(4926,plain, % 129.64/129.50 (E(x49261,f13(a39,f30(f30(f12(a39),f11(a39,x49262,x49262)),x49263),x49261))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4927,plain, % 129.64/129.50 (P12(f13(a39,f30(f30(f12(a39),f11(a39,x49271,x49271)),x49272),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49273,x49273)),x49274))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4004,4006,4012,4014,4016,4020,4026,4048,4060,4064,4066,4099,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129])). % 129.64/129.50 cnf(4928,plain, % 129.64/129.50 (E(x49281,f13(a39,f30(f30(f12(a39),f11(a39,x49282,x49282)),x49283),x49281))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4929,plain, % 129.64/129.50 (P54(f13(a39,f30(f30(f12(a39),f11(a39,x49291,x49291)),x49292),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49293,x49293)),x49294))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4004,4006,4012,4014,4016,4020,4026,4048,4060,4064,4066,4081,4099,4103,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106])). % 129.64/129.50 cnf(4930,plain, % 129.64/129.50 (E(x49301,f13(a39,f30(f30(f12(a39),f11(a39,x49302,x49302)),x49303),x49301))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4931,plain, % 129.64/129.50 (P46(f13(a39,f30(f30(f12(a39),f11(a39,x49311,x49311)),x49312),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49313,x49313)),x49314))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4004,4006,4012,4014,4016,4020,4026,4048,4060,4064,4066,4081,4099,4103,4113,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125])). % 129.64/129.50 cnf(4932,plain, % 129.64/129.50 (E(x49321,f13(a39,f30(f30(f12(a39),f11(a39,x49322,x49322)),x49323),x49321))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4933,plain, % 129.64/129.50 (P68(f13(a39,f30(f30(f12(a39),f11(a39,x49331,x49331)),x49332),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49333,x49333)),x49334))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4004,4006,4012,4014,4016,4020,4026,4048,4060,4064,4066,4081,4099,4103,4107,4113,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88])). % 129.64/129.50 cnf(4934,plain, % 129.64/129.50 (E(x49341,f13(a39,f30(f30(f12(a39),f11(a39,x49342,x49342)),x49343),x49341))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4935,plain, % 129.64/129.50 (P60(f13(a39,f30(f30(f12(a39),f11(a39,x49351,x49351)),x49352),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49353,x49353)),x49354))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4002,4004,4006,4012,4014,4016,4020,4026,4048,4060,4064,4066,4081,4099,4103,4107,4113,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110])). % 129.64/129.50 cnf(4936,plain, % 129.64/129.50 (E(x49361,f13(a39,f30(f30(f12(a39),f11(a39,x49362,x49362)),x49363),x49361))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4938,plain, % 129.64/129.50 (E(x49381,f13(a39,f30(f30(f12(a39),f11(a39,x49382,x49382)),x49383),x49381))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4939,plain, % 129.64/129.50 (P64(f13(a39,f30(f30(f12(a39),f11(a39,x49391,x49391)),x49392),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49393,x49393)),x49394))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4002,4004,4006,4012,4014,4016,4020,4026,4048,4060,4064,4066,4081,4099,4103,4107,4113,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123])). % 129.64/129.50 cnf(4940,plain, % 129.64/129.50 (E(x49401,f13(a39,f30(f30(f12(a39),f11(a39,x49402,x49402)),x49403),x49401))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4941,plain, % 129.64/129.50 (P1(f13(a39,f30(f30(f12(a39),f11(a39,x49411,x49411)),x49412),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49413,x49413)),x49414))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4002,4004,4006,4012,4014,4016,4020,4026,4048,4050,4060,4064,4066,4081,4099,4103,4107,4113,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60])). % 129.64/129.50 cnf(4942,plain, % 129.64/129.50 (E(x49421,f13(a39,f30(f30(f12(a39),f11(a39,x49422,x49422)),x49423),x49421))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4943,plain, % 129.64/129.50 (~P20(f13(a39,f30(f30(f12(a39),f11(a39,x49431,x49431)),x49432),f13(a39,f18(a1,f2(a39)),f13(a1,f2(a1),f18(a1,a39)))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4002,4004,4006,4012,4014,4016,4020,4026,4048,4050,4060,4064,4066,4081,4099,4103,4107,4113,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107])). % 129.64/129.50 cnf(4944,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,x49441,x49441)),x49442),x49443),x49443)), % 129.64/129.50 inference(rename_variables,[],[2018])). % 129.64/129.50 cnf(4945,plain, % 129.64/129.50 (P59(f13(a39,f30(f30(f12(a39),f11(a39,x49451,x49451)),x49452),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49453,x49453)),x49454))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,4000,4002,4004,4006,4012,4014,4016,4020,4026,4048,4050,4060,4064,4066,4081,4099,4103,4107,4113,4117,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76])). % 129.64/129.50 cnf(4946,plain, % 129.64/129.50 (E(x49461,f13(a39,f30(f30(f12(a39),f11(a39,x49462,x49462)),x49463),x49461))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4947,plain, % 129.64/129.50 (P30(f13(a39,f30(f30(f12(a39),f11(a39,x49471,x49471)),x49472),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49473,x49473)),x49474))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4026,4048,4050,4060,4064,4066,4081,4099,4103,4107,4113,4117,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96])). % 129.64/129.50 cnf(4948,plain, % 129.64/129.50 (E(x49481,f13(a39,f30(f30(f12(a39),f11(a39,x49482,x49482)),x49483),x49481))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4949,plain, % 129.64/129.50 (P61(f13(a39,f30(f30(f12(a39),f11(a39,x49491,x49491)),x49492),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49493,x49493)),x49494))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4048,4050,4060,4064,4066,4081,4099,4103,4107,4113,4117,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84])). % 129.64/129.50 cnf(4950,plain, % 129.64/129.50 (E(x49501,f13(a39,f30(f30(f12(a39),f11(a39,x49502,x49502)),x49503),x49501))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4951,plain, % 129.64/129.50 (P36(f13(a39,f30(f30(f12(a39),f11(a39,x49511,x49511)),x49512),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49513,x49513)),x49514))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4048,4050,4060,4064,4066,4081,4099,4101,4103,4107,4113,4117,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104])). % 129.64/129.50 cnf(4952,plain, % 129.64/129.50 (E(x49521,f13(a39,f30(f30(f12(a39),f11(a39,x49522,x49522)),x49523),x49521))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4953,plain, % 129.64/129.50 (P45(f13(a39,f30(f30(f12(a39),f11(a39,x49531,x49531)),x49532),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49533,x49533)),x49534))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4048,4050,4060,4064,4066,4081,4087,4099,4101,4103,4107,4113,4117,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93])). % 129.64/129.50 cnf(4954,plain, % 129.64/129.50 (E(x49541,f13(a39,f30(f30(f12(a39),f11(a39,x49542,x49542)),x49543),x49541))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4955,plain, % 129.64/129.50 (P5(f13(a39,f30(f30(f12(a39),f11(a39,x49551,x49551)),x49552),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49553,x49553)),x49554))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4046,4048,4050,4060,4064,4066,4081,4087,4099,4101,4103,4107,4113,4117,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108])). % 129.64/129.50 cnf(4956,plain, % 129.64/129.50 (E(x49561,f13(a39,f30(f30(f12(a39),f11(a39,x49562,x49562)),x49563),x49561))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4957,plain, % 129.64/129.50 (P16(f13(a39,f30(f30(f12(a39),f11(a39,x49571,x49571)),x49572),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49573,x49573)),x49574))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4060,4064,4066,4081,4087,4099,4101,4103,4107,4113,4117,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117])). % 129.64/129.50 cnf(4958,plain, % 129.64/129.50 (E(x49581,f13(a39,f30(f30(f12(a39),f11(a39,x49582,x49582)),x49583),x49581))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4959,plain, % 129.64/129.50 (P37(f13(a39,f30(f30(f12(a39),f11(a39,x49591,x49591)),x49592),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49593,x49593)),x49594))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4060,4062,4064,4066,4081,4087,4099,4101,4103,4107,4113,4117,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73])). % 129.64/129.50 cnf(4960,plain, % 129.64/129.50 (E(x49601,f13(a39,f30(f30(f12(a39),f11(a39,x49602,x49602)),x49603),x49601))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4961,plain, % 129.64/129.50 (P41(f13(a39,f30(f30(f12(a39),f11(a39,x49611,x49611)),x49612),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49613,x49613)),x49614))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4060,4062,4064,4066,4070,4081,4087,4099,4101,4103,4107,4113,4117,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86])). % 129.64/129.50 cnf(4962,plain, % 129.64/129.50 (E(x49621,f13(a39,f30(f30(f12(a39),f11(a39,x49622,x49622)),x49623),x49621))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4963,plain, % 129.64/129.50 (P39(f13(a39,f30(f30(f12(a39),f11(a39,x49631,x49631)),x49632),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49633,x49633)),x49634))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4060,4062,4064,4066,4070,4081,4087,4099,4101,4103,4107,4111,4113,4117,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94])). % 129.64/129.50 cnf(4964,plain, % 129.64/129.50 (E(x49641,f13(a39,f30(f30(f12(a39),f11(a39,x49642,x49642)),x49643),x49641))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4965,plain, % 129.64/129.50 (P66(f13(a39,f30(f30(f12(a39),f11(a39,x49651,x49651)),x49652),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49653,x49653)),x49654))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4060,4062,4064,4066,4070,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121])). % 129.64/129.50 cnf(4966,plain, % 129.64/129.50 (E(x49661,f13(a39,f30(f30(f12(a39),f11(a39,x49662,x49662)),x49663),x49661))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4968,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,x49681,x49681)),x49682),x49683),x49683)), % 129.64/129.50 inference(rename_variables,[],[2018])). % 129.64/129.50 cnf(4969,plain, % 129.64/129.50 (P10(f13(a39,f30(f30(f12(a39),f11(a39,x49691,x49691)),x49692),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49693,x49693)),x49694))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4060,4062,4064,4066,4070,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114])). % 129.64/129.50 cnf(4970,plain, % 129.64/129.50 (E(x49701,f13(a39,f30(f30(f12(a39),f11(a39,x49702,x49702)),x49703),x49701))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4971,plain, % 129.64/129.50 (P55(f13(a39,f30(f30(f12(a39),f11(a39,x49711,x49711)),x49712),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49713,x49713)),x49714))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4060,4062,4064,4066,4070,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89])). % 129.64/129.50 cnf(4972,plain, % 129.64/129.50 (E(x49721,f13(a39,f30(f30(f12(a39),f11(a39,x49722,x49722)),x49723),x49721))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4973,plain, % 129.64/129.50 (P26(f13(a39,f30(f30(f12(a39),f11(a39,x49731,x49731)),x49732),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49733,x49733)),x49734))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4060,4062,4064,4066,4070,4072,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109])). % 129.64/129.50 cnf(4974,plain, % 129.64/129.50 (E(x49741,f13(a39,f30(f30(f12(a39),f11(a39,x49742,x49742)),x49743),x49741))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4975,plain, % 129.64/129.50 (P28(f13(a39,f30(f30(f12(a39),f11(a39,x49751,x49751)),x49752),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49753,x49753)),x49754))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4060,4062,4064,4066,4070,4072,4079,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78])). % 129.64/129.50 cnf(4976,plain, % 129.64/129.50 (E(x49761,f13(a39,f30(f30(f12(a39),f11(a39,x49762,x49762)),x49763),x49761))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4977,plain, % 129.64/129.50 (P18(f13(a39,f30(f30(f12(a39),f11(a39,x49771,x49771)),x49772),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49773,x49773)),x49774))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4056,4060,4062,4064,4066,4070,4072,4079,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68])). % 129.64/129.50 cnf(4978,plain, % 129.64/129.50 (E(x49781,f13(a39,f30(f30(f12(a39),f11(a39,x49782,x49782)),x49783),x49781))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4979,plain, % 129.64/129.50 (P49(f13(a39,f30(f30(f12(a39),f11(a39,x49791,x49791)),x49792),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49793,x49793)),x49794))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4056,4060,4062,4064,4066,4070,4072,4079,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83])). % 129.64/129.50 cnf(4980,plain, % 129.64/129.50 (E(x49801,f13(a39,f30(f30(f12(a39),f11(a39,x49802,x49802)),x49803),x49801))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4981,plain, % 129.64/129.50 (P42(f13(a39,f30(f30(f12(a39),f11(a39,x49811,x49811)),x49812),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49813,x49813)),x49814))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97])). % 129.64/129.50 cnf(4982,plain, % 129.64/129.50 (E(x49821,f13(a39,f30(f30(f12(a39),f11(a39,x49822,x49822)),x49823),x49821))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4983,plain, % 129.64/129.50 (P13(f13(a39,f30(f30(f12(a39),f11(a39,x49831,x49831)),x49832),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49833,x49833)),x49834))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4129,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112])). % 129.64/129.50 cnf(4984,plain, % 129.64/129.50 (E(x49841,f13(a39,f30(f30(f12(a39),f11(a39,x49842,x49842)),x49843),x49841))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4985,plain, % 129.64/129.50 (P4(f13(a39,f30(f30(f12(a39),f11(a39,x49851,x49851)),x49852),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49853,x49853)),x49854))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,2417,2474,4501,362,4694,2005,242,178,176,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4129,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75])). % 129.64/129.50 cnf(4986,plain, % 129.64/129.50 (E(x49861,f13(a39,f30(f30(f12(a39),f11(a39,x49862,x49862)),x49863),x49861))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4989,plain, % 129.64/129.50 (~E(f13(a39,f13(a39,f30(f30(f12(a39),f2(a39)),x49891),f3(a39)),f3(a39)),f30(f30(f12(a39),f11(a39,f2(a39),f2(a39))),x49891))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4129,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63])). % 129.64/129.50 cnf(4990,plain, % 129.64/129.50 (P7(a39,x49901,f13(a39,x49901,f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[406])). % 129.64/129.50 cnf(4991,plain, % 129.64/129.50 (P63(f13(a39,f30(f30(f12(a39),f11(a39,x49911,x49911)),x49912),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49913,x49913)),x49914))))), % 129.64/129.50 inference(scs_inference,[],[3619,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4129,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111])). % 129.64/129.50 cnf(4992,plain, % 129.64/129.50 (E(x49921,f13(a39,f30(f30(f12(a39),f11(a39,x49922,x49922)),x49923),x49921))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4993,plain, % 129.64/129.50 (P6(f13(a39,f30(f30(f12(a39),f11(a39,x49931,x49931)),x49932),f13(a39,f11(a39,a38,a38),a38)),x49933,x49933)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4099,4101,4103,4107,4111,4113,4117,4121,4129,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65])). % 129.64/129.50 cnf(4994,plain, % 129.64/129.50 (E(x49941,f13(a39,f30(f30(f12(a39),f11(a39,x49942,x49942)),x49943),x49941))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4995,plain, % 129.64/129.50 (P40(f13(a39,f30(f30(f12(a39),f11(a39,x49951,x49951)),x49952),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49953,x49953)),x49954))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4097,4099,4101,4103,4107,4111,4113,4117,4121,4129,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116])). % 129.64/129.50 cnf(4996,plain, % 129.64/129.50 (E(x49961,f13(a39,f30(f30(f12(a39),f11(a39,x49962,x49962)),x49963),x49961))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4997,plain, % 129.64/129.50 (P2(f13(a39,f30(f30(f12(a39),f11(a39,x49971,x49971)),x49972),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49973,x49973)),x49974))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4097,4099,4101,4103,4107,4111,4113,4117,4119,4121,4129,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99])). % 129.64/129.50 cnf(4998,plain, % 129.64/129.50 (E(x49981,f13(a39,f30(f30(f12(a39),f11(a39,x49982,x49982)),x49983),x49981))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(4999,plain, % 129.64/129.50 (P19(f13(a39,f30(f30(f12(a39),f11(a39,x49991,x49991)),x49992),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x49993,x49993)),x49994))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4097,4099,4101,4103,4107,4111,4113,4117,4119,4121,4129,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70])). % 129.64/129.50 cnf(5000,plain, % 129.64/129.50 (E(x50001,f13(a39,f30(f30(f12(a39),f11(a39,x50002,x50002)),x50003),x50001))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5002,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,x50021,x50021)),x50022),x50023),x50023)), % 129.64/129.50 inference(rename_variables,[],[2018])). % 129.64/129.50 cnf(5003,plain, % 129.64/129.50 (P44(f13(a39,f30(f30(f12(a39),f11(a39,x50031,x50031)),x50032),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x50033,x50033)),x50034))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2079,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4097,4099,4101,4103,4107,4111,4113,4117,4119,4121,4129,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80])). % 129.64/129.50 cnf(5004,plain, % 129.64/129.50 (E(x50041,f13(a39,f30(f30(f12(a39),f11(a39,x50042,x50042)),x50043),x50041))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5005,plain, % 129.64/129.50 (P57(f13(a39,f30(f30(f12(a39),f11(a39,x50051,x50051)),x50052),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x50053,x50053)),x50054))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2079,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4097,4099,4101,4103,4107,4111,4113,4117,4119,4121,4125,4129,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103])). % 129.64/129.50 cnf(5006,plain, % 129.64/129.50 (E(x50061,f13(a39,f30(f30(f12(a39),f11(a39,x50062,x50062)),x50063),x50061))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5007,plain, % 129.64/129.50 (P43(f13(a39,f30(f30(f12(a39),f11(a39,x50071,x50071)),x50072),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x50073,x50073)),x50074))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2079,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4111,4113,4117,4119,4121,4125,4129,4133,143,3939,4033,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113])). % 129.64/129.50 cnf(5008,plain, % 129.64/129.50 (E(x50081,f13(a39,f30(f30(f12(a39),f11(a39,x50082,x50082)),x50083),x50081))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5009,plain, % 129.64/129.50 (P50(f13(a39,f30(f30(f12(a39),f11(a39,x50091,x50091)),x50092),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x50093,x50093)),x50094))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2079,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4111,4113,4117,4119,4121,4125,4129,4133,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133])). % 129.64/129.50 cnf(5010,plain, % 129.64/129.50 (E(x50101,f13(a39,f30(f30(f12(a39),f11(a39,x50102,x50102)),x50103),x50101))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5011,plain, % 129.64/129.50 (P25(f13(a39,f30(f30(f12(a39),f11(a39,x50111,x50111)),x50112),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x50113,x50113)),x50114))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2079,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4125,4129,4133,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105])). % 129.64/129.50 cnf(5012,plain, % 129.64/129.50 (E(x50121,f13(a39,f30(f30(f12(a39),f11(a39,x50122,x50122)),x50123),x50121))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5013,plain, % 129.64/129.50 (P56(f13(a39,f30(f30(f12(a39),f11(a39,x50131,x50131)),x50132),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x50133,x50133)),x50134))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2079,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119])). % 129.64/129.50 cnf(5014,plain, % 129.64/129.50 (E(x50141,f13(a39,f30(f30(f12(a39),f11(a39,x50142,x50142)),x50143),x50141))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5015,plain, % 129.64/129.50 (P62(f13(a39,f30(f30(f12(a39),f11(a39,x50151,x50151)),x50152),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x50153,x50153)),x50154))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2079,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126])). % 129.64/129.50 cnf(5016,plain, % 129.64/129.50 (E(x50161,f13(a39,f30(f30(f12(a39),f11(a39,x50162,x50162)),x50163),x50161))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5017,plain, % 129.64/129.50 (P31(f13(a39,f30(f30(f12(a39),f11(a39,x50171,x50171)),x50172),a1))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2079,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100])). % 129.64/129.50 cnf(5018,plain, % 129.64/129.50 (E(x50181,f13(a39,f30(f30(f12(a39),f11(a39,x50182,x50182)),x50183),x50181))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5019,plain, % 129.64/129.50 (P14(f13(a39,f30(f30(f12(a39),f11(a39,x50191,x50191)),x50192),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x50193,x50193)),x50194))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2079,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127])). % 129.64/129.50 cnf(5020,plain, % 129.64/129.50 (E(x50201,f13(a39,f30(f30(f12(a39),f11(a39,x50202,x50202)),x50203),x50201))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5021,plain, % 129.64/129.50 (~E(f2(a1),f11(a1,f11(a1,f11(a1,a14,a15),a14),a14))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,247,1957,2079,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66])). % 129.64/129.50 cnf(5022,plain, % 129.64/129.50 (~P6(a38,f25(a38,f13(a38,a27,f2(a38)),a27),f2(a38))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,413,400,2943,3525,4482,3231,370,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,234,247,1957,2079,2172,375,272,2233,174,273,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,296,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179])). % 129.64/129.50 cnf(5026,plain, % 129.64/129.50 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x50261),f13(a38,f3(a38),f9(a38,x50262)))),f13(a38,f3(a38),f9(a38,x50262))),x50261)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2112,4670,4814,445,1990,2007,2414,413,400,2943,3525,4482,3231,370,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,4222,3693,3715,3869,4265,246,234,247,1957,2079,2172,375,272,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,296,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414])). % 129.64/129.50 cnf(5027,plain, % 129.64/129.50 (~P6(a38,f13(a38,a27,x50271),x50271)), % 129.64/129.50 inference(rename_variables,[],[2414])). % 129.64/129.50 cnf(5033,plain, % 129.64/129.50 (~P7(a38,f2(a38),f18(a38,f2(a1)))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,1990,2007,2414,413,539,400,2943,3525,4482,3231,370,3400,3368,491,2229,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,1957,2079,2172,375,272,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,296,153,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932])). % 129.64/129.50 cnf(5036,plain, % 129.64/129.50 (~E(x50361,f13(a39,f13(a39,x50362,x50361),f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[2229])). % 129.64/129.50 cnf(5038,plain, % 129.64/129.50 (~P7(a38,f30(f30(f12(a38),f25(a38,x50381,a27)),a27),x50381)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,1990,2007,2414,413,539,400,2943,3525,4482,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,1957,2079,2172,375,272,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,153,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346])). % 129.64/129.50 cnf(5041,plain, % 129.64/129.50 (~P6(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f13(a38,f3(a38),f9(a38,x50411)))),f2(a38))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,1990,2007,2414,413,539,400,2943,3525,4482,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,1957,2079,2172,375,272,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,153,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208])). % 129.64/129.50 cnf(5044,plain, % 129.64/129.50 (~E(f13(a39,f13(a39,x50441,x50442),f3(a39)),x50442)), % 129.64/129.50 inference(rename_variables,[],[2032])). % 129.64/129.50 cnf(5046,plain, % 129.64/129.50 (~P6(a39,f13(a39,f13(a39,x50461,f13(a39,f3(a39),f3(a39))),x50462),x50461)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,3240,2036,134,366,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,1990,2007,2414,413,539,400,2943,3525,4482,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,1957,2079,2172,375,272,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,153,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312])). % 129.64/129.50 cnf(5047,plain, % 129.64/129.50 (~P7(a39,f13(a39,f13(a39,x50471,x50472),f3(a39)),x50471)), % 129.64/129.50 inference(rename_variables,[],[2036])). % 129.64/129.50 cnf(5048,plain, % 129.64/129.50 (P7(a39,x50481,f13(a39,x50481,f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[406])). % 129.64/129.50 cnf(5051,plain, % 129.64/129.50 (~P7(a38,f13(a38,f2(a38),x50511),x50511)), % 129.64/129.50 inference(rename_variables,[],[2417])). % 129.64/129.50 cnf(5054,plain, % 129.64/129.50 (P6(a38,x50541,f9(a38,x50541))), % 129.64/129.50 inference(rename_variables,[],[2040])). % 129.64/129.50 cnf(5056,plain, % 129.64/129.50 (~P7(a38,f25(a38,f30(f30(f12(a38),x50561),f13(a38,f3(a38),f9(a38,x50562))),f13(a38,f3(a38),f9(a38,x50562))),x50561)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4241,4244,2958,2038,2040,3240,2036,134,366,1799,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,2943,3525,4482,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,2953,2780,2176,3255,1969,1948,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,1957,2079,2172,375,272,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,153,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416])). % 129.64/129.50 cnf(5057,plain, % 129.64/129.50 (~P7(a38,x50571,x50571)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5059,plain, % 129.64/129.50 (P6(a39,x50591,f13(a39,f13(a39,x50592,f11(a39,f13(a39,f11(a39,f13(a39,x50591,x50593),x50593),f3(a39)),f3(a39))),x50594))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,4241,4244,2958,2038,2040,3240,2036,134,366,1799,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,2943,3525,4482,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,1957,2079,2172,375,272,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,153,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967])). % 129.64/129.50 cnf(5060,plain, % 129.64/129.50 (P6(a39,x50601,f13(a39,f13(a39,x50602,f11(a39,f13(a39,x50601,f3(a39)),f3(a39))),x50603))), % 129.64/129.50 inference(rename_variables,[],[4186])). % 129.64/129.50 cnf(5062,plain, % 129.64/129.50 (~E(x50621,f25(a38,f13(a39,f30(f30(f12(a38),x50621),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f3(a39)),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,4241,4244,2958,2038,2040,3240,2036,134,366,1799,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,365,4669,1975,4459,4531,4598,4630,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,2943,3525,4482,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,1957,2079,2172,375,272,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,314,153,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851])). % 129.64/129.50 cnf(5067,plain, % 129.64/129.50 (~P7(a39,f13(a39,x50671,f13(a39,x50672,x50673)),x50672)), % 129.64/129.50 inference(rename_variables,[],[1975])). % 129.64/129.50 cnf(5069,plain, % 129.64/129.50 (P6(a38,x50691,f25(a38,f30(f30(f12(a38),x50691),f13(a38,f3(a38),f9(a38,x50692))),f13(a38,f3(a38),f9(a38,x50692))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,4241,4244,2958,2038,2040,3240,2036,134,366,1799,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,365,4669,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,3364,2943,3525,4482,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,1957,2079,2172,364,375,272,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,314,153,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394])). % 129.64/129.50 cnf(5070,plain, % 129.64/129.50 (P6(a38,x50701,x50701)), % 129.64/129.50 inference(rename_variables,[],[364])). % 129.64/129.50 cnf(5072,plain, % 129.64/129.50 (P6(a38,f2(a38),f25(a38,a27,a27))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,4241,4244,2958,2038,2040,3240,2036,134,366,1799,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,365,4669,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,3364,2943,3525,4482,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,2550,1957,2079,2172,364,375,272,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,314,153,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242])). % 129.64/129.50 cnf(5076,plain, % 129.64/129.50 (~P7(a38,x50761,x50761)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5079,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,x50791,x50791)),x50792),x50793),x50793)), % 129.64/129.50 inference(rename_variables,[],[2018])). % 129.64/129.50 cnf(5084,plain, % 129.64/129.50 (~P7(a38,f13(a38,f2(a38),x50841),x50841)), % 129.64/129.50 inference(rename_variables,[],[2417])). % 129.64/129.50 cnf(5087,plain, % 129.64/129.50 (P7(a39,x50871,f13(a39,x50871,f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[406])). % 129.64/129.50 cnf(5091,plain, % 129.64/129.50 (~P6(a1,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),a14)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,4241,4244,2958,2038,2040,3240,2036,134,366,1799,5057,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,365,4669,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,3364,2943,3525,4482,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,2550,1957,2079,2172,364,361,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,314,153,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096])). % 129.64/129.50 cnf(5092,plain, % 129.64/129.50 (E(f11(a1,x50921,a14),x50921)), % 129.64/129.50 inference(rename_variables,[],[361])). % 129.64/129.50 cnf(5094,plain, % 129.64/129.50 (P6(a38,f25(a38,f30(f30(f12(a38),x50941),f13(a38,f3(a38),f9(a38,x50942))),f13(a38,f3(a38),f9(a38,x50942))),x50941)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,4241,4244,2958,2038,2040,3240,2036,134,366,1799,5057,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,365,4669,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,3364,2943,3525,4482,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,2550,1957,2079,2172,364,5070,361,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,314,153,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402])). % 129.64/129.50 cnf(5095,plain, % 129.64/129.50 (P6(a38,x50951,x50951)), % 129.64/129.50 inference(rename_variables,[],[364])). % 129.64/129.50 cnf(5101,plain, % 129.64/129.50 (~P7(a38,x51011,f25(a38,f30(f30(f12(a38),x51011),f13(a38,f3(a38),f9(a38,x51012))),f13(a38,f3(a38),f9(a38,x51012))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,4241,4244,2958,2038,2040,3240,2036,134,366,1799,5057,5076,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,365,4669,4751,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,3364,2943,3525,4482,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,234,247,2550,1957,2079,2172,364,5070,361,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,314,153,229,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423])). % 129.64/129.50 cnf(5102,plain, % 129.64/129.50 (~P7(a38,x51021,x51021)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5110,plain, % 129.64/129.50 (P6(a38,f13(a39,f30(f30(f12(a39),f11(a39,x51101,x51101)),x51102),f2(a38)),f2(a38))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,4241,4244,2958,2038,2040,3240,2036,134,366,1799,5057,5076,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,365,4669,4751,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,3364,2943,3525,4482,4582,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2522,234,247,2550,1957,2079,2172,364,5070,361,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,314,153,229,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769])). % 129.64/129.50 cnf(5111,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,x51111,x51111)),x51112),x51113),x51113)), % 129.64/129.50 inference(rename_variables,[],[2018])). % 129.64/129.50 cnf(5113,plain, % 129.64/129.50 (P7(a38,f2(a38),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,4241,4244,2958,2038,2040,3240,2036,134,366,1799,5057,5076,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,3364,2943,3525,4482,4582,3231,370,3400,3368,491,2229,4763,1954,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2522,234,247,2550,1957,2079,2172,364,5070,361,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,314,153,229,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933])). % 129.64/129.50 cnf(5123,plain, % 129.64/129.50 (~P7(a38,f18(a38,f2(a1)),f2(a38))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2038,2040,3240,2036,134,366,1799,5057,5076,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,3364,2943,3525,4482,4582,3231,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2522,234,247,2550,1957,2079,2172,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,314,153,229,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930])). % 129.64/129.50 cnf(5125,plain, % 129.64/129.50 (~P7(a1,f30(f30(f12(a1),f11(a1,x51251,x51251)),x51252),f2(a1))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2038,2040,3240,2036,134,366,4841,1799,5057,5076,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,413,539,400,3364,2943,3525,4482,4582,3231,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2522,234,247,2550,1957,2079,2172,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,220,231,276,329,308,296,314,153,229,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203])). % 129.64/129.50 cnf(5130,plain, % 129.64/129.50 (~E(f13(a39,f13(a39,x51301,f3(a39)),x51302),x51301)), % 129.64/129.50 inference(rename_variables,[],[2048])). % 129.64/129.50 cnf(5132,plain, % 129.64/129.50 (~P6(a38,f13(a38,a27,f13(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),x51321)),x51321)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2048,2038,2040,3240,2036,134,366,4841,1799,5057,5076,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,2005,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,5027,413,539,400,3364,2943,3525,4482,4582,3231,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2522,234,247,2550,1957,2079,2172,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152])). % 129.64/129.50 cnf(5133,plain, % 129.64/129.50 (~P6(a38,f13(a38,a27,x51331),x51331)), % 129.64/129.50 inference(rename_variables,[],[2414])). % 129.64/129.50 cnf(5137,plain, % 129.64/129.50 (~P6(a39,f13(a1,f3(a1),f2(a39)),f2(a39))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2048,2038,2040,3240,2036,134,366,4841,1799,5057,5076,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,5027,413,539,400,3364,2943,3525,4482,4582,3231,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2522,234,247,2550,1957,2079,2172,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815])). % 129.64/129.50 cnf(5145,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,x51451,x51451)),x51452),x51453),x51453)), % 129.64/129.50 inference(rename_variables,[],[2018])). % 129.64/129.50 cnf(5146,plain, % 129.64/129.50 (~E(f13(a39,f13(a39,x51461,x51462),f3(a39)),x51462)), % 129.64/129.50 inference(rename_variables,[],[2032])). % 129.64/129.50 cnf(5148,plain, % 129.64/129.50 (E(f25(a38,f13(a39,f30(f30(f12(a39),f11(a39,x51481,x51481)),x51482),f30(f30(f12(a38),x51483),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x51483)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2048,2038,2040,3240,2036,134,366,4841,1799,5057,5076,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,5027,413,539,400,3364,2943,3525,4482,4582,3231,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2344,2522,234,247,2550,1957,2079,2172,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846])). % 129.64/129.50 cnf(5149,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,x51491,x51491)),x51492),x51493),x51493)), % 129.64/129.50 inference(rename_variables,[],[2018])). % 129.64/129.50 cnf(5154,plain, % 129.64/129.50 (E(f13(a1,a14,x51541),x51541)), % 129.64/129.50 inference(rename_variables,[],[362])). % 129.64/129.50 cnf(5167,plain, % 129.64/129.50 (~P7(a39,f13(a39,f13(a39,x51671,x51672),f3(a39)),x51671)), % 129.64/129.50 inference(rename_variables,[],[2036])). % 129.64/129.50 cnf(5168,plain, % 129.64/129.50 (P7(a39,x51681,f13(a39,x51681,f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[406])). % 129.64/129.50 cnf(5170,plain, % 129.64/129.50 (~P7(a38,f13(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),x51701),x51701)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2048,2038,2040,3240,2036,5047,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,5027,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2344,2522,234,247,2550,1957,2079,2172,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155])). % 129.64/129.50 cnf(5171,plain, % 129.64/129.50 (~P7(a38,x51711,x51711)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5175,plain, % 129.64/129.50 (P7(a1,f2(a1),f11(a1,f11(a1,a14,a15),a14))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2048,2038,2040,3240,2036,5047,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,5027,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2344,2522,234,247,2550,1957,2079,2172,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969])). % 129.64/129.50 cnf(5177,plain, % 129.64/129.50 (~P6(a38,f25(a38,f25(a38,a27,a27),f25(a38,a27,a27)),f2(a38))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2048,2038,2040,3240,2036,5047,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,5027,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2344,2522,234,247,2550,1957,2079,2172,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232])). % 129.64/129.50 cnf(5180,plain, % 129.64/129.50 (~P7(a38,f13(a38,f2(a38),x51801),x51801)), % 129.64/129.50 inference(rename_variables,[],[2417])). % 129.64/129.50 cnf(5182,plain, % 129.64/129.50 (~E(f25(a38,f13(a39,f13(a39,f30(f30(f12(a38),x51821),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f3(a39)),x51822),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x51821)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2048,5130,2038,2040,3240,2036,5047,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,5084,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,5027,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2344,2522,234,247,2550,1957,2079,2172,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849])). % 129.64/129.50 cnf(5185,plain, % 129.64/129.50 (P7(a1,a15,f11(a1,f11(a1,a14,a15),a14))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2048,5130,2038,2040,3240,2036,5047,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,5084,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,5027,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2087,2344,2522,234,247,2550,1957,2079,2172,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974])). % 129.64/129.50 cnf(5187,plain, % 129.64/129.50 (P6(a38,f2(a38),f9(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2048,5130,2038,2040,5054,3240,2036,5047,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,5084,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,5027,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2087,2344,2522,234,247,2550,1957,2079,2172,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968])). % 129.64/129.50 cnf(5188,plain, % 129.64/129.50 (P6(a38,x51881,f9(a38,x51881))), % 129.64/129.50 inference(rename_variables,[],[2040])). % 129.64/129.50 cnf(5192,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,x51921,x51921)),x51922),x51923),x51923)), % 129.64/129.50 inference(rename_variables,[],[2018])). % 129.64/129.50 cnf(5194,plain, % 129.64/129.50 (~P6(a38,f13(a38,a27,f13(a38,x51941,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),x51941)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,3648,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2048,5130,2038,2040,5054,3240,2036,5047,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,5084,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,5027,5133,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,370,3400,3368,491,2941,2229,4763,1954,2424,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3869,4265,246,2087,2344,2522,234,247,2550,1957,2079,2172,387,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151])). % 129.64/129.50 cnf(5195,plain, % 129.64/129.50 (~P6(a38,f13(a38,a27,x51951),x51951)), % 129.64/129.50 inference(rename_variables,[],[2414])). % 129.64/129.50 cnf(5203,plain, % 129.64/129.50 (P6(a39,x52031,f11(a39,f13(a39,x52031,x52032),x52032))), % 129.64/129.50 inference(rename_variables,[],[3896])). % 129.64/129.50 cnf(5211,plain, % 129.64/129.50 (~P7(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x52111))),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,4186,4456,4788,3962,4241,4244,2958,2048,5130,2038,2040,5054,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,5084,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,445,2141,1990,2007,2414,5027,5133,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3400,3368,491,2941,2229,4763,1954,2424,431,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,3891,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972])). % 129.64/129.50 cnf(5212,plain, % 129.64/129.50 (~P7(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),x52121),x52121)), % 129.64/129.50 inference(rename_variables,[],[3891])). % 129.64/129.50 cnf(5219,plain, % 129.64/129.50 (~E(f25(a38,x52191,f13(a39,f30(f30(f12(a39),f11(a39,x52192,x52192)),x52193),f2(a38))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2038,2040,5054,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,5084,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,1990,2007,2414,5027,5133,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3400,3368,491,2941,2229,4763,1954,2424,431,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742])). % 129.64/129.50 cnf(5220,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,x52201,x52201)),x52202),x52203),x52203)), % 129.64/129.50 inference(rename_variables,[],[2018])). % 129.64/129.50 cnf(5222,plain, % 129.64/129.50 (~P7(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),x52221))),x52221)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2038,2040,5054,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,5084,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,1990,2007,2414,5027,5133,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3400,3368,491,2941,2229,4763,1954,2424,431,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973])). % 129.64/129.50 cnf(5225,plain, % 129.64/129.50 (~P7(a38,f2(a38),f25(a38,f13(a38,f2(a38),f2(a38)),x52251))), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2038,2040,5054,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,2417,4579,5051,5084,5180,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,1990,2007,2414,5027,5133,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3400,3368,491,2941,2229,4763,1954,2424,431,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241])). % 129.64/129.50 cnf(5226,plain, % 129.64/129.50 (~P7(a38,f13(a38,f2(a38),x52261),x52261)), % 129.64/129.50 inference(rename_variables,[],[2417])). % 129.64/129.50 cnf(5236,plain, % 129.64/129.50 (~P6(a38,f13(a38,f30(f30(f12(a38),f17(f13(a38,a27,f30(f30(f12(a38),x52361),x52361)))),f17(f13(a38,a27,f30(f30(f12(a38),x52361),x52361)))),x52362),x52362)), % 129.64/129.50 inference(scs_inference,[],[3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,2038,2040,5054,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,2474,4501,362,4694,4708,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,413,539,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3400,3368,491,2941,2229,4763,1954,2424,431,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,275,559,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310])). % 129.64/129.50 cnf(5237,plain, % 129.64/129.50 (~P6(a38,f13(a38,a27,x52371),x52371)), % 129.64/129.50 inference(rename_variables,[],[2414])). % 129.64/129.50 cnf(5238,plain, % 129.64/129.50 (P6(a38,x52381,f30(f30(f12(a38),f17(f13(a38,x52381,f30(f30(f12(a38),x52382),x52382)))),f17(f13(a38,x52381,f30(f30(f12(a38),x52382),x52382)))))), % 129.64/129.50 inference(rename_variables,[],[2043])). % 129.64/129.50 cnf(5241,plain, % 129.64/129.50 (~P7(a38,f13(a38,f2(a38),x52411),x52411)), % 129.64/129.50 inference(rename_variables,[],[2417])). % 129.64/129.50 cnf(5252,plain, % 129.64/129.50 (P6(a38,x52521,x52521)), % 129.64/129.50 inference(rename_variables,[],[364])). % 129.64/129.50 cnf(5253,plain, % 129.64/129.50 (~P7(a38,x52531,x52531)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5257,plain, % 129.64/129.50 (P6(a38,x52571,x52571)), % 129.64/129.50 inference(rename_variables,[],[364])). % 129.64/129.50 cnf(5261,plain, % 129.64/129.50 (~P7(a38,x52611,x52611)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5264,plain, % 129.64/129.50 (~P7(a38,f13(a38,f2(a38),x52641),x52641)), % 129.64/129.50 inference(rename_variables,[],[2417])). % 129.64/129.50 cnf(5266,plain, % 129.64/129.50 (P6(a38,f25(a38,f30(f30(f12(a38),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x52661),x52661),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,5095,5252,5257,361,5092,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603])). % 129.64/129.50 cnf(5271,plain, % 129.64/129.50 (~P7(a38,x52711,x52711)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5274,plain, % 129.64/129.50 (~P7(a38,x52741,x52741)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5277,plain, % 129.64/129.50 (~P7(a38,x52771,x52771)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5280,plain, % 129.64/129.50 (~P7(a38,f13(a38,f2(a38),x52801),x52801)), % 129.64/129.50 inference(rename_variables,[],[2417])). % 129.64/129.50 cnf(5281,plain, % 129.64/129.50 (P6(a38,x52811,f30(f30(f12(a38),f17(f13(a38,x52811,f30(f30(f12(a38),x52812),x52812)))),f17(f13(a38,x52811,f30(f30(f12(a38),x52812),x52812)))))), % 129.64/129.50 inference(rename_variables,[],[2043])). % 129.64/129.50 cnf(5284,plain, % 129.64/129.50 (~P7(a38,x52841,x52841)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5298,plain, % 129.64/129.50 (~P7(a1,f13(a1,f13(a1,f3(a1),a14),a14),f2(a1))), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,5238,5281,1883,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,5261,5271,5274,5277,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,5220,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,5264,5280,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3290,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,3441,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,5095,5252,5257,361,5092,398,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603,1301,1230,1231,1300,1229,1533,1050,11,23,1022])). % 129.64/129.50 cnf(5302,plain, % 129.64/129.50 (P6(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,x53021,x53021),f11(a39,f3(a39),f3(a39)))),x53022),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x53022),a1)),x53023,x53023)), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,5238,5281,1883,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,5261,5271,5274,5277,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,5220,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,5264,5280,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3290,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,3441,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,5095,5252,5257,361,5092,398,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603,1301,1230,1231,1300,1229,1533,1050,11,23,1022,830,1789])). % 129.64/129.50 cnf(5304,plain, % 129.64/129.50 (E(f11(a39,f11(a39,f11(a39,f11(a39,f2(a39),x53041),x53042),x53043),x53044),f2(a39))), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,5238,5281,1883,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,5261,5271,5274,5277,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,5220,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,5264,5280,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3290,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,3441,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,5095,5252,5257,361,5092,398,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603,1301,1230,1231,1300,1229,1533,1050,11,23,1022,830,1789,609])). % 129.64/129.50 cnf(5306,plain, % 129.64/129.50 (~P6(a39,f13(a39,f13(a39,f2(a39),f3(a39)),f3(a39)),f13(a39,f30(f30(f12(a39),f11(a39,x53061,x53061)),x53062),f13(a39,f2(a39),f3(a39))))), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,5238,5281,1883,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,5261,5271,5274,5277,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,5220,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,5264,5280,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3290,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,3441,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,5095,5252,5257,361,5092,398,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,161,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603,1301,1230,1231,1300,1229,1533,1050,11,23,1022,830,1789,609,789])). % 129.64/129.50 cnf(5312,plain, % 129.64/129.50 (~P6(a1,f13(a1,f13(a1,f3(a1),a14),a14),f2(a1))), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,5238,5281,1883,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,5261,5271,5274,5277,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,5220,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,5264,5280,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3290,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,3441,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,5095,5252,5257,361,5092,398,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,556,161,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603,1301,1230,1231,1300,1229,1533,1050,11,23,1022,830,1789,609,789,1188,745,795])). % 129.64/129.50 cnf(5315,plain, % 129.64/129.50 (P6(a39,x53151,f11(a39,f13(a39,f13(a39,f13(a39,x53152,x53151),x53153),f3(a39)),f3(a39)))), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,5238,5281,1883,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,5261,5271,5274,5277,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,5220,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,5264,5280,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3290,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,3441,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,5095,5252,5257,361,5092,398,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,556,161,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603,1301,1230,1231,1300,1229,1533,1050,11,23,1022,830,1789,609,789,1188,745,795,1366])). % 129.64/129.50 cnf(5319,plain, % 129.64/129.50 (~P6(a38,f25(a38,f13(a38,a27,f13(a38,f30(f30(f12(a38),x53191),f13(a38,f3(a38),f9(a38,x53192))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f13(a38,f3(a38),f9(a38,x53192))),x53191)), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,5238,5281,1883,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,5261,5271,5274,5277,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,5220,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,5264,5280,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3290,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,3441,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,3037,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,364,5070,5095,5252,5257,361,5092,398,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,556,161,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603,1301,1230,1231,1300,1229,1533,1050,11,23,1022,830,1789,609,789,1188,745,795,1366,897,1415])). % 129.64/129.50 cnf(5321,plain, % 129.64/129.50 (~P7(a1,f11(a1,x53211,x53211),f2(a1))), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,5238,5281,1883,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,5261,5271,5274,5277,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,5220,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,5264,5280,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3290,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,3441,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,3037,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,327,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,384,364,5070,5095,5252,5257,361,5092,398,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,556,161,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603,1301,1230,1231,1300,1229,1533,1050,11,23,1022,830,1789,609,789,1188,745,795,1366,897,1415,1186])). % 129.64/129.50 cnf(5323,plain, % 129.64/129.50 (~P6(a38,f3(a38),f18(a38,f2(a1)))), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,5238,5281,1883,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,5261,5271,5274,5277,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,5220,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,5264,5280,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3290,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,3441,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,3037,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,327,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,384,364,5070,5095,5252,5257,361,5092,398,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,556,161,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603,1301,1230,1231,1300,1229,1533,1050,11,23,1022,830,1789,609,789,1188,745,795,1366,897,1415,1186,1430])). % 129.64/129.50 cnf(5331,plain, % 129.64/129.50 (E(x53311,f13(a1,f30(f30(f12(a1),f11(a1,x53312,x53312)),x53313),x53311))), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,3962,4241,4244,2958,2048,5130,2043,5238,5281,1883,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,5261,5271,5274,5277,5284,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,5220,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,5264,5280,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,5237,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3290,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,3441,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,3037,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,327,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,384,364,5070,5095,5252,5257,361,5092,398,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,556,161,266,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603,1301,1230,1231,1300,1229,1533,1050,11,23,1022,830,1789,609,789,1188,745,795,1366,897,1415,1186,1430,1228,1695,903])). % 129.64/129.50 cnf(5333,plain, % 129.64/129.50 (P6(a39,x53331,f13(a39,x53332,f11(a39,f13(a39,x53331,f3(a39)),f3(a39))))+E(x53331,f13(a39,f13(a39,x53332,f11(a39,f13(a39,x53331,f3(a39)),f3(a39))),f3(a39)))), % 129.64/129.50 inference(scs_inference,[],[2806,3619,2045,2032,4506,4574,4588,4595,4666,4740,4760,4813,4902,5044,5146,3463,3923,4783,3648,3581,3792,3607,4095,3815,3896,4488,4569,4617,4627,4646,4652,4662,4688,5203,4186,4456,4788,5060,3962,4241,4244,2958,2048,5130,2043,5238,5281,1883,2038,2040,5054,5188,3240,2036,5047,5167,134,366,4841,1799,5057,5076,5102,5171,5253,5261,5271,5274,5277,5284,1801,4756,4803,4823,4829,537,4658,2186,4485,4495,4498,4550,4606,241,406,4759,4838,4990,5048,5087,5168,2427,365,4669,4751,1975,4459,4531,4598,4630,4860,5067,1960,1993,2018,4645,4649,4707,4717,4750,4837,4844,4916,4944,4968,5002,5079,5111,5145,5149,5192,5220,243,381,2016,4847,4854,4864,4868,4873,4875,4879,4881,4883,4885,4889,4894,4896,4900,4904,4906,4908,4912,4918,4920,4922,4924,4926,4928,4930,4932,4934,4936,4938,4940,4942,4946,4948,4950,4952,4954,4956,4958,4960,4962,4964,4966,4970,4972,4974,4976,4978,4980,4982,4984,4986,4992,4994,4996,4998,5000,5004,5006,5008,5010,5012,5014,5016,5018,5020,2417,4579,5051,5084,5180,5226,5241,5264,5280,2474,4501,362,4694,4708,5154,2005,542,242,178,176,2908,2458,3415,1972,2010,2112,4670,4814,4857,445,2141,2843,1990,2007,2414,5027,5133,5195,5237,413,539,390,400,3364,2943,2983,3525,4482,4582,3231,4720,2241,370,3290,3400,3368,491,2941,2229,4763,5036,1954,2424,431,2002,4547,4557,4566,410,250,248,249,3441,2953,2780,2176,3255,1969,1948,1912,2917,2594,2476,2527,4780,401,3891,5212,3531,4232,3286,3945,4468,4139,4143,3932,3631,3835,2026,2844,3979,3037,4301,2814,4425,3992,4010,4077,4093,4105,4131,3920,4068,4423,3780,4417,3899,4338,4601,4735,4849,4313,3741,3949,4791,4210,4280,3985,3726,3641,4335,3848,3699,4222,3693,3715,3871,3869,4265,246,327,2087,2344,2767,2522,234,247,2550,1957,2079,2172,387,384,364,5070,5095,5252,5257,361,5092,398,375,156,272,185,2233,174,273,371,3947,3953,3977,3983,3994,4000,4002,4004,4006,4012,4014,4016,4020,4024,4026,4037,4046,4048,4050,4052,4054,4056,4060,4062,4064,4066,4070,4072,4074,4079,4081,4085,4087,4089,4097,4099,4101,4103,4107,4109,4111,4113,4117,4119,4121,4123,4125,4129,4133,4135,4141,2255,143,3939,4033,4115,230,297,556,161,266,275,559,160,232,312,159,221,261,328,228,220,231,276,329,308,296,314,153,229,321,527,320,1362,998,1146,1355,773,737,1255,562,1364,1141,852,607,1073,689,1017,1080,787,853,945,599,796,605,579,1007,725,784,1352,997,690,855,870,602,1842,856,944,590,859,996,800,564,705,995,1082,1873,580,1254,1086,785,577,780,854,1137,1075,692,738,1133,563,1012,1138,739,696,872,1139,1145,1074,684,578,999,1134,874,13,858,14,25,2,10,902,1662,847,948,1370,1116,1683,828,1694,1703,804,1165,717,947,989,1289,1660,1123,646,885,896,1680,593,1697,1117,622,940,1160,949,1376,757,1661,1164,1699,620,645,1163,1701,718,1663,889,1702,1130,952,1693,1118,1189,589,733,791,923,1681,1368,1290,1682,1161,1167,1704,1035,1162,877,951,794,1375,1696,1166,1698,1121,807,1076,1716,730,69,1700,905,61,878,744,132,726,130,1091,115,79,802,118,91,102,131,724,67,647,128,72,62,71,3,124,74,85,1119,77,1372,64,82,92,120,90,101,129,106,125,88,110,87,123,60,107,76,96,84,104,93,108,117,73,86,94,121,95,114,89,109,78,68,83,97,112,75,81,63,111,65,116,99,70,122,80,103,113,133,105,119,126,100,127,66,1179,1420,1414,1528,932,850,1346,1208,848,1312,1240,1392,1416,967,851,817,1394,1242,1153,741,929,1417,971,1213,1096,1402,1202,1423,1243,1247,769,933,1098,1422,976,930,1203,740,1152,977,815,661,670,846,970,845,1237,1200,823,1154,1155,1233,969,1232,1245,849,974,968,861,1151,910,1311,1211,1313,972,1122,742,973,1241,843,1431,842,1310,1244,671,1388,1493,1598,1499,1299,1603,1301,1230,1231,1300,1229,1533,1050,11,23,1022,830,1789,609,789,1188,745,795,1366,897,1415,1186,1430,1228,1695,903,1215])). % 129.64/129.50 cnf(5345,plain, % 129.64/129.50 (P6(a39,x53451,f13(a39,f13(a39,x53452,f11(a39,f13(a39,f11(a39,f13(a39,x53451,x53453),x53453),f3(a39)),f3(a39))),x53454))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5363,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x53631),a27)),a27),x53631)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5365,plain, % 129.64/129.50 (P7(a39,x53651,f13(a39,f30(f30(f12(a39),f2(a39)),x53652),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x53652),f13(a39,f13(a39,x53651,x53653),f3(a39)))))), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2679,552,4415,4421,5219,4629,4614,1146,1362,1355,1255,11,1007,998,690,599,1080])). % 129.64/129.50 cnf(5366,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x53661),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x53661),x53662)),x53662)), % 129.64/129.50 inference(rename_variables,[],[2679])). % 129.64/129.50 cnf(5368,plain, % 129.64/129.50 (P6(a38,x53681,f25(a38,f13(a38,a27,f30(f30(f12(a38),x53681),f9(a38,f3(a38)))),f9(a38,f3(a38))))), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2679,552,3237,4415,4421,5219,4629,4614,1146,1362,1355,1255,11,1007,998,690,599,1080,737])). % 129.64/129.50 cnf(5371,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x53711),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x53711),x53712)),x53712)), % 129.64/129.50 inference(rename_variables,[],[3123])). % 129.64/129.50 cnf(5373,plain, % 129.64/129.50 (~E(f13(a39,f13(a39,f13(a39,f13(a39,x53731,f3(a39)),x53732),f3(a39)),x53733),x53731)), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2679,3123,552,2692,3237,4415,4421,5219,4629,4614,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870])). % 129.64/129.50 cnf(5374,plain, % 129.64/129.50 (~P7(a39,f13(a39,f13(a39,f13(a39,x53741,x53742),f3(a39)),x53743),x53741)), % 129.64/129.50 inference(rename_variables,[],[2692])). % 129.64/129.50 cnf(5377,plain, % 129.64/129.50 (~E(f11(a39,f13(a39,f13(a39,x53771,f13(a39,x53772,f11(a39,f2(a39),x53773))),f3(a39)),f11(a39,f2(a39),x53773)),x53772)), % 129.64/129.50 inference(rename_variables,[],[4812])). % 129.64/129.50 cnf(5379,plain, % 129.64/129.50 (~P6(a38,f17(f25(a38,a27,a27)),f2(a38))), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2679,3123,552,3415,2692,3237,4415,4421,5219,4812,4629,4614,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853])). % 129.64/129.50 cnf(5381,plain, % 129.64/129.50 (~E(f13(a38,f3(a38),f9(a38,x53811)),f2(a38))), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2679,3123,552,3415,2692,3237,4415,4421,5219,4812,4517,4629,4614,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562])). % 129.64/129.50 cnf(5384,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x53841),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x53841),x53842)),x53842)), % 129.64/129.50 inference(rename_variables,[],[2679])). % 129.64/129.50 cnf(5386,plain, % 129.64/129.50 (~P6(a38,f3(a38),f17(f17(f17(f18(a38,a14)))))), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2679,5366,3123,552,3415,2692,3237,4415,4421,5219,4812,4517,4629,4614,4537,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856])). % 129.64/129.50 cnf(5388,plain, % 129.64/129.50 (~P6(a39,f13(a39,f13(a39,f13(a39,f11(a39,f11(a39,x53881,x53882),x53883),x53883),x53882),f3(a39)),x53881)), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2679,5366,3123,552,3415,2692,3237,4415,4421,5219,4812,4517,4629,4614,4537,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141])). % 129.64/129.50 cnf(5391,plain, % 129.64/129.50 (~P7(a39,f13(a39,f30(f30(f12(a39),x53911),x53912),x53913),f13(a39,f30(f30(f12(a39),f11(a39,x53911,x53911)),x53912),x53913))), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2679,5366,3123,552,3415,2692,3237,4415,4421,2209,5219,4812,4517,4629,4614,4537,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017])). % 129.64/129.50 cnf(5394,plain, % 129.64/129.50 (E(f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x53941,x53941),x53942),x53942)),x53943),f30(f30(f12(a39),f11(a39,f11(a39,f13(a39,f11(a39,x53941,x53941),x53942),x53942),f11(a39,x53941,x53941))),x53943))), % 129.64/129.50 inference(rename_variables,[],[4851])). % 129.64/129.50 cnf(5396,plain, % 129.64/129.50 (~E(f25(a38,a27,a27),f2(a38))), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2679,5366,3123,552,3415,2692,3237,4415,4421,2209,4851,5219,4812,4517,4629,4614,4537,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602])). % 129.64/129.50 cnf(5398,plain, % 129.64/129.50 (P7(a39,x53981,f13(a39,f11(a39,f13(a39,f13(a39,x53982,f13(a39,x53981,f3(a39))),f3(a39)),f3(a39)),f3(a39)))), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2679,5366,3123,552,3415,2692,3237,4415,4421,2209,4851,5219,4812,4517,4629,4614,4654,4537,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364])). % 129.64/129.50 cnf(5405,plain, % 129.64/129.50 (~E(f11(a39,f11(a39,f13(a39,f13(a39,f13(a39,x54051,x54052),x54053),f3(a39)),x54053),x54052),x54051)), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2382,2679,5366,3123,552,3415,2692,3237,4415,3626,4421,2209,4851,5219,4812,4517,4629,4614,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605])). % 129.64/129.50 cnf(5411,plain, % 129.64/129.50 (~P6(a39,f11(a39,f11(a39,f13(a39,f13(a39,f13(a39,f13(a39,x54111,x54112),x54113),x54114),f3(a39)),x54114),x54113),x54111)), % 129.64/129.50 inference(scs_inference,[],[4533,5059,4727,2382,2679,5366,3123,552,3415,2692,3237,4415,3626,4421,2209,4851,5219,4812,4517,4629,4758,4614,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996])). % 129.64/129.50 cnf(5412,plain, % 129.64/129.50 (~P6(a39,f11(a39,f11(a39,f13(a39,f13(a39,f13(a39,x54121,x54122),x54123),f3(a39)),x54123),x54122),x54121)), % 129.64/129.50 inference(rename_variables,[],[3626])). % 129.64/129.50 cnf(5420,plain, % 129.64/129.50 (P7(a39,x54201,f13(a39,f13(a39,f13(a39,x54201,f3(a39)),x54202),f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[2382])). % 129.64/129.50 cnf(5423,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x54231),a27)),a27),x54231)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5426,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x54261),a27)),a27),x54261)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5428,plain, % 129.64/129.50 (~P7(a39,f13(a39,f13(a39,f13(a39,f13(a39,x54281,x54282),x54283),f3(a39)),x54284),x54282)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5059,4727,2382,2679,5366,3123,552,3415,2692,5374,3237,4415,3231,3626,4421,2209,4851,5219,4812,4517,5304,4629,4758,4614,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997])). % 129.64/129.50 cnf(5429,plain, % 129.64/129.50 (~P7(a39,f13(a39,f13(a39,f13(a39,x54291,x54292),f3(a39)),x54293),x54291)), % 129.64/129.50 inference(rename_variables,[],[2692])). % 129.64/129.50 cnf(5431,plain, % 129.64/129.50 (P6(a39,x54311,f13(a39,f13(a39,x54312,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x54313,x54311),x54314),x54314),f3(a39)),f3(a39))),x54315))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5059,5345,4727,2382,2679,5366,3123,552,3415,2692,5374,3237,4415,3231,3626,4421,2209,4851,5219,4812,4517,5304,4629,4758,4614,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073])). % 129.64/129.50 cnf(5432,plain, % 129.64/129.50 (P6(a39,x54321,f13(a39,f13(a39,x54322,f11(a39,f13(a39,f11(a39,f13(a39,x54321,x54323),x54323),f3(a39)),f3(a39))),x54324))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5434,plain, % 129.64/129.50 (P7(a39,x54341,f13(a39,f13(a39,f13(a39,f13(a39,x54341,f3(a39)),x54342),f3(a39)),x54343))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5059,5345,4727,2382,2679,5366,3123,552,3415,2692,5374,5429,3237,4415,3231,3626,4421,2209,4851,5219,4812,4517,5304,4629,4758,4614,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944])). % 129.64/129.50 cnf(5435,plain, % 129.64/129.50 (~P7(a39,f13(a39,f13(a39,f13(a39,x54351,x54352),f3(a39)),x54353),x54351)), % 129.64/129.50 inference(rename_variables,[],[2692])). % 129.64/129.50 cnf(5438,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x54381),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x54381),x54382)),x54382)), % 129.64/129.50 inference(rename_variables,[],[3123])). % 129.64/129.50 cnf(5441,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x54411),a27)),a27),x54411)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5444,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x54441),a27)),a27),x54441)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5448,plain, % 129.64/129.50 (~P7(a39,f11(a39,f11(a39,f13(a39,f13(a39,f13(a39,x54481,x54482),x54483),f3(a39)),x54483),x54482),x54481)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5059,5345,4727,5091,2382,2679,5366,3123,5371,552,3415,2692,5374,5429,3237,4415,3231,3626,5412,4421,2209,4851,5219,4812,4517,5304,4629,4758,4614,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784])). % 129.64/129.50 cnf(5451,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x54511),a27)),a27),x54511)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5454,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x54541),a27)),a27),x54541)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5460,plain, % 129.64/129.50 (~P6(a39,f13(a39,f13(a39,f13(a39,f13(a39,x54601,f3(a39)),x54602),f3(a39)),x54603),x54601)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,3792,5059,5345,4787,4727,5091,2382,2679,5366,3123,5371,552,3415,2692,5374,5429,5435,3237,4415,3231,3626,5412,4421,2209,4851,5219,4812,4517,5304,4629,4758,4614,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012])). % 129.64/129.50 cnf(5469,plain, % 129.64/129.50 (~E(f13(a39,x54691,f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a39)),a27)),a27)),x54691)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,3792,5059,5345,4787,5187,4727,5091,2382,2679,5366,3123,5371,552,3415,2692,5374,5429,5435,3237,4415,3880,3231,3626,5412,4421,2209,4851,5219,4812,4517,5304,4629,4758,4614,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692])). % 129.64/129.50 cnf(5470,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x54701),a27)),a27),x54701)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5472,plain, % 129.64/129.50 (~P6(a39,f13(a39,f13(a39,f13(a39,x54721,x54722),x54723),f3(a39)),x54722)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,3792,5059,5345,4787,5187,4727,5091,2382,2679,5366,3123,5371,552,3415,2692,5374,5429,5435,3237,4415,3880,3231,3626,5412,4421,2209,4851,5219,4812,4517,5304,4629,4758,4614,4742,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138])). % 129.64/129.50 cnf(5475,plain, % 129.64/129.50 (P7(a39,x54751,f13(a39,f13(a39,x54752,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x54751,f3(a39)),x54753),x54753),f3(a39)),f3(a39))),x54754))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,3792,5059,5345,5432,4787,5187,4727,5091,2382,2679,5366,3123,5371,552,3415,2692,5374,5429,5435,3237,4415,3880,3231,3626,5412,4421,2209,4851,5219,4812,4517,5304,4629,4758,4614,4742,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086])). % 129.64/129.50 cnf(5476,plain, % 129.64/129.50 (P6(a39,x54761,f13(a39,f13(a39,x54762,f11(a39,f13(a39,f11(a39,f13(a39,x54761,x54763),x54763),f3(a39)),f3(a39))),x54764))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5480,plain, % 129.64/129.50 (~P6(a39,f11(a39,f11(a39,f13(a39,f13(a39,f13(a39,f13(a39,x54801,x54802),x54803),x54804),f3(a39)),x54804),x54803),x54802)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,3792,5059,5345,5432,4787,5187,4727,5091,2382,2679,5366,3123,5371,552,3415,2692,5374,5429,5435,3237,4415,3880,3231,3626,5412,4421,2209,4851,5219,4812,4517,5304,4629,4758,4614,4742,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995])). % 129.64/129.50 cnf(5481,plain, % 129.64/129.50 (~P6(a39,f11(a39,f11(a39,f13(a39,f13(a39,f13(a39,x54811,x54812),x54813),f3(a39)),x54813),x54812),x54811)), % 129.64/129.50 inference(rename_variables,[],[3626])). % 129.64/129.50 cnf(5483,plain, % 129.64/129.50 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x54831),f9(a38,f3(a38)))),f9(a38,f3(a38))),x54831)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,3792,5059,5345,5432,4787,5187,4727,5091,2382,2679,5366,3123,5371,552,3415,2692,5374,5429,5435,3237,4415,3880,3231,3626,5412,4421,2209,4851,5219,4812,4517,5304,4629,4758,4614,4742,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780])). % 129.64/129.50 cnf(5488,plain, % 129.64/129.50 (~P7(f13(a39,f30(f30(f12(a39),f11(a39,x54881,x54881)),x54882),a1),x54883,x54883)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,3792,5059,5345,5432,4787,5187,4727,5091,2382,2679,5366,3123,5371,552,3415,2692,5374,5429,5435,3237,4415,3880,3231,3626,5412,4421,2209,4851,5219,4812,4517,5017,5304,4629,4758,4614,4742,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705])). % 129.64/129.50 cnf(5490,plain, % 129.64/129.50 (~P6(a38,f30(f30(f12(a38),f25(a38,f13(a38,a27,x54901),f9(a38,f3(a38)))),f9(a38,f3(a38))),x54901)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,3792,5059,5345,5432,4787,5187,4727,5091,2382,2679,5366,3123,5371,552,3415,2692,5374,5429,5435,3237,4415,4180,3880,3231,3626,5412,4421,2209,4851,5219,4812,4517,5017,5304,4629,4758,4614,4742,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137])). % 129.64/129.50 cnf(5491,plain, % 129.64/129.50 (~P6(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x54911,f9(a38,f3(a38)))),f9(a38,f3(a38)))),x54911)), % 129.64/129.50 inference(rename_variables,[],[4180])). % 129.64/129.50 cnf(5494,plain, % 129.64/129.50 (~P6(a39,f11(a39,f11(a39,f13(a39,f13(a39,f13(a39,x54941,x54942),x54943),f3(a39)),x54943),x54942),x54941)), % 129.64/129.50 inference(rename_variables,[],[3626])). % 129.64/129.50 cnf(5499,plain, % 129.64/129.50 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x54991,a27)),a27)),x54991)), % 129.64/129.50 inference(rename_variables,[],[4674])). % 129.64/129.50 cnf(5503,plain, % 129.64/129.50 (~P6(a39,f13(a39,f13(a39,x55031,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x55032,f3(a39)),x55033),x55033),f3(a39)),f3(a39))),x55034),x55032)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,3792,5059,5345,5432,5476,4787,4674,5187,4727,5091,2382,2679,5366,3123,5371,552,3415,2692,5374,5429,5435,3237,4415,4180,3880,3231,3626,5412,5481,5494,4421,2209,4851,5219,4812,4517,5017,5304,4629,4758,4614,4742,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134])). % 129.64/129.50 cnf(5504,plain, % 129.64/129.50 (P6(a39,x55041,f13(a39,f13(a39,x55042,f11(a39,f13(a39,f11(a39,f13(a39,x55041,x55043),x55043),f3(a39)),f3(a39))),x55044))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5506,plain, % 129.64/129.50 (~P7(a39,x55061,f11(a39,f11(a39,f11(a39,f11(a39,f11(a39,x55061,x55062),x55063),x55064),x55065),x55066))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,3792,5059,5345,5432,5476,4787,4674,5187,4727,5091,2382,2679,5366,3123,5371,552,3415,2692,5374,5429,5435,3237,4415,4180,3880,3231,3626,5412,5481,5494,4421,2209,4851,5219,4812,4517,5017,5304,4629,4758,4614,4623,4742,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999])). % 129.64/129.50 cnf(5507,plain, % 129.64/129.50 (~P7(a39,x55071,f11(a39,f11(a39,f11(a39,f11(a39,x55071,x55072),x55073),x55074),x55075))), % 129.64/129.50 inference(rename_variables,[],[4623])). % 129.64/129.50 cnf(5510,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x55101),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x55101),x55102)),x55102)), % 129.64/129.50 inference(rename_variables,[],[2679])). % 129.64/129.50 cnf(5513,plain, % 129.64/129.50 (P6(a39,x55131,f13(a39,f13(a39,x55132,f11(a39,f13(a39,f11(a39,f13(a39,x55131,x55133),x55133),f3(a39)),f3(a39))),x55134))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5517,plain, % 129.64/129.50 (~E(f2(a38),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,3792,5113,5059,5345,5432,5476,5504,4787,4674,5187,4727,5091,2382,2679,5366,5384,3123,5371,552,3415,2692,5374,5429,5435,3237,4415,4180,3880,3231,3626,5412,5481,5494,4421,2835,2209,4851,5219,4812,4517,5017,5304,4629,4758,4614,4623,4742,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684])). % 129.64/129.50 cnf(5520,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x55201),a27)),a27),x55201)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5525,plain, % 129.64/129.50 (~E(f13(a39,f13(a39,x55251,f13(a39,f11(a39,x55252,f11(a39,f2(a39),x55253)),f11(a39,f2(a39),x55253))),f3(a39)),x55252)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,3792,5113,5059,5345,5432,5476,5504,4787,4674,5187,4727,5091,2382,2679,5366,5384,3123,5371,552,3415,2692,5374,5429,5435,2005,3237,4415,4180,3880,3231,3626,5412,5481,5494,4421,2835,2209,4851,5219,4812,5377,4517,5017,5304,4629,4758,4614,4623,4742,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25])). % 129.64/129.50 cnf(5528,plain, % 129.64/129.50 (~E(x55281,f13(a39,f13(a39,f30(f30(f12(a39),x55282),x55283),f13(a39,f30(f30(f12(a39),f11(a39,x55282,x55282)),x55283),x55281)),f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[2795])). % 129.64/129.50 cnf(5531,plain, % 129.64/129.50 (~E(x55311,f13(a39,f30(f30(f12(a38),f25(a38,x55311,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f3(a39)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,3792,5113,5059,5345,5432,5476,5504,4787,4674,5187,4727,5091,2382,2679,5366,5384,3123,5371,552,3415,2692,5374,5429,5435,2005,3237,2795,4415,4180,3880,3231,3626,5412,5481,5494,4421,2835,2209,2189,4851,5062,5219,4812,5377,4517,5017,5304,4629,4758,4614,4623,4742,4654,4537,4886,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10])). % 129.64/129.50 cnf(5535,plain, % 129.64/129.50 (~P6(a38,f30(f30(f12(a38),f25(a38,f13(a38,a27,x55351),a27)),a27),x55351)), % 129.64/129.50 inference(rename_variables,[],[4719])). % 129.64/129.50 cnf(5543,plain, % 129.64/129.50 (E(x55431,f13(a39,f2(a39),x55431))), % 129.64/129.50 inference(rename_variables,[],[2151])). % 129.64/129.50 cnf(5548,plain, % 129.64/129.50 (~P7(a38,f30(f30(f12(a38),f25(a38,f13(a38,a27,x55481),a27)),a27),x55481)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,3792,4737,5113,5059,5345,5432,5476,5504,4787,4674,5499,5187,4727,5091,2382,2679,5366,5384,3123,5371,552,2020,3415,2692,5374,5429,5435,2005,3237,2795,4415,4180,3880,2151,3231,3626,5412,5481,5494,4421,2835,2209,2189,4851,5062,5219,4812,5377,4517,5017,5304,4629,4758,4614,4623,4584,4742,4654,4719,4537,4886,244,174,273,328,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165])). % 129.64/129.50 cnf(5549,plain, % 129.64/129.50 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x55491,a27)),a27)),x55491)), % 129.64/129.50 inference(rename_variables,[],[4674])). % 129.64/129.50 cnf(5551,plain, % 129.64/129.50 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x55511,f9(a38,f3(a38)))),f9(a38,f3(a38)))),x55511)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,3792,4737,5113,5059,5345,5432,5476,5504,4787,4674,5499,5187,4727,5091,2382,2679,5366,5384,3123,5371,552,2020,3415,2692,5374,5429,5435,2005,3237,2795,4415,4180,5491,3880,2151,3231,248,3626,5412,5481,5494,4421,2835,2209,2189,4851,5062,5219,4812,5377,4517,5017,5304,4629,4758,4614,4623,4584,4742,4654,4719,4537,4886,244,174,273,328,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804])). % 129.64/129.50 cnf(5554,plain, % 129.64/129.50 (P7(a39,x55541,f13(a39,f13(a39,f13(a39,x55541,f3(a39)),x55542),f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[2382])). % 129.64/129.50 cnf(5557,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x55571),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x55571),x55572)),x55572)), % 129.64/129.50 inference(rename_variables,[],[2679])). % 129.64/129.50 cnf(5558,plain, % 129.64/129.50 (P6(a39,x55581,f13(a39,f13(a39,x55582,f11(a39,f13(a39,f11(a39,f13(a39,x55581,x55583),x55583),f3(a39)),f3(a39))),x55584))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5564,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x55641),f13(a39,f30(f30(f12(a39),f2(a39)),x55641),x55642)),x55642)), % 129.64/129.50 inference(rename_variables,[],[2186])). % 129.64/129.50 cnf(5567,plain, % 129.64/129.50 (~P6(a39,f13(a39,x55671,f3(a39)),x55671)), % 129.64/129.50 inference(rename_variables,[],[555])). % 129.64/129.50 cnf(5568,plain, % 129.64/129.50 (P6(a39,x55681,f13(a39,f13(a39,x55682,f11(a39,f13(a39,f11(a39,f13(a39,x55681,x55683),x55683),f3(a39)),f3(a39))),x55684))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5574,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x55741),a27)),a27),x55741)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5576,plain, % 129.64/129.50 (~P6(a38,f13(a38,f13(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f13(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f2(a38))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,3792,4737,5113,5059,5345,5432,5476,5504,5513,5558,4787,4674,5499,5187,4727,5091,2958,2382,5420,2679,5366,5384,5510,3123,5371,552,2186,2020,3415,178,2133,2692,5374,5429,5435,2005,3237,2795,4415,4180,5491,3880,2151,3231,248,3626,5412,5481,5494,4421,2835,555,2209,2189,4851,5394,5062,5219,4812,5377,4999,4517,5017,5304,4629,4758,4614,4623,4584,4742,4654,4719,4537,4886,4853,244,174,273,328,220,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117])). % 129.64/129.50 cnf(5579,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x55791),a27)),a27),x55791)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5581,plain, % 129.64/129.50 (~P7(a38,f13(a39,f30(f30(f12(a39),f2(a39)),x55811),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x55811),x55812)),x55812)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,3792,4737,5113,5059,5345,5432,5476,5504,5513,5558,4787,4674,5499,5187,4727,5091,2958,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,552,2186,2020,3415,178,2133,2692,5374,5429,5435,2005,3237,2795,4415,4180,5491,3880,2151,3231,248,3626,5412,5481,5494,4421,2835,555,2209,2189,4851,5394,5062,5219,4812,5377,4999,4517,5017,5304,4629,4758,4614,4623,4584,4742,4654,4719,4537,4886,4853,244,174,273,5003,328,220,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717])). % 129.64/129.50 cnf(5583,plain, % 129.64/129.50 (~E(f13(a38,f30(f30(f12(a38),x55831),x55832),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f13(a38,f30(f30(f12(a38),x55833),x55832),f30(f30(f12(a38),f11(a38,x55831,x55833)),x55832)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,3792,4737,5113,5059,5345,5432,5476,5504,5513,5558,4787,4674,5499,5187,4727,5091,2958,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,552,2186,2020,3415,178,2133,2692,5374,5429,5435,2005,3237,2795,4415,4180,5491,3880,2151,3231,248,3626,5412,5481,5494,4421,2835,555,2209,2189,4851,5394,4865,5062,5219,4812,5377,4999,4517,5017,5304,4629,4758,4614,4623,4584,4742,4654,4719,4537,4886,4853,244,174,273,5003,328,231,220,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661])). % 129.64/129.50 cnf(5584,plain, % 129.64/129.50 (~E(f13(a38,x55841,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x55841)), % 129.64/129.50 inference(rename_variables,[],[4865])). % 129.64/129.50 cnf(5587,plain, % 129.64/129.50 (~E(x55871,f13(a39,f30(f30(f12(a39),f11(a39,x55872,x55872)),x55873),f13(a39,f13(a39,f30(f30(f12(a39),x55872),x55873),x55871),f3(a39))))), % 129.64/129.50 inference(rename_variables,[],[2193])). % 129.64/129.50 cnf(5588,plain, % 129.64/129.50 (P6(a39,x55881,f13(a39,f13(a39,x55882,f11(a39,f13(a39,f11(a39,f13(a39,x55881,x55883),x55883),f3(a39)),f3(a39))),x55884))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5593,plain, % 129.64/129.50 (P6(a39,x55931,f11(a39,f13(a39,x55931,x55932),x55932))), % 129.64/129.50 inference(rename_variables,[],[3896])). % 129.64/129.50 cnf(5595,plain, % 129.64/129.50 (~P7(a39,f13(a39,x55951,f13(a39,x55952,f13(a39,f2(a39),f3(a39)))),f13(a39,f2(a39),f30(f30(f22(a39),x55953),f2(a39))))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,3792,4229,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,4787,4674,5499,5187,5110,4727,5091,3896,2958,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,552,2186,2020,3415,242,178,2133,2692,5374,5429,5435,2005,3237,2795,4415,2193,4180,5491,3880,2151,3231,248,3626,5412,5481,5494,4421,2835,555,2209,2189,4851,5394,4865,5062,5219,4812,5377,4999,4517,5017,5304,4629,4758,4614,4623,4584,4742,4654,4719,4537,4886,4853,244,174,273,5003,328,231,220,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896])). % 129.64/129.50 cnf(5603,plain, % 129.64/129.50 (~P6(a39,f13(a39,x56031,f13(a39,f13(a39,x56032,f3(a39)),x56033)),x56032)), % 129.64/129.50 inference(rename_variables,[],[4597])). % 129.64/129.50 cnf(5606,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x56061),a27)),a27),x56061)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5610,plain, % 129.64/129.50 (E(f13(a1,f30(f30(f12(a1),f11(a1,x56101,x56101)),x56102),x56103),x56103)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,3792,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,552,2186,2020,3415,380,242,178,2133,2092,2692,5374,5429,5435,2005,3237,2795,4415,2193,4180,5491,3880,2151,3231,248,3626,5412,5481,5494,4421,2835,555,2209,2189,4851,5394,4865,5062,5219,4812,5377,4999,4517,5017,5304,4629,4758,4755,4802,4614,4623,4597,4584,4742,4654,4719,4537,4886,4853,244,174,273,5003,328,231,220,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745])). % 129.64/129.50 cnf(5611,plain, % 129.64/129.50 (~P7(a1,x56111,f13(a1,f30(f30(f12(a1),f11(a1,x56112,x56112)),x56113),x56111))), % 129.64/129.50 inference(rename_variables,[],[4755])). % 129.64/129.50 cnf(5613,plain, % 129.64/129.50 (P6(a39,x56131,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x56132),f13(a39,f13(a39,f30(f30(f12(a39),f2(a39)),x56132),x56131),x56133)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,3792,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,552,2186,2020,3415,380,242,178,2133,2092,2692,5374,5429,5435,2005,3237,2795,4415,2193,4180,5491,3880,2151,3231,248,3626,5412,5481,5494,4421,2835,555,2209,2189,4851,5394,4865,5062,5219,4812,5377,4999,4517,5017,5304,4629,4758,4755,4802,4614,4623,4597,4584,4742,4654,4719,4537,4886,4853,244,174,273,5003,328,231,220,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366])). % 129.64/129.50 cnf(5617,plain, % 129.64/129.50 (P6(a39,x56171,f13(a39,f13(a39,x56172,f11(a39,f13(a39,f11(a39,f13(a39,x56171,x56173),x56173),f3(a39)),f3(a39))),x56174))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5632,plain, % 129.64/129.50 (E(f11(a39,f11(a39,f2(a39),x56321),x56322),f2(a39))), % 129.64/129.50 inference(rename_variables,[],[3527])). % 129.64/129.50 cnf(5637,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x56371),a27)),a27),x56371)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5641,plain, % 129.64/129.50 (P6(a39,f11(a39,f2(a39),x56411),x56412)), % 129.64/129.50 inference(rename_variables,[],[2112])). % 129.64/129.50 cnf(5643,plain, % 129.64/129.50 (~P6(a38,f13(a38,f30(f30(f12(a38),x56431),x56432),f13(a38,a27,x56433)),f13(a38,f30(f30(f12(a38),x56431),x56432),x56433))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,3792,3882,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,552,2186,2020,3415,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,2795,4415,2193,4180,5491,3880,2151,3231,248,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,4851,5394,4865,5062,5219,4812,5377,4729,4999,4517,5017,5304,4629,4758,4755,4802,4614,4623,4597,4584,4742,4654,4581,4719,4537,4886,4853,2522,244,174,273,4878,5003,312,232,328,231,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697])). % 129.64/129.50 cnf(5646,plain, % 129.64/129.50 (~E(x56461,f13(a39,f30(f30(f12(a39),f11(a39,x56462,x56462)),x56463),f13(a39,f13(a39,f30(f30(f12(a39),x56462),x56463),x56461),f3(a39))))), % 129.64/129.50 inference(rename_variables,[],[2193])). % 129.64/129.50 cnf(5650,plain, % 129.64/129.50 (P6(a39,x56501,f13(a39,f13(a39,x56502,f11(a39,f13(a39,f11(a39,f13(a39,x56501,x56503),x56503),f3(a39)),f3(a39))),x56504))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5655,plain, % 129.64/129.50 (P7(a39,f2(a39),f13(a39,f13(a39,f18(a1,f2(a39)),f3(a39)),x56551))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,3792,3882,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,552,2186,2020,3415,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,2795,4415,2193,5587,5646,4180,5491,3880,2151,3231,248,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,4851,5394,4865,5062,5219,4812,5377,4729,4999,4517,5017,5304,4629,4758,4755,4802,4614,4623,4597,4584,4742,4654,4581,4672,4719,4537,4886,4853,4770,2522,244,174,273,4878,5003,312,232,328,231,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189])). % 129.64/129.50 cnf(5662,plain, % 129.64/129.50 (~E(f13(a38,f30(f30(f12(a38),f11(a38,x56621,x56621)),x56622),f13(a39,f2(a39),f3(a39))),f2(a39))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,3792,3882,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,552,2186,2020,3415,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,2795,4415,2193,5587,5646,4180,5491,3880,2151,5543,3231,248,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,4851,5394,4865,5062,5219,4812,5377,4636,4729,4999,4517,5017,5304,4629,4758,4755,4802,5046,4614,4623,4597,4584,4742,4654,4581,4672,4719,4537,4886,4853,4770,2522,244,174,273,4878,5003,312,232,328,231,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940])). % 129.64/129.50 cnf(5664,plain, % 129.64/129.50 (E(x56641,f13(a39,f2(a39),x56641))), % 129.64/129.50 inference(rename_variables,[],[2151])). % 129.64/129.50 cnf(5666,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f2(a39))),x56661),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x56661),f13(a39,f30(f30(f12(a39),f2(a39)),x56661),x56662))),x56662)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,3792,3882,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,552,2186,2020,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,2795,4415,2193,5587,5646,4180,5491,3880,2151,5543,3231,248,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,4851,5394,4865,5062,5219,4812,5377,4636,4729,4999,4517,5017,5304,4629,4758,4755,4802,5046,4614,4623,4597,4584,4742,4654,4581,4672,4719,4537,4886,4853,4770,2522,244,174,273,4878,5003,312,232,328,231,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663])). % 129.64/129.50 cnf(5667,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x56671),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x56671),x56672)),x56672)), % 129.64/129.50 inference(rename_variables,[],[2679])). % 129.64/129.50 cnf(5674,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x56741),a27)),a27),x56741)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5675,plain, % 129.64/129.50 (P6(a39,f11(a39,f2(a39),x56751),x56752)), % 129.64/129.50 inference(rename_variables,[],[2112])). % 129.64/129.50 cnf(5677,plain, % 129.64/129.50 (P7(a1,a14,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,3792,3882,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,552,2186,2020,243,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,2795,4415,2193,5587,5646,4180,5491,3880,2151,5543,3231,248,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,4851,5394,4865,5584,5062,5219,4812,5377,4636,4729,4999,4517,5017,5304,4629,4758,4755,4802,5046,4614,4623,4597,4584,4742,4654,4581,4672,4719,4537,4886,4853,4770,2522,244,174,273,4878,4945,5003,312,232,328,231,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757])). % 129.64/129.50 cnf(5679,plain, % 129.64/129.50 (~P7(a38,f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x56791),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x56791),x56792)),x56792)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,3792,3882,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,5438,552,2186,2020,243,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,2795,4415,2193,5587,5646,4180,5491,3880,2151,5543,3231,248,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,4851,5394,4865,5584,5062,5219,4812,5377,4636,4729,4999,4517,5017,5304,4629,4758,4755,4802,5046,4614,4623,4597,4584,4742,4654,4581,4672,4719,4537,4886,4853,4770,2522,244,174,273,4878,4945,5003,312,232,328,231,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718])). % 129.64/129.50 cnf(5685,plain, % 129.64/129.50 (~P7(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f13(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f2(f13(a39,f11(a39,a38,a38),a38))))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,3792,3882,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,5438,552,2186,2020,2793,243,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,2795,4415,2193,5587,5646,4180,5491,3880,3278,2151,5543,3231,248,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,4851,5394,4865,5584,5062,5219,4812,5377,4636,4729,4999,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,4597,4584,4742,4654,4581,4672,4719,4537,4886,4853,4770,2522,244,174,273,4878,4945,5003,2286,312,232,328,231,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121])). % 129.64/129.50 cnf(5686,plain, % 129.64/129.50 (~P7(f13(a39,f11(a39,a38,a38),a38),x56861,x56861)), % 129.64/129.50 inference(rename_variables,[],[2793])). % 129.64/129.50 cnf(5688,plain, % 129.64/129.50 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x56881,x56882)),x56883),f13(a38,f30(f30(f12(a38),f11(a38,x56882,x56881)),x56883),f13(a38,a27,x56884))),x56884)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,3792,3882,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,241,2679,5366,5384,5510,5557,3123,5371,5438,552,2186,2020,2793,243,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,2795,4415,2193,5587,5646,4180,5491,3634,3880,3278,2151,5543,3231,248,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,4851,5394,4865,5584,5062,5219,4812,5377,4636,4729,4999,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,4597,4584,4742,4654,4581,4672,4719,4537,4886,4853,4770,2522,244,272,174,273,4878,4945,5003,2286,312,232,328,231,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160])). % 129.64/129.50 cnf(5689,plain, % 129.64/129.50 (~P6(a38,f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x56891,x56892)),x56893),f13(a38,f30(f30(f12(a38),f11(a38,x56892,x56891)),x56893),x56894))),x56894)), % 129.64/129.50 inference(rename_variables,[],[3634])). % 129.64/129.50 cnf(5693,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x56931),a27)),a27),x56931)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5698,plain, % 129.64/129.50 (~P7(a39,f13(a39,f13(a39,f13(a39,x56981,f13(a39,f13(a39,f13(a39,f3(a39),f3(a39)),x56982),f3(a39))),x56983),x56984),x56981)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,3792,3882,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,241,2679,5366,5384,5510,5557,3123,5371,5438,552,2186,2020,2793,243,3088,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,2795,4415,2193,5587,5646,4180,5491,3634,3880,3278,2151,5543,3231,248,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4865,5584,5062,5219,4812,5377,4636,4729,4999,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,4686,4597,4584,4742,4654,4581,4672,4719,4537,4886,4853,4770,2522,244,272,174,273,4878,4945,5003,2286,312,232,328,231,276,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290])). % 129.64/129.50 cnf(5700,plain, % 129.64/129.50 (P7(a39,x57001,f13(a39,f13(a39,f13(a39,x57001,f3(a39)),x57002),f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[2382])). % 129.64/129.50 cnf(5706,plain, % 129.64/129.50 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x57061,x57061)),x57062),x57063),x57063)), % 129.64/129.50 inference(rename_variables,[],[2216])). % 129.64/129.50 cnf(5710,plain, % 129.64/129.50 (P6(a39,x57101,f13(a39,x57102,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x57101,x57103),x57104),x57104),f3(a39)),f3(a39))))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,3792,3882,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,241,2679,5366,5384,5510,5557,3123,5371,5438,552,2186,2020,2793,243,3088,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,2795,4415,2193,5587,5646,2216,2007,4180,5491,3634,3880,4238,3278,2151,5543,3231,248,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4865,5584,5062,5219,4812,5377,4636,4729,4999,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,4686,4597,4584,4742,4654,4581,4672,4719,4537,4886,4853,4770,2522,244,272,174,273,4878,4945,5003,2286,312,232,328,231,276,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368])). % 129.64/129.50 cnf(5711,plain, % 129.64/129.50 (P6(a39,x57111,f13(a39,f13(a39,x57112,f11(a39,f13(a39,f11(a39,f13(a39,x57111,x57113),x57113),f3(a39)),f3(a39))),x57114))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5719,plain, % 129.64/129.50 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x57191,a27)),a27)),x57191)), % 129.64/129.50 inference(rename_variables,[],[4674])). % 129.64/129.50 cnf(5721,plain, % 129.64/129.50 (~P7(a39,x57211,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x57212))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,3792,3882,4229,4244,3607,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,241,2679,5366,5384,5510,5557,3123,5371,5438,552,2186,2020,2793,243,3088,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,2795,4415,2193,5587,5646,2216,2007,4180,5491,3634,3880,4238,3278,2151,5543,3231,248,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4865,5584,5062,5219,4812,5377,4636,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,4686,4597,5603,4605,4584,4742,4654,4581,4672,4719,4537,4886,4853,4770,2522,244,272,174,273,4878,4945,5003,2286,143,312,232,328,231,276,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166])). % 129.64/129.50 cnf(5722,plain, % 129.64/129.50 (~P7(a39,x57221,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x57222),f13(a39,f30(f30(f12(a39),f2(a39)),x57222),f2(a39))))), % 129.64/129.50 inference(rename_variables,[],[4605])). % 129.64/129.50 cnf(5727,plain, % 129.64/129.50 (P6(f13(a39,f30(f30(f12(a39),f11(a39,x57271,x57271)),x57272),f13(a39,f11(a39,a38,a38),a38)),x57273,x57273)), % 129.64/129.50 inference(rename_variables,[],[4993])). % 129.64/129.50 cnf(5735,plain, % 129.64/129.50 (~P7(a39,x57351,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x57352),f2(a39)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,3792,3882,4229,4244,3607,4993,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,241,2679,5366,5384,5510,5557,3123,5371,5438,552,2186,2020,2793,243,3088,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,2007,4180,5491,3634,3880,4238,3278,2151,5543,3231,248,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4686,4597,5603,4605,4584,4742,4654,4581,4672,4719,4537,4886,4853,4770,246,2522,244,272,3194,174,273,4878,4945,5003,2286,143,312,232,328,231,276,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164])). % 129.64/129.50 cnf(5737,plain, % 129.64/129.50 (~P6(a39,f13(a39,x57371,f13(a39,x57372,f13(a39,f13(a39,x57373,f3(a39)),x57374))),x57374)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,3792,3882,4229,4244,3607,4993,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,241,2679,5366,5384,5510,5557,3123,5371,5438,552,2186,2020,2793,243,3088,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,2007,4180,5491,3634,3880,4238,3278,2151,5543,3231,248,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4686,4597,5603,4605,4584,4742,4654,4581,4672,2868,4719,4537,4886,4853,4770,246,2522,244,272,3194,174,273,4878,4945,5003,2286,143,312,232,328,231,276,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161])). % 129.64/129.50 cnf(5744,plain, % 129.64/129.50 (~P7(a39,x57441,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x57442),f13(a39,f30(f30(f12(a39),f2(a39)),x57442),f2(a39))))), % 129.64/129.50 inference(rename_variables,[],[4605])). % 129.64/129.50 cnf(5747,plain, % 129.64/129.50 (P7(a39,x57471,f13(a39,f13(a39,x57472,f13(a39,x57471,x57473)),f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[1993])). % 129.64/129.50 cnf(5750,plain, % 129.64/129.50 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,f11(a38,x57501,x57501),x57502)),x57503),f13(a38,f30(f30(f12(a38),x57502),x57503),x57504)),x57504)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,3792,3882,4229,4244,3607,4993,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,4180,5491,3634,3880,4238,3278,2151,5543,3231,248,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4686,4597,5603,4605,5722,5744,4584,4742,4654,4581,4672,2868,4719,3974,4537,4886,4853,4770,246,2522,244,272,3194,174,273,4878,4945,5003,2286,143,312,232,328,231,276,220,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704])). % 129.64/129.50 cnf(5753,plain, % 129.64/129.50 (~P7(a39,x57531,f30(f30(f12(a39),f2(a39)),x57532))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,3792,3882,4229,4244,3607,4993,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,4180,5491,3634,3880,4238,3278,2151,5543,3231,248,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4686,4597,5603,4605,5722,5744,4584,4742,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,246,2522,244,272,3194,174,273,4878,4945,5003,2286,143,312,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167])). % 129.64/129.50 cnf(5756,plain, % 129.64/129.50 (P6(f41(x57561,f13(a39,f30(f30(f12(a39),f11(a39,x57562,x57562)),x57563),f13(a39,f11(a39,a38,a38),a38))),x57564,x57564)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,4180,5491,3634,3880,4238,3278,2151,5543,3231,248,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4686,4597,5603,4605,5722,5744,4584,4742,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4878,4945,5003,2286,143,312,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716])). % 129.64/129.50 cnf(5759,plain, % 129.64/129.50 (~E(f30(f30(f12(a38),f25(a38,a27,a27)),a27),f2(a38))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,380,242,178,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,4180,5491,3634,3880,4238,3278,2151,5543,3231,248,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4686,4597,5603,4605,5722,5744,4584,4742,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4878,4945,5003,2286,143,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647])). % 129.64/129.50 cnf(5763,plain, % 129.64/129.50 (E(f13(a39,f11(a39,x57631,f13(a39,x57631,x57632)),x57633),x57633)), % 129.64/129.50 inference(rename_variables,[],[3629])). % 129.64/129.50 cnf(5764,plain, % 129.64/129.50 (P7(a39,x57641,f13(a39,f13(a39,f13(a39,x57641,f3(a39)),x57642),f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[2382])). % 129.64/129.50 cnf(5771,plain, % 129.64/129.50 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x57711),a27)),a27),x57711)), % 129.64/129.50 inference(rename_variables,[],[4576])). % 129.64/129.50 cnf(5774,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x57741),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x57741),x57742)),x57742)), % 129.64/129.50 inference(rename_variables,[],[3123])). % 129.64/129.50 cnf(5777,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x57771),a27)),a27),x57771)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5779,plain, % 129.64/129.50 (~P7(a38,f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x57791,x57792)),x57793),f13(a38,f30(f30(f12(a38),f11(a38,x57792,x57791)),x57793),x57794))),x57794)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,5700,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4878,4945,5003,2286,143,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802])). % 129.64/129.50 cnf(5782,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x57821),a27)),a27),x57821)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5785,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x57851),a27)),a27),x57851)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5787,plain, % 129.64/129.50 (P8(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x57871,x57871)),x57872)),f30(f30(f12(a39),f11(a39,x57873,x57873)),x57874)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,5700,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4878,4933,4945,5003,2286,143,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69])). % 129.64/129.50 cnf(5788,plain, % 129.64/129.50 (E(f13(a39,x57881,x57882),f13(a39,x57882,x57881))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5789,plain, % 129.64/129.50 (P7(a39,x57891,f13(a39,f13(a39,f13(a39,x57892,f13(a39,x57891,x57893)),x57894),f3(a39)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,5700,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4878,4933,4945,5003,2286,143,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372])). % 129.64/129.50 cnf(5792,plain, % 129.64/129.50 (P38(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x57921,x57921)),x57922)),f30(f30(f12(a39),f11(a39,x57923,x57923)),x57924)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,5700,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4878,4880,4933,4945,5003,2286,143,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91])). % 129.64/129.50 cnf(5793,plain, % 129.64/129.50 (E(f13(a39,x57931,x57932),f13(a39,x57932,x57931))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5794,plain, % 129.64/129.50 (P21(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x57941,x57941)),x57942)),f30(f30(f12(a39),f11(a39,x57943,x57943)),x57944)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,5700,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4878,4880,4933,4945,5003,2286,143,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130])). % 129.64/129.50 cnf(5795,plain, % 129.64/129.50 (E(f13(a39,x57951,x57952),f13(a39,x57952,x57951))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5796,plain, % 129.64/129.50 (P67(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x57961,x57961)),x57962)),f30(f30(f12(a39),f11(a39,x57963,x57963)),x57964)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,5700,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4878,4880,4882,4933,4945,5003,2286,143,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102])). % 129.64/129.50 cnf(5797,plain, % 129.64/129.50 (E(f13(a39,x57971,x57972),f13(a39,x57972,x57971))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5798,plain, % 129.64/129.50 (P22(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x57981,x57981)),x57982)),f30(f30(f12(a39),f11(a39,x57983,x57983)),x57984)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,5700,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4878,4880,4882,4933,4945,5003,2286,143,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115])). % 129.64/129.50 cnf(5799,plain, % 129.64/129.50 (E(f13(a39,x57991,x57992),f13(a39,x57992,x57991))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5800,plain, % 129.64/129.50 (P17(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58001,x58001)),x58002)),f30(f30(f12(a39),f11(a39,x58003,x58003)),x58004)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,5700,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4878,4880,4882,4933,4945,5003,2286,143,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118])). % 129.64/129.50 cnf(5801,plain, % 129.64/129.50 (E(f13(a39,x58011,x58012),f13(a39,x58012,x58011))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5802,plain, % 129.64/129.50 (P7(f13(a39,f30(f30(f12(a39),f11(a39,x58021,x58021)),x58022),a38),f2(a38),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,5700,241,2679,5366,5384,5510,5557,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4878,4880,4882,4933,4945,5003,2286,143,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61])). % 129.64/129.50 cnf(5803,plain, % 129.64/129.50 (E(x58031,f13(a39,f30(f30(f12(a39),f11(a39,x58032,x58032)),x58033),x58031))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5804,plain, % 129.64/129.50 (P6(a39,f13(a39,f2(a39),f30(f30(f22(a39),x58041),f2(a39))),f13(a39,f2(a39),f3(a39)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,5700,241,2679,5366,5384,5510,5557,5667,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4878,4880,4882,4933,4945,5003,2286,143,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67])). % 129.64/129.50 cnf(5805,plain, % 129.64/129.50 (P6(a39,f13(a39,f2(a39),f30(f30(f22(a39),x58051),f2(a39))),f13(a39,x58052,f13(a39,x58053,f13(a39,f2(a39),f3(a39)))))), % 129.64/129.50 inference(rename_variables,[],[4229])). % 129.64/129.50 cnf(5806,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x58061),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x58061),x58062)),x58062)), % 129.64/129.50 inference(rename_variables,[],[2679])). % 129.64/129.50 cnf(5807,plain, % 129.64/129.50 (P58(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58071,x58071)),x58072)),f30(f30(f12(a39),f11(a39,x58073,x58073)),x58074)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,3240,537,2382,5420,5554,5700,241,2679,5366,5384,5510,5557,5667,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4878,4880,4882,4933,4945,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132])). % 129.64/129.50 cnf(5808,plain, % 129.64/129.50 (E(f13(a39,x58081,x58082),f13(a39,x58082,x58081))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5809,plain, % 129.64/129.50 (~E(x58091,f13(a39,f13(a39,f13(a39,f13(a39,f13(a39,x58091,f3(a39)),x58092),f3(a39)),f3(a39)),x58093))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4878,4880,4882,4933,4945,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62])). % 129.64/129.50 cnf(5810,plain, % 129.64/129.50 (~P7(a39,f13(a39,f13(a39,x58101,f3(a39)),x58102),x58101)), % 129.64/129.50 inference(rename_variables,[],[2038])). % 129.64/129.50 cnf(5811,plain, % 129.64/129.50 (P52(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58111,x58111)),x58112)),f30(f30(f12(a39),f11(a39,x58113,x58113)),x58114)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4933,4945,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79])). % 129.64/129.50 cnf(5812,plain, % 129.64/129.50 (E(f13(a39,x58121,x58122),f13(a39,x58122,x58121))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5813,plain, % 129.64/129.50 (P24(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58131,x58131)),x58132)),f30(f30(f12(a39),f11(a39,x58133,x58133)),x58134)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4933,4945,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90])). % 129.64/129.50 cnf(5814,plain, % 129.64/129.50 (E(f13(a39,x58141,x58142),f13(a39,x58142,x58141))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5815,plain, % 129.64/129.50 (P11(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58151,x58151)),x58152)),f30(f30(f12(a39),f11(a39,x58153,x58153)),x58154)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4903,4933,4945,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124])). % 129.64/129.50 cnf(5816,plain, % 129.64/129.50 (E(f13(a39,x58161,x58162),f13(a39,x58162,x58161))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5817,plain, % 129.64/129.50 (P35(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58171,x58171)),x58172)),f30(f30(f12(a39),f11(a39,x58173,x58173)),x58174)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4903,4925,4933,4945,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101])). % 129.64/129.50 cnf(5818,plain, % 129.64/129.50 (E(f13(a39,x58181,x58182),f13(a39,x58182,x58181))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5819,plain, % 129.64/129.50 (P33(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58191,x58191)),x58192)),f30(f30(f12(a39),f11(a39,x58193,x58193)),x58194)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4903,4925,4933,4945,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72])). % 129.64/129.50 cnf(5820,plain, % 129.64/129.50 (E(f13(a39,x58201,x58202),f13(a39,x58202,x58201))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5821,plain, % 129.64/129.50 (P65(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58211,x58211)),x58212)),f30(f30(f12(a39),f11(a39,x58213,x58213)),x58214)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4925,4933,4945,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128])). % 129.64/129.50 cnf(5822,plain, % 129.64/129.50 (E(f13(a39,x58221,x58222),f13(a39,x58222,x58221))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5824,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x58241),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x58241),x58242)),x58242)), % 129.64/129.50 inference(rename_variables,[],[2679])). % 129.64/129.50 cnf(5825,plain, % 129.64/129.50 (P9(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58251,x58251)),x58252)),f30(f30(f12(a39),f11(a39,x58253,x58253)),x58254)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4911,4925,4933,4945,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77])). % 129.64/129.50 cnf(5826,plain, % 129.64/129.50 (E(f13(a39,x58261,x58262),f13(a39,x58262,x58261))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5827,plain, % 129.64/129.50 (P23(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58271,x58271)),x58272)),f30(f30(f12(a39),f11(a39,x58273,x58273)),x58274)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4925,4933,4945,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85])). % 129.64/129.50 cnf(5828,plain, % 129.64/129.50 (E(f13(a39,x58281,x58282),f13(a39,x58282,x58281))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5829,plain, % 129.64/129.50 (P46(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58291,x58291)),x58292)),f30(f30(f12(a39),f11(a39,x58293,x58293)),x58294)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4925,4931,4933,4945,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125])). % 129.64/129.50 cnf(5830,plain, % 129.64/129.50 (E(f13(a39,x58301,x58302),f13(a39,x58302,x58301))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5831,plain, % 129.64/129.50 (P36(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58311,x58311)),x58312)),f30(f30(f12(a39),f11(a39,x58313,x58313)),x58314)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4925,4931,4933,4945,4951,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104])). % 129.64/129.50 cnf(5832,plain, % 129.64/129.50 (E(f13(a39,x58321,x58322),f13(a39,x58322,x58321))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5833,plain, % 129.64/129.50 (P29(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58331,x58331)),x58332)),f30(f30(f12(a39),f11(a39,x58333,x58333)),x58334)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4917,4925,4931,4933,4945,4951,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82])). % 129.64/129.50 cnf(5834,plain, % 129.64/129.50 (E(f13(a39,x58341,x58342),f13(a39,x58342,x58341))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5836,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x58361),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x58361),x58362)),x58362)), % 129.64/129.50 inference(rename_variables,[],[2679])). % 129.64/129.50 cnf(5837,plain, % 129.64/129.50 (P41(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58371,x58371)),x58372)),f30(f30(f12(a39),f11(a39,x58373,x58373)),x58374)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4917,4925,4931,4933,4945,4951,4961,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86])). % 129.64/129.50 cnf(5838,plain, % 129.64/129.50 (E(f13(a39,x58381,x58382),f13(a39,x58382,x58381))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5839,plain, % 129.64/129.50 (P39(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58391,x58391)),x58392)),f30(f30(f12(a39),f11(a39,x58393,x58393)),x58394)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,3792,3882,4229,4244,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4917,4925,4931,4933,4945,4951,4961,4963,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94])). % 129.64/129.50 cnf(5840,plain, % 129.64/129.50 (E(f13(a39,x58401,x58402),f13(a39,x58402,x58401))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5842,plain, % 129.64/129.50 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x58421),a27)),a27),x58421)), % 129.64/129.50 inference(rename_variables,[],[4533])). % 129.64/129.50 cnf(5843,plain, % 129.64/129.50 (P12(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58431,x58431)),x58432)),f30(f30(f12(a39),f11(a39,x58433,x58433)),x58434)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4917,4925,4927,4931,4933,4945,4951,4961,4963,5003,2286,143,4863,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129])). % 129.64/129.50 cnf(5844,plain, % 129.64/129.50 (E(f13(a39,x58441,x58442),f13(a39,x58442,x58441))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5845,plain, % 129.64/129.50 (P69(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58451,x58451)),x58452)),f30(f30(f12(a39),f11(a39,x58453,x58453)),x58454)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4917,4925,4927,4931,4933,4945,4951,4961,4963,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131])). % 129.64/129.50 cnf(5846,plain, % 129.64/129.50 (E(f13(a39,x58461,x58462),f13(a39,x58462,x58461))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5847,plain, % 129.64/129.50 (P18(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58471,x58471)),x58472)),f30(f30(f12(a39),f11(a39,x58473,x58473)),x58474)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4917,4925,4927,4931,4933,4945,4951,4961,4963,4977,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68])). % 129.64/129.50 cnf(5848,plain, % 129.64/129.50 (E(f13(a39,x58481,x58482),f13(a39,x58482,x58481))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5849,plain, % 129.64/129.50 (P5(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58491,x58491)),x58492)),f30(f30(f12(a39),f11(a39,x58493,x58493)),x58494)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4917,4925,4927,4931,4933,4945,4951,4955,4961,4963,4977,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108])). % 129.64/129.50 cnf(5850,plain, % 129.64/129.50 (E(f13(a39,x58501,x58502),f13(a39,x58502,x58501))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5851,plain, % 129.64/129.50 (P48(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58511,x58511)),x58512)),f30(f30(f12(a39),f11(a39,x58513,x58513)),x58514)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4917,4925,4927,4931,4933,4945,4951,4955,4961,4963,4977,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71])). % 129.64/129.50 cnf(5852,plain, % 129.64/129.50 (E(f13(a39,x58521,x58522),f13(a39,x58522,x58521))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5853,plain, % 129.64/129.50 (P68(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58531,x58531)),x58532)),f30(f30(f12(a39),f11(a39,x58533,x58533)),x58534)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4917,4925,4927,4931,4933,4945,4951,4955,4961,4963,4977,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88])). % 129.64/129.50 cnf(5854,plain, % 129.64/129.50 (E(f13(a39,x58541,x58542),f13(a39,x58542,x58541))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5855,plain, % 129.64/129.50 (~P20(f13(a39,f30(f30(f12(a39),f2(a39)),x58551),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x58551),f13(a39,f30(f30(f12(a39),f11(a39,x58552,x58552)),x58553),f13(a39,f18(a1,f2(a39)),f13(a1,f2(a1),f18(a1,a39)))))))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4917,4925,4927,4931,4933,4945,4951,4955,4961,4963,4977,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107])). % 129.64/129.50 cnf(5856,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x58561),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x58561),x58562)),x58562)), % 129.64/129.50 inference(rename_variables,[],[2679])). % 129.64/129.50 cnf(5857,plain, % 129.64/129.50 (P2(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58571,x58571)),x58572)),f30(f30(f12(a39),f11(a39,x58573,x58573)),x58574)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4907,4911,4917,4925,4927,4931,4933,4945,4951,4955,4961,4963,4977,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99])). % 129.64/129.50 cnf(5858,plain, % 129.64/129.50 (E(f13(a39,x58581,x58582),f13(a39,x58582,x58581))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5859,plain, % 129.64/129.50 (P47(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58591,x58591)),x58592)),f30(f30(f12(a39),f11(a39,x58593,x58593)),x58594)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4925,4927,4931,4933,4945,4951,4955,4961,4963,4977,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74])). % 129.64/129.50 cnf(5860,plain, % 129.64/129.50 (E(f13(a39,x58601,x58602),f13(a39,x58602,x58601))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5862,plain, % 129.64/129.50 (E(x58621,f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,x58622,x58622),f11(a39,f3(a39),f3(a39)))),x58623),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x58623),x58621)))), % 129.64/129.50 inference(rename_variables,[],[2908])). % 129.64/129.50 cnf(5863,plain, % 129.64/129.50 (P19(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58631,x58631)),x58632)),f30(f30(f12(a39),f11(a39,x58633,x58633)),x58634)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4925,4927,4931,4933,4945,4951,4955,4961,4963,4977,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70])). % 129.64/129.50 cnf(5864,plain, % 129.64/129.50 (E(f13(a39,x58641,x58642),f13(a39,x58642,x58641))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5865,plain, % 129.64/129.50 (P54(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58651,x58651)),x58652)),f30(f30(f12(a39),f11(a39,x58653,x58653)),x58654)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4925,4927,4929,4931,4933,4945,4951,4955,4961,4963,4977,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106])). % 129.64/129.50 cnf(5866,plain, % 129.64/129.50 (E(f13(a39,x58661,x58662),f13(a39,x58662,x58661))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5867,plain, % 129.64/129.50 (P51(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58671,x58671)),x58672)),f30(f30(f12(a39),f11(a39,x58673,x58673)),x58674)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4925,4927,4929,4931,4933,4945,4951,4955,4961,4963,4977,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92])). % 129.64/129.50 cnf(5868,plain, % 129.64/129.50 (E(f13(a39,x58681,x58682),f13(a39,x58682,x58681))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5869,plain, % 129.64/129.50 (P26(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58691,x58691)),x58692)),f30(f30(f12(a39),f11(a39,x58693,x58693)),x58694)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4925,4927,4929,4931,4933,4945,4951,4955,4961,4963,4973,4977,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109])). % 129.64/129.50 cnf(5870,plain, % 129.64/129.50 (E(f13(a39,x58701,x58702),f13(a39,x58702,x58701))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5871,plain, % 129.64/129.50 (P16(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58711,x58711)),x58712)),f30(f30(f12(a39),f11(a39,x58713,x58713)),x58714)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4925,4927,4929,4931,4933,4945,4951,4955,4957,4961,4963,4973,4977,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117])). % 129.64/129.50 cnf(5872,plain, % 129.64/129.50 (E(f13(a39,x58721,x58722),f13(a39,x58722,x58721))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5874,plain, % 129.64/129.50 (P7(a39,x58741,f13(a39,f13(a39,f13(a39,x58741,f3(a39)),x58742),f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[2382])). % 129.64/129.50 cnf(5875,plain, % 129.64/129.50 (P45(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58751,x58751)),x58752)),f30(f30(f12(a39),f11(a39,x58753,x58753)),x58754)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4925,4927,4929,4931,4933,4945,4951,4953,4955,4957,4961,4963,4973,4977,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93])). % 129.64/129.50 cnf(5876,plain, % 129.64/129.50 (E(f13(a39,x58761,x58762),f13(a39,x58762,x58761))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5877,plain, % 129.64/129.50 (P53(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58771,x58771)),x58772)),f30(f30(f12(a39),f11(a39,x58773,x58773)),x58774)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4945,4951,4953,4955,4957,4961,4963,4973,4977,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120])). % 129.64/129.50 cnf(5878,plain, % 129.64/129.50 (E(f13(a39,x58781,x58782),f13(a39,x58782,x58781))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5879,plain, % 129.64/129.50 (P60(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58791,x58791)),x58792)),f30(f30(f12(a39),f11(a39,x58793,x58793)),x58794)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4945,4951,4953,4955,4957,4961,4963,4973,4977,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110])). % 129.64/129.50 cnf(5880,plain, % 129.64/129.50 (E(f13(a39,x58801,x58802),f13(a39,x58802,x58801))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5881,plain, % 129.64/129.50 (P30(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58811,x58811)),x58812)),f30(f30(f12(a39),f11(a39,x58813,x58813)),x58814)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4945,4947,4951,4953,4955,4957,4961,4963,4973,4977,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96])). % 129.64/129.50 cnf(5882,plain, % 129.64/129.50 (E(f13(a39,x58821,x58822),f13(a39,x58822,x58821))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5883,plain, % 129.64/129.50 (P63(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58831,x58831)),x58832)),f30(f30(f12(a39),f11(a39,x58833,x58833)),x58834)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4945,4947,4951,4953,4955,4957,4961,4963,4973,4977,4991,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111])). % 129.64/129.50 cnf(5884,plain, % 129.64/129.50 (E(f13(a39,x58841,x58842),f13(a39,x58842,x58841))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5885,plain, % 129.64/129.50 (P37(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58851,x58851)),x58852)),f30(f30(f12(a39),f11(a39,x58853,x58853)),x58854)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4945,4947,4951,4953,4955,4957,4959,4961,4963,4973,4977,4991,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73])). % 129.64/129.50 cnf(5886,plain, % 129.64/129.50 (E(f13(a39,x58861,x58862),f13(a39,x58862,x58861))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5887,plain, % 129.64/129.50 (P64(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58871,x58871)),x58872)),f30(f30(f12(a39),f11(a39,x58873,x58873)),x58874)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4945,4947,4951,4953,4955,4957,4959,4961,4963,4973,4977,4991,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123])). % 129.64/129.50 cnf(5888,plain, % 129.64/129.50 (E(f13(a39,x58881,x58882),f13(a39,x58882,x58881))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5889,plain, % 129.64/129.50 (P10(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58891,x58891)),x58892)),f30(f30(f12(a39),f11(a39,x58893,x58893)),x58894)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4945,4947,4951,4953,4955,4957,4959,4961,4963,4969,4973,4977,4991,4997,5003,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114])). % 129.64/129.50 cnf(5890,plain, % 129.64/129.50 (E(f13(a39,x58901,x58902),f13(a39,x58902,x58901))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5891,plain, % 129.64/129.50 (P43(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58911,x58911)),x58912)),f30(f30(f12(a39),f11(a39,x58913,x58913)),x58914)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4945,4947,4951,4953,4955,4957,4959,4961,4963,4969,4973,4977,4991,4997,5003,5007,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113])). % 129.64/129.50 cnf(5892,plain, % 129.64/129.50 (E(f13(a39,x58921,x58922),f13(a39,x58922,x58921))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5893,plain, % 129.64/129.50 (P61(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58931,x58931)),x58932)),f30(f30(f12(a39),f11(a39,x58933,x58933)),x58934)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4969,4973,4977,4991,4997,5003,5007,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84])). % 129.64/129.50 cnf(5894,plain, % 129.64/129.50 (E(f13(a39,x58941,x58942),f13(a39,x58942,x58941))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5895,plain, % 129.64/129.50 (P42(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58951,x58951)),x58952)),f30(f30(f12(a39),f11(a39,x58953,x58953)),x58954)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4969,4973,4977,4981,4991,4997,5003,5007,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97])). % 129.64/129.50 cnf(5896,plain, % 129.64/129.50 (E(f13(a39,x58961,x58962),f13(a39,x58962,x58961))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5897,plain, % 129.64/129.50 (P1(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58971,x58971)),x58972)),f30(f30(f12(a39),f11(a39,x58973,x58973)),x58974)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4969,4973,4977,4981,4991,4997,5003,5007,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60])). % 129.64/129.50 cnf(5898,plain, % 129.64/129.50 (E(f13(a39,x58981,x58982),f13(a39,x58982,x58981))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5899,plain, % 129.64/129.50 (P28(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x58991,x58991)),x58992)),f30(f30(f12(a39),f11(a39,x58993,x58993)),x58994)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4969,4973,4975,4977,4981,4991,4997,5003,5007,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78])). % 129.64/129.50 cnf(5900,plain, % 129.64/129.50 (E(f13(a39,x59001,x59002),f13(a39,x59002,x59001))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5901,plain, % 129.64/129.50 (P59(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59011,x59011)),x59012)),f30(f30(f12(a39),f11(a39,x59013,x59013)),x59014)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4969,4973,4975,4977,4981,4991,4997,5003,5007,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76])). % 129.64/129.50 cnf(5902,plain, % 129.64/129.50 (E(f13(a39,x59021,x59022),f13(a39,x59022,x59021))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5903,plain, % 129.64/129.50 (P56(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59031,x59031)),x59032)),f30(f30(f12(a39),f11(a39,x59033,x59033)),x59034)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4969,4973,4975,4977,4981,4991,4997,5003,5007,5013,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119])). % 129.64/129.50 cnf(5904,plain, % 129.64/129.50 (E(f13(a39,x59041,x59042),f13(a39,x59042,x59041))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5905,plain, % 129.64/129.50 (P66(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59051,x59051)),x59052)),f30(f30(f12(a39),f11(a39,x59053,x59053)),x59054)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4991,4997,5003,5007,5013,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121])). % 129.64/129.50 cnf(5906,plain, % 129.64/129.50 (E(f13(a39,x59061,x59062),f13(a39,x59062,x59061))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5907,plain, % 129.64/129.50 (P34(f13(a39,f30(f30(f12(a39),f11(a39,x59071,x59071)),x59072),a38))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4991,4997,5003,5007,5013,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81])). % 129.64/129.50 cnf(5908,plain, % 129.64/129.50 (E(x59081,f13(a39,f30(f30(f12(a39),f11(a39,x59082,x59082)),x59083),x59081))), % 129.64/129.50 inference(rename_variables,[],[2016])). % 129.64/129.50 cnf(5909,plain, % 129.64/129.50 (P62(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59091,x59091)),x59092)),f30(f30(f12(a39),f11(a39,x59093,x59093)),x59094)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4991,4997,5003,5007,5013,5015,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126])). % 129.64/129.50 cnf(5910,plain, % 129.64/129.50 (E(f13(a39,x59101,x59102),f13(a39,x59102,x59101))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5912,plain, % 129.64/129.50 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x59121),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x59121),x59122)),x59122)), % 129.64/129.50 inference(rename_variables,[],[2679])). % 129.64/129.50 cnf(5913,plain, % 129.64/129.50 (P55(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59131,x59131)),x59132)),f30(f30(f12(a39),f11(a39,x59133,x59133)),x59134)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4991,4997,5003,5007,5013,5015,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89])). % 129.64/129.50 cnf(5914,plain, % 129.64/129.50 (E(f13(a39,x59141,x59142),f13(a39,x59142,x59141))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5917,plain, % 129.64/129.50 (P57(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59171,x59171)),x59172)),f30(f30(f12(a39),f11(a39,x59173,x59173)),x59174)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4991,4997,5003,5005,5007,5013,5015,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103])). % 129.64/129.50 cnf(5918,plain, % 129.64/129.50 (E(f13(a39,x59181,x59182),f13(a39,x59182,x59181))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5919,plain, % 129.64/129.50 (P40(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59191,x59191)),x59192)),f30(f30(f12(a39),f11(a39,x59193,x59193)),x59194)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4991,4995,4997,5003,5005,5007,5013,5015,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116])). % 129.64/129.50 cnf(5920,plain, % 129.64/129.50 (E(f13(a39,x59201,x59202),f13(a39,x59202,x59201))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5921,plain, % 129.64/129.50 (P25(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59211,x59211)),x59212)),f30(f30(f12(a39),f11(a39,x59213,x59213)),x59214)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4991,4995,4997,5003,5005,5007,5011,5013,5015,2286,143,4863,4884,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105])). % 129.64/129.50 cnf(5922,plain, % 129.64/129.50 (E(f13(a39,x59221,x59222),f13(a39,x59222,x59221))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5923,plain, % 129.64/129.50 (P50(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59231,x59231)),x59232)),f30(f30(f12(a39),f11(a39,x59233,x59233)),x59234)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4991,4995,4997,5003,5005,5007,5011,5013,5015,2286,143,4863,4884,5009,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133])). % 129.64/129.50 cnf(5924,plain, % 129.64/129.50 (E(f13(a39,x59241,x59242),f13(a39,x59242,x59241))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5925,plain, % 129.64/129.50 (P4(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59251,x59251)),x59252)),f30(f30(f12(a39),f11(a39,x59253,x59253)),x59254)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,2286,143,4863,4884,5009,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75])). % 129.64/129.50 cnf(5926,plain, % 129.64/129.50 (E(f13(a39,x59261,x59262),f13(a39,x59262,x59261))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5927,plain, % 129.64/129.50 (P13(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59271,x59271)),x59272)),f30(f30(f12(a39),f11(a39,x59273,x59273)),x59274)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,2286,143,4863,4884,5009,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112])). % 129.64/129.50 cnf(5928,plain, % 129.64/129.50 (E(f13(a39,x59281,x59282),f13(a39,x59282,x59281))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5929,plain, % 129.64/129.50 (P49(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59291,x59291)),x59292)),f30(f30(f12(a39),f11(a39,x59293,x59293)),x59294)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,2286,143,4863,4884,5009,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83])). % 129.64/129.50 cnf(5930,plain, % 129.64/129.50 (E(f13(a39,x59301,x59302),f13(a39,x59302,x59301))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5931,plain, % 129.64/129.50 (P44(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59311,x59311)),x59312)),f30(f30(f12(a39),f11(a39,x59313,x59313)),x59314)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,2286,143,4863,4884,5009,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80])). % 129.64/129.50 cnf(5932,plain, % 129.64/129.50 (E(f13(a39,x59321,x59322),f13(a39,x59322,x59321))), % 129.64/129.50 inference(rename_variables,[],[390])). % 129.64/129.50 cnf(5935,plain, % 129.64/129.50 (~E(f2(a1),f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,2286,143,4863,4884,5009,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66])). % 129.64/129.50 cnf(5936,plain, % 129.64/129.50 (P14(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x59361,x59361)),x59362)),f30(f30(f12(a39),f11(a39,x59363,x59363)),x59364)))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,143,4863,4884,5009,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127])). % 129.64/129.50 cnf(5938,plain, % 129.64/129.50 (~P6(a38,f25(a38,f13(a38,a27,f2(a38)),f9(a38,f3(a38))),f2(a38))), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,2688,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,143,4863,4884,5009,293,312,159,232,328,231,276,220,329,296,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183])). % 129.64/129.50 cnf(5942,plain, % 129.64/129.50 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x59421),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x59421)), % 129.64/129.50 inference(scs_inference,[],[4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,2688,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,4802,5046,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,5535,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,244,272,3194,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,143,4863,4884,5009,293,312,159,232,328,231,276,220,329,296,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414])). % 129.64/129.50 cnf(5943,plain, % 129.64/129.50 (~P6(a38,f13(a38,a27,x59431),x59431)), % 129.64/129.50 inference(rename_variables,[],[2414])). % 129.64/129.50 cnf(5953,plain, % 129.64/129.50 (P6(a39,x59531,f13(a39,f13(a39,x59532,f11(a39,f13(a39,f11(a39,f13(a39,x59531,x59533),x59533),f3(a39)),f3(a39))),x59534))), % 129.64/129.50 inference(rename_variables,[],[5059])). % 129.64/129.50 cnf(5958,plain, % 129.64/129.50 (~P6(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x59581,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),x59581)), % 129.64/129.50 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,2688,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,5611,4802,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,5535,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,398,244,272,3194,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,143,4863,4884,5009,293,312,159,232,328,231,276,220,329,308,296,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345])). % 129.64/129.50 cnf(5962,plain, % 129.64/129.50 (~P7(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f25(f13(a39,f11(a39,a38,a38),a38),x59621,f2(f13(a39,f11(a39,a38,a38),a38))))), % 129.64/129.50 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,2688,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,5686,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,5017,5304,4629,4758,4365,4755,5611,4802,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,5535,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,398,244,272,3194,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,231,276,220,329,308,296,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240])). % 129.64/129.50 cnf(5963,plain, % 129.64/129.50 (~P7(f13(a39,f11(a39,a38,a38),a38),x59631,x59631)), % 129.64/129.50 inference(rename_variables,[],[2793])). % 129.64/129.50 cnf(5970,plain, % 129.64/129.50 (~P6(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),a14),a14)), % 129.64/129.50 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,2688,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,5686,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096])). % 129.64/129.50 cnf(5973,plain, % 129.64/129.50 (P6(a38,f25(a38,f30(f30(f12(a38),x59731),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x59731)), % 129.64/129.50 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,2688,3240,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,5686,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,364,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400])). % 129.64/129.50 cnf(5974,plain, % 129.64/129.50 (P6(a38,x59741,x59741)), % 129.64/129.50 inference(rename_variables,[],[364])). % 129.64/129.50 cnf(5979,plain, % 129.64/129.50 (~P7(a38,f25(a38,f30(f30(f12(a38),x59791),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x59791)), % 129.64/129.50 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4576,5187,5110,4888,4727,5091,3896,2958,2038,2040,2688,3240,1799,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,2020,2793,5686,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,364,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416])). % 129.64/129.50 cnf(5980,plain, % 129.64/129.50 (~P7(a38,x59801,x59801)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5986,plain, % 129.64/129.50 (~P7(a38,x59861,x59861)), % 129.64/129.50 inference(rename_variables,[],[1799])). % 129.64/129.50 cnf(5991,plain, % 129.64/129.50 (~E(f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f25(a38,x59911,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x59912),f13(a39,f30(f30(f12(a39),f2(a39)),x59912),f2(a38)))))), % 129.64/129.50 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,2040,2688,3240,1799,5980,537,2382,5420,5554,5700,5764,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,410,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,364,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741])). % 129.64/129.50 cnf(5999,plain, % 129.64/129.50 (~P6(a39,f13(a39,f13(a39,x59991,f13(a39,f13(a39,f13(a39,f3(a39),f3(a39)),x59992),f3(a39))),x59993),x59991)), % 129.64/129.50 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,2040,2036,2688,3240,1799,5980,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,410,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,3347,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,364,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312])). % 129.64/129.50 cnf(6001,plain, % 129.64/129.50 (P7(a39,x60011,f13(a39,f13(a39,f13(a39,x60011,f3(a39)),x60012),f3(a39)))), % 129.64/129.50 inference(rename_variables,[],[2382])). % 129.64/129.50 cnf(6005,plain, % 129.64/129.50 (P6(a38,x60051,x60051)), % 129.64/129.50 inference(rename_variables,[],[364])). % 129.64/129.50 cnf(6011,plain, % 129.64/129.50 (P6(a38,x60111,f25(a38,f13(a38,a27,f30(f30(f12(a38),x60111),a27)),a27))), % 129.64/129.50 inference(rename_variables,[],[4470])). % 129.64/129.50 cnf(6013,plain, % 129.64/129.50 (P6(a38,x60131,f25(a38,f30(f30(f12(a38),x60131),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))))), % 129.64/129.50 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,2040,2036,2688,3240,1799,5980,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,2231,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,410,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,3347,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392])). % 129.64/129.50 cnf(6014,plain, % 129.64/129.50 (P6(a38,x60141,x60141)), % 129.64/129.50 inference(rename_variables,[],[364])). % 129.64/129.50 cnf(6022,plain, % 129.64/129.50 (P7(a1,f2(a1),f11(a1,f11(a1,f11(a1,a14,a15),a14),a14))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,2231,380,242,178,176,3527,2016,5803,5908,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,250,249,410,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,3347,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,2550,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969])). % 129.64/129.51 cnf(6024,plain, % 129.64/129.51 (~P7(a38,f25(a38,f13(a38,f2(a38),f30(f30(f12(a38),x60241),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x60241)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,3792,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,2231,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,250,249,410,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,3347,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,2550,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417])). % 129.64/129.51 cnf(6027,plain, % 129.64/129.51 (P7(a38,x60271,f25(a38,f13(a38,a27,f30(f30(f12(a38),x60271),a27)),a27))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,3792,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,2231,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,250,249,410,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,3347,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,2550,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815])). % 129.64/129.51 cnf(6028,plain, % 129.64/129.51 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x60281),a27)),a27),x60281)), % 129.64/129.51 inference(rename_variables,[],[4533])). % 129.64/129.51 cnf(6030,plain, % 129.64/129.51 (~P7(a38,f25(a38,f13(a38,a27,f2(a38)),a27),f2(a38))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,3792,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,2231,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,250,249,410,3744,3594,3626,5412,5481,5494,4421,2835,555,5567,2209,2189,3347,2873,2072,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186])). % 129.64/129.51 cnf(6032,plain, % 129.64/129.51 (~P6(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x60321))),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,2231,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,2151,5543,3231,248,250,249,410,3744,3594,3626,5412,5481,5494,4421,2835,2236,555,5567,2209,2189,3347,2873,2072,5211,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823])). % 129.64/129.51 cnf(6041,plain, % 129.64/129.51 (~P6(a38,f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x60411,x60411)),x60412),f13(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),x60413))),x60413)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,2231,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,3525,2151,5543,3231,248,250,249,410,3744,3594,3626,5412,5481,5494,4421,2835,2236,555,5567,2209,2189,3347,2873,2072,5211,3101,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152])). % 129.64/129.51 cnf(6042,plain, % 129.64/129.51 (~P6(a38,f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x60421,x60421)),x60422),x60423)),x60423)), % 129.64/129.51 inference(rename_variables,[],[3525])). % 129.64/129.51 cnf(6049,plain, % 129.64/129.51 (~P6(a38,f13(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),x60491),x60491)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,2231,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4180,5491,3634,5689,3880,4238,3278,3525,2151,5543,3231,248,250,249,410,3744,3594,3626,5412,5481,5494,4421,2835,2236,555,5567,2209,2189,3347,2873,2072,5211,3101,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154])). % 129.64/129.51 cnf(6050,plain, % 129.64/129.51 (~P7(a38,x60501,x60501)), % 129.64/129.51 inference(rename_variables,[],[1799])). % 129.64/129.51 cnf(6055,plain, % 129.64/129.51 (P6(a38,f2(a38),f17(a27))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,2231,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,2755,4180,5491,3634,5689,3880,4238,3278,3525,2151,5543,3231,248,250,249,410,3744,3594,3626,5412,5481,5494,4421,2835,2236,555,5567,2209,2189,3347,2873,1948,2072,5211,3101,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,3074,2515,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243])). % 129.64/129.51 cnf(6058,plain, % 129.64/129.51 (~P7(a1,f13(a1,f11(a1,f11(a1,a14,a15),a14),x60581),x60581)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,2231,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,2755,4180,5491,3634,5689,3880,4238,3278,3525,2151,5543,3231,248,250,249,410,3744,3594,3626,5412,5481,5494,4421,2835,2236,555,5567,2209,2189,3347,2873,1948,2072,5211,3101,4851,5394,4840,4865,5584,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153])). % 129.64/129.51 cnf(6059,plain, % 129.64/129.51 (~P7(a1,x60591,x60591)), % 129.64/129.51 inference(rename_variables,[],[1801])). % 129.64/129.51 cnf(6064,plain, % 129.64/129.51 (~E(f13(a38,a27,f30(f30(f12(a38),f3(a38)),a27)),a27)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,537,2382,5420,5554,5700,5764,5874,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,2231,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,2755,4180,5491,3634,5689,3880,4238,3278,3525,2151,5543,3231,248,250,249,410,3744,3594,3626,5412,5481,5494,4421,2835,2236,555,5567,2209,2189,3347,2873,1948,2072,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661])). % 129.64/129.51 cnf(6065,plain, % 129.64/129.51 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x60651),a27)),a27),x60651)), % 129.64/129.51 inference(rename_variables,[],[4533])). % 129.64/129.51 cnf(6068,plain, % 129.64/129.51 (P7(a39,x60681,f13(a39,f13(a39,x60682,f13(a39,x60681,x60683)),f3(a39)))), % 129.64/129.51 inference(rename_variables,[],[1993])). % 129.64/129.51 cnf(6071,plain, % 129.64/129.51 (E(f13(a1,a14,x60711),x60711)), % 129.64/129.51 inference(rename_variables,[],[362])). % 129.64/129.51 cnf(6085,plain, % 129.64/129.51 (~P7(a1,f13(a1,f3(a1),a14),f2(a1))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,243,3088,3415,365,3629,5763,2231,2945,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,2755,4180,5491,3634,5689,3880,4238,3278,3525,2151,5543,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,555,5567,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203])). % 129.64/129.51 cnf(6092,plain, % 129.64/129.51 (~P7(f13(a39,f11(a39,a38,a38),a38),f25(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),x60921),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,5963,243,3088,3415,365,3629,5763,2231,2945,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,2755,4180,5491,3634,5689,3880,4238,3278,3525,2151,5543,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245])). % 129.64/129.51 cnf(6093,plain, % 129.64/129.51 (~P7(f13(a39,f11(a39,a38,a38),a38),x60931,x60931)), % 129.64/129.51 inference(rename_variables,[],[2793])). % 129.64/129.51 cnf(6097,plain, % 129.64/129.51 (E(f25(a38,f13(a39,f13(a1,f2(a1),f2(a39)),f30(f30(f12(a38),x60971),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x60971)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,5963,243,3088,3415,365,3629,5763,2760,2231,2945,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,2151,5543,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846])). % 129.64/129.51 cnf(6100,plain, % 129.64/129.51 (~P7(a38,f30(f30(f12(a38),f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),x61001),a27)),a27),x61001)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,5963,243,3088,3415,365,3629,5763,2760,2231,2945,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,2151,5543,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313])). % 129.64/129.51 cnf(6101,plain, % 129.64/129.51 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x61011,a27)),a27)),x61011)), % 129.64/129.51 inference(rename_variables,[],[4674])). % 129.64/129.51 cnf(6103,plain, % 129.64/129.51 (~P6(a38,f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x61031,x61031)),x61032),f13(a38,x61033,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))))),x61033)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,5963,243,3088,3415,365,3629,5763,2760,2231,2945,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151])). % 129.64/129.51 cnf(6106,plain, % 129.64/129.51 (~P7(a1,f13(a1,a14,x61061),x61061)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,5963,243,3088,3415,365,3629,5763,2760,2231,2945,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155])). % 129.64/129.51 cnf(6109,plain, % 129.64/129.51 (~P6(a38,f25(a38,f13(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f13(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f2(a38))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,5963,243,3088,3415,365,3629,5763,2760,2231,2945,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232])). % 129.64/129.51 cnf(6112,plain, % 129.64/129.51 (P7(a39,x61121,f13(a39,f13(a39,f13(a39,x61121,f3(a39)),x61122),f3(a39)))), % 129.64/129.51 inference(rename_variables,[],[2382])). % 129.64/129.51 cnf(6121,plain, % 129.64/129.51 (P7(a1,a15,f2(a1))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,5963,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,177,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,5664,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972])). % 129.64/129.51 cnf(6123,plain, % 129.64/129.51 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f2(a38))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,5963,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,177,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,5664,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211])). % 129.64/129.51 cnf(6129,plain, % 129.64/129.51 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x61291,a27)),a27)),x61291)), % 129.64/129.51 inference(rename_variables,[],[4674])). % 129.64/129.51 cnf(6131,plain, % 129.64/129.51 (~P6(a38,f30(f30(f12(a38),f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),x61311),a27)),a27),x61311)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,6101,6129,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,5963,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,177,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,5664,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311])). % 129.64/129.51 cnf(6132,plain, % 129.64/129.51 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x61321,a27)),a27)),x61321)), % 129.64/129.51 inference(rename_variables,[],[4674])). % 129.64/129.51 cnf(6134,plain, % 129.64/129.51 (P6(a38,f25(a38,f30(f30(f12(a38),f25(a38,f2(a38),a27)),f13(a38,f3(a38),f9(a38,x61341))),f13(a38,f3(a38),f9(a38,x61341))),f9(a38,f3(a38)))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,4993,5727,3817,4737,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,6101,6129,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,5963,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,177,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,5664,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968])). % 129.64/129.51 cnf(6140,plain, % 129.64/129.51 (~P7(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f25(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),x61401))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,6101,6129,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,1993,5747,551,552,2186,5564,2020,2793,5686,5963,6093,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,177,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,5664,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241])). % 129.64/129.51 cnf(6141,plain, % 129.64/129.51 (~P7(f13(a39,f11(a39,a38,a38),a38),x61411,x61411)), % 129.64/129.51 inference(rename_variables,[],[2793])). % 129.64/129.51 cnf(6143,plain, % 129.64/129.51 (~E(f25(a38,x61431,f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x61432),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x61432),f2(a38)))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,6101,6129,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,5774,1993,5747,551,552,2186,5564,2020,2793,5686,5963,6093,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,177,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,5664,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241,742])). % 129.64/129.51 cnf(6146,plain, % 129.64/129.51 (~P7(f13(a39,f11(a39,a38,a38),a38),f25(f13(a39,f11(a39,a38,a38),a38),x61461,f2(f13(a39,f11(a39,a38,a38),a38))),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,6101,6129,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,5774,1993,5747,551,552,2186,5564,2020,2793,5686,5963,6093,6141,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,177,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,5664,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241,742,1244])). % 129.64/129.51 cnf(6151,plain, % 129.64/129.51 (~P6(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),x61511),x61511)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,6101,6129,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,5774,1993,5747,551,552,2186,5564,2020,2793,5686,5963,6093,6141,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,362,2092,2692,5374,5429,5435,2005,2199,177,2908,5862,3237,2112,5641,5675,2795,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,5943,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,5664,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,275,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241,742,1244,1431,1310])). % 129.64/129.51 cnf(6153,plain, % 129.64/129.51 (P6(a38,x61531,f25(a38,f13(a38,a27,f30(f30(f12(a38),x61531),a27)),a27))), % 129.64/129.51 inference(rename_variables,[],[4470])). % 129.64/129.51 cnf(6162,plain, % 129.64/129.51 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x61621,f2(a38))),a27)),a27),f2(a38))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,6101,6129,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,6050,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,5774,1993,5747,551,552,2186,5564,2020,2793,5686,5963,6093,6141,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,2016,5803,5908,2417,2531,2133,2474,362,6071,2092,2692,5374,5429,5435,2005,2199,177,2908,5862,3237,2112,5641,5675,2795,5528,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,5943,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2151,5543,5664,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,441,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,316,275,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241,742,1244,1431,1310,671,1056,1228])). % 129.64/129.51 cnf(6163,plain, % 129.64/129.51 (~P7(a38,x61631,x61631)), % 129.64/129.51 inference(rename_variables,[],[1799])). % 129.64/129.51 cnf(6168,plain, % 129.64/129.51 (~P7(a38,f2(a38),f25(a38,f2(a38),x61681))), % 129.64/129.51 inference(rename_variables,[],[2442])). % 129.64/129.51 cnf(6171,plain, % 129.64/129.51 (~P7(a38,x61711,x61711)), % 129.64/129.51 inference(rename_variables,[],[1799])). % 129.64/129.51 cnf(6173,plain, % 129.64/129.51 (P7(a38,f2(a38),f13(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,6101,6129,4470,6011,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,6050,6163,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,5774,1993,5747,551,552,2186,5564,2020,2793,5686,5963,6093,6141,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,2016,5803,5908,2417,2531,2445,2133,2474,362,6071,2092,2692,5374,5429,5435,2005,2199,177,2908,5862,3237,2112,5641,5675,2795,5528,2370,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,5943,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2442,2151,5543,5664,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,441,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,2373,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,6014,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,316,275,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241,742,1244,1431,1310,671,1056,1228,1299,1301,1230])). % 129.64/129.51 cnf(6179,plain, % 129.64/129.51 (~P7(a38,x61791,x61791)), % 129.64/129.51 inference(rename_variables,[],[1799])). % 129.64/129.51 cnf(6182,plain, % 129.64/129.51 (~P7(a38,x61821,x61821)), % 129.64/129.51 inference(rename_variables,[],[1799])). % 129.64/129.51 cnf(6185,plain, % 129.64/129.51 (P6(a38,f2(a38),f25(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x61851,f2(a38))),a27)),a27))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,4787,4674,5499,5549,5719,6101,6129,6132,4470,6011,6153,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,6050,6163,6171,6179,6182,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,5774,1993,5747,551,552,2186,5564,2020,2793,5686,5963,6093,6141,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,2016,5803,5908,2417,2531,2445,2133,2474,362,6071,2092,2692,5374,5429,5435,2005,2199,177,4390,2908,5862,3237,2112,5641,5675,2795,5528,2370,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,5943,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2442,6168,2151,5543,5664,3231,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,441,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,2373,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,4719,5535,5194,3974,4537,4886,4853,4770,158,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,6014,361,398,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,316,275,312,159,232,328,228,231,276,220,329,308,296,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241,742,1244,1431,1310,671,1056,1228,1299,1301,1230,1231,1229,1300])). % 129.64/129.51 cnf(6187,plain, % 129.64/129.51 (P6(a38,x61871,f25(a38,f13(a38,a27,f30(f30(f12(a38),x61871),a27)),a27))), % 129.64/129.51 inference(rename_variables,[],[4470])). % 129.64/129.51 cnf(6204,plain, % 129.64/129.51 (~P7(a39,f13(a39,f13(a39,f30(f30(f12(a39),f2(a39)),x62041),f3(a39)),f3(a39)),f30(f30(f12(a39),f11(a39,f2(a39),f2(a39))),x62041))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,5953,4787,4674,5499,5549,5719,6101,6129,6132,4470,6011,6153,6187,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,6050,6163,6171,6179,6182,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,6112,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,5774,1993,5747,6068,551,552,2186,5564,2020,2793,5686,5963,6093,6141,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,5632,2016,5803,5908,2417,2531,2445,2133,2474,362,6071,2092,2692,5374,5429,5435,2005,2199,177,4390,2908,5862,3237,2112,5641,5675,2795,5528,2370,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,5943,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2442,6168,2151,5543,5664,3231,370,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,441,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,2373,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,5038,4719,5535,5194,3974,4537,4886,4853,4770,158,326,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,6014,361,398,375,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,316,275,312,159,232,328,228,231,276,220,329,308,296,229,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241,742,1244,1431,1310,671,1056,1228,1299,1301,1230,1231,1229,1300,1527,1525,1533,1050,1068])). % 129.64/129.51 cnf(6208,plain, % 129.64/129.51 (E(f11(a39,f11(a39,f11(a39,f11(a39,f11(a39,f2(a39),x62081),x62082),x62083),x62084),x62085),f2(a39))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,5953,4787,4674,5499,5549,5719,6101,6129,6132,4470,6011,6153,6187,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,6050,6163,6171,6179,6182,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,6112,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,5774,1993,5747,6068,551,552,2186,5564,2020,2793,5686,5963,6093,6141,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,5632,2016,5803,5908,2417,2531,2445,2133,2474,362,6071,2092,2692,5374,5429,5435,2005,2199,177,4390,2908,5862,3237,2112,5641,5675,2795,5528,2370,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,5943,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2442,6168,2151,5543,5664,3231,370,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,441,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,2373,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,5038,4719,5535,5194,3974,4537,4886,4853,4770,158,326,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,6014,361,398,375,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,316,275,312,159,232,328,228,231,276,220,329,308,296,229,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241,742,1244,1431,1310,671,1056,1228,1299,1301,1230,1231,1229,1300,1527,1525,1533,1050,1068,1789,609])). % 129.64/129.51 cnf(6210,plain, % 129.64/129.51 (~P6(a38,f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),f30(f30(f12(a38),x62101),a27)),a27),x62101)), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,5953,4787,4674,5499,5549,5719,6101,6129,6132,4470,6011,6153,6187,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,6050,6163,6171,6179,6182,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,6112,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,5774,1993,5747,6068,551,552,2186,5564,2020,2793,5686,5963,6093,6141,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,5632,2016,5803,5908,2417,2531,2445,2133,2474,362,6071,2092,2692,5374,5429,5435,2005,2199,177,4390,2908,5862,3237,2112,5641,5675,2795,5528,2370,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,5943,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2442,6168,2151,5543,5664,3231,370,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,441,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,2373,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,5038,4719,5535,5194,3974,4537,4886,4853,4770,158,326,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,6014,361,398,375,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,316,275,312,159,232,328,228,231,276,220,329,308,296,229,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241,742,1244,1431,1310,671,1056,1228,1299,1301,1230,1231,1229,1300,1527,1525,1533,1050,1068,1789,609,1258])). % 129.64/129.51 cnf(6217,plain, % 129.64/129.51 (~P6(a38,f13(a38,f30(f30(f12(a38),x62171),x62172),f13(a38,f30(f30(f12(a38),f11(a38,x62173,x62171)),x62172),f13(a38,a27,x62174))),f13(a38,f30(f30(f12(a38),x62173),x62172),x62174))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,5953,4787,4674,5499,5549,5719,6101,6129,6132,4470,6011,6153,6187,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,6050,6163,6171,6179,6182,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,6112,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,5774,1993,5747,6068,551,552,2186,5564,2020,2793,5686,5963,6093,6141,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,5632,2016,5803,5908,2417,2531,2445,2133,2474,362,6071,2092,2692,5374,5429,5435,2005,2199,177,4390,2908,5862,3237,2112,5641,5675,2795,5528,2370,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,5943,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2442,6168,2151,5543,5664,3231,370,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,441,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,2373,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5069,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,5038,4719,5535,5194,3974,4537,4886,4853,4770,158,326,3074,2515,246,2087,2522,2550,325,1957,2079,2172,364,5974,6005,6014,361,398,375,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,316,275,312,159,232,328,228,231,276,220,329,308,296,229,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241,742,1244,1431,1310,671,1056,1228,1299,1301,1230,1231,1229,1300,1527,1525,1533,1050,1068,1789,609,1258,1259,1188,1695])). % 129.64/129.51 cnf(6221,plain, % 129.64/129.51 (~P7(a1,f2(a1),f11(a1,x62211,x62211))), % 129.64/129.51 inference(scs_inference,[],[3619,4533,5363,5423,5426,5441,5444,5451,5454,5470,5520,5574,5579,5606,5637,5674,5693,5777,5782,5785,5842,6028,6065,3792,4008,3463,3882,4229,5805,4244,134,3607,2046,4993,5727,5302,3817,4737,3072,5113,4876,5059,5345,5432,5476,5504,5513,5558,5568,5588,5617,5650,5711,5953,4787,4674,5499,5549,5719,6101,6129,6132,4470,6011,6153,6187,4576,5771,5187,5110,4888,4727,5091,3896,5593,2958,2038,5810,2040,2036,2688,3240,1799,5980,5986,6050,6163,6171,6179,6182,1801,6059,537,2382,5420,5554,5700,5764,5874,6001,6112,241,2679,5366,5384,5510,5557,5667,5806,5824,5836,5856,5912,3123,5371,5438,5774,1993,5747,6068,551,552,2186,5564,2020,2793,5686,5963,6093,6141,243,3088,3415,365,3629,5763,2760,2231,2945,399,380,242,178,176,3527,5632,2016,5803,5908,2417,2531,2445,2133,2474,362,6071,2092,2692,5374,5429,5435,2005,2199,177,4390,2908,5862,3237,2112,5641,5675,2795,5528,2370,4323,4415,2193,5587,5646,2586,2216,5706,2007,2414,5943,390,5788,5793,5795,5797,5799,5801,5808,5812,5814,5816,5818,5820,5822,5826,5828,5830,5832,5834,5838,5840,5844,5846,5848,5850,5852,5854,5858,5860,5864,5866,5868,5870,5872,5876,5878,5880,5882,5884,5886,5888,5890,5892,5894,5896,5898,5900,5902,5904,5906,5910,5914,5918,5920,5922,5924,5926,5928,5930,5932,4252,2755,4180,5491,3634,5689,3880,4238,3278,3525,6042,2442,6168,2151,5543,5664,3231,370,248,250,249,410,3769,3744,3594,3626,5412,5481,5494,4421,2835,2236,2424,555,5567,367,2209,2189,3347,2873,441,1948,2527,2072,5298,2566,5211,3101,4851,5394,4840,4865,5584,5148,5062,5219,4812,5377,4636,3794,2373,4641,4729,4895,4899,4923,4971,4979,4999,5175,4943,4704,4517,4890,5017,5304,4629,4758,4365,4747,4755,5611,4802,5236,5046,4487,4614,4623,5507,4497,5069,5094,4686,4597,5603,4605,5722,5744,4584,4742,4464,4654,4581,4672,2868,5319,4732,5038,4719,5535,5194,3974,4537,5125,4886,4853,4770,158,326,3074,2515,246,327,2087,2522,2550,325,1957,2079,2172,364,5974,6005,6014,361,398,375,244,272,3194,185,174,273,371,4846,4867,4872,4874,4878,4880,4882,4893,4903,4905,4907,4911,4917,4919,4921,4925,4927,4929,4931,4933,4935,4939,4941,4945,4947,4949,4951,4953,4955,4957,4959,4961,4963,4965,4969,4973,4975,4977,4981,4983,4985,4991,4995,4997,5003,5005,5007,5011,5013,5015,5019,2286,2247,143,4863,4884,5009,230,293,316,275,312,159,232,328,228,231,276,220,329,308,296,229,314,527,153,321,320,1146,1362,1355,1255,11,1007,998,690,599,1080,737,800,870,789,853,562,787,856,1141,1017,773,602,1364,689,725,605,1082,1352,996,796,852,1075,577,564,997,1073,944,607,590,580,739,784,579,563,1842,855,1012,859,945,1873,692,1138,1086,785,995,780,1139,705,1137,1254,738,854,1133,1134,999,696,1074,858,684,578,874,25,13,14,10,2,1002,943,584,942,1370,1165,804,1116,1662,893,847,1289,620,828,1117,645,717,1661,1683,947,948,896,1187,1123,1699,589,949,745,1366,1693,1680,791,1694,622,885,646,733,1376,1697,952,1682,1701,1189,1162,940,1663,1660,951,757,718,877,1121,1160,1130,1163,1290,1375,1702,1698,1368,1700,1681,1118,1166,1135,923,1035,794,1164,1161,1696,744,1091,1704,1167,1716,647,1076,878,1119,730,807,802,724,726,69,1372,91,130,102,115,118,61,67,132,62,79,90,124,101,72,128,64,77,85,125,104,82,95,86,94,3,129,131,68,108,71,88,107,99,74,87,70,106,92,109,117,63,93,120,110,96,111,73,123,114,113,84,97,60,78,76,119,121,81,126,122,89,65,103,116,105,133,75,112,83,80,100,66,127,1183,1421,1414,850,932,1528,1420,1345,929,1240,851,1415,1096,1400,1394,1416,1208,1423,1213,741,1346,1201,1312,1202,848,967,1392,1242,970,969,1417,815,1186,823,769,817,1152,1233,1429,1154,849,1243,1153,740,661,971,670,845,976,930,1237,1203,977,1422,1245,1247,846,1313,1151,1155,1232,973,1122,842,972,1211,843,974,1311,968,910,1241,742,1244,1431,1310,671,1056,1228,1299,1301,1230,1231,1229,1300,1527,1525,1533,1050,1068,1789,609,1258,1259,1188,1695,889,1185])). % 129.64/129.51 cnf(6238,plain, % 129.64/129.51 (P6(a39,x62381,f13(a39,f13(a39,x62382,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x62383,x62381),x62384),x62384),f3(a39)),f3(a39))),x62385))), % 129.64/129.51 inference(rename_variables,[],[5431])). % 129.64/129.51 cnf(6240,plain, % 129.64/129.51 (~P7(a39,f13(a39,f13(a39,f13(a39,x62401,x62402),f13(a39,f13(a39,f13(a39,f3(a39),f3(a39)),x62403),f3(a39))),x62404),x62401)), % 129.64/129.51 inference(scs_inference,[],[5698,5431,1362,1146])). % 129.64/129.51 cnf(6249,plain, % 129.64/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x62491,x62491)),x62492),x62493),x62493)), % 129.64/129.51 inference(rename_variables,[],[2018])). % 129.64/129.51 cnf(6252,plain, % 129.64/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x62521),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x62521),x62522)),x62522)), % 129.64/129.51 inference(rename_variables,[],[3123])). % 129.64/129.51 cnf(6254,plain, % 129.64/129.51 (~P7(a39,f13(a39,f13(a39,x62541,f13(a39,x62542,f13(a39,x62543,x62544))),x62545),x62543)), % 129.64/129.51 inference(scs_inference,[],[2018,3123,3886,4626,5698,5365,5431,1362,1146,1355,1255,800,1080,998])). % 129.64/129.51 cnf(6255,plain, % 129.64/129.51 (~P7(a39,f13(a39,f13(a39,x62551,f13(a39,x62552,x62553)),x62554),x62553)), % 129.64/129.51 inference(rename_variables,[],[3886])). % 129.64/129.51 cnf(6257,plain, % 129.64/129.51 (~E(f25(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f2(a38))), % 129.64/129.51 inference(scs_inference,[],[2018,3123,3886,4323,4626,5698,5365,5431,1362,1146,1355,1255,800,1080,998,602])). % 129.64/129.51 cnf(6264,plain, % 129.64/129.51 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,x62641,x62642),x62643),f3(a39)),x62643),x62642)), % 129.64/129.51 inference(rename_variables,[],[3715])). % 129.64/129.51 cnf(6266,plain, % 129.64/129.51 (P7(a39,x62661,f13(a39,f13(a39,x62662,f13(a39,f13(a39,x62661,x62663),x62664)),f3(a39)))), % 129.64/129.51 inference(scs_inference,[],[2018,3123,1993,1996,3886,4323,2458,3715,4626,5698,5365,5431,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075])). % 129.64/129.51 cnf(6267,plain, % 129.64/129.51 (P7(a39,x62671,f13(a39,f13(a39,x62672,f13(a39,x62671,x62673)),f3(a39)))), % 129.64/129.51 inference(rename_variables,[],[1993])). % 129.64/129.51 cnf(6273,plain, % 129.64/129.51 (P6(a39,x62731,f13(a39,x62732,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x62731,x62733),x62734),x62734),f3(a39)),f3(a39))))), % 129.64/129.51 inference(rename_variables,[],[5710])). % 129.64/129.51 cnf(6275,plain, % 129.64/129.51 (~P6(a38,f3(a38),f17(f18(a38,f2(a1))))), % 129.64/129.51 inference(scs_inference,[],[5710,2990,2018,3123,1993,1996,3886,4323,2458,3715,4626,5323,5698,5365,5431,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856])). % 129.64/129.51 cnf(6277,plain, % 129.64/129.51 (~P6(a39,f13(a39,f13(a39,f13(a39,x62771,f11(a39,x62772,x62773)),x62773),f3(a39)),x62772)), % 129.64/129.51 inference(scs_inference,[],[5710,2990,2018,3123,1993,1996,3886,4323,2458,3715,6264,4626,5323,5698,5365,5431,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141])). % 129.64/129.51 cnf(6278,plain, % 129.64/129.51 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,x62781,x62782),x62783),f3(a39)),x62783),x62782)), % 129.64/129.51 inference(rename_variables,[],[3715])). % 129.64/129.51 cnf(6284,plain, % 129.64/129.51 (~P6(a39,f13(a39,x62841,f13(a39,x62842,f13(a39,x62843,f3(a39)))),x62843)), % 129.64/129.51 inference(scs_inference,[],[5396,5710,2990,2018,3123,1993,1996,1972,3886,4323,2458,3715,6264,4626,5323,6143,5698,5365,5431,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012])). % 129.64/129.51 cnf(6285,plain, % 129.64/129.51 (~P7(a39,f13(a39,x62851,f13(a39,x62852,x62853)),x62853)), % 129.64/129.51 inference(rename_variables,[],[1972])). % 129.64/129.51 cnf(6287,plain, % 129.64/129.51 (~E(f13(a39,x62871,f13(a39,x62872,f13(a39,x62873,f3(a39)))),x62873)), % 129.64/129.51 inference(scs_inference,[],[5396,5710,2990,2018,3123,1993,1996,1972,6285,3886,4323,2458,3715,6264,4626,5323,6143,5698,5365,5431,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870])). % 129.64/129.51 cnf(6291,plain, % 129.64/129.51 (P7(a39,x62911,f13(a39,f13(a39,x62912,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x62911,f3(a39)),x62913),x62913),f3(a39)),f3(a39))),x62914))), % 129.64/129.51 inference(rename_variables,[],[5475])). % 129.64/129.51 cnf(6294,plain, % 129.64/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x62941),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x62941),x62942)),x62942)), % 129.64/129.51 inference(rename_variables,[],[3123])). % 129.64/129.51 cnf(6301,plain, % 129.64/129.51 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x63011,x63011)),x63012),f13(a38,a27,x63013)),x63013)), % 129.64/129.51 inference(rename_variables,[],[4581])). % 129.64/129.51 cnf(6306,plain, % 129.64/129.51 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x63061),f9(a38,f3(a38)))),f9(a38,f3(a38))),x63061)), % 129.64/129.51 inference(rename_variables,[],[5483])). % 129.64/129.51 cnf(6308,plain, % 129.64/129.51 (~P7(a39,f13(a39,f13(a39,x63081,f13(a39,x63082,f13(a39,x63083,x63084))),x63085),x63084)), % 129.64/129.51 inference(scs_inference,[],[5396,5710,5483,5677,5970,2990,2018,3123,6252,1993,1996,1972,6285,3886,6255,4323,2458,4581,3715,6264,6278,4626,5323,6143,5698,5365,5431,5475,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997])). % 129.64/129.51 cnf(6309,plain, % 129.64/129.51 (~P7(a39,f13(a39,f13(a39,x63091,f13(a39,x63092,x63093)),x63094),x63093)), % 129.64/129.51 inference(rename_variables,[],[3886])). % 129.64/129.51 cnf(6316,plain, % 129.64/129.51 (E(f13(a39,f13(a39,x63161,f11(a39,f13(a39,x63162,f3(a39)),f3(a39))),x63163),f13(a39,f11(a39,f13(a39,f13(a39,x63161,f11(a39,f13(a39,x63162,f3(a39)),f3(a39))),x63163),x63162),x63162))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,5710,5483,5677,5970,2990,2018,2318,3123,6252,1993,1996,1972,6285,3886,6255,4323,2458,4581,3715,6264,6278,4626,5323,6143,5698,5365,5431,5475,5595,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842])). % 129.64/129.51 cnf(6327,plain, % 129.64/129.51 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,x63271,x63272),x63273),f3(a39)),x63273),x63272)), % 129.64/129.51 inference(rename_variables,[],[3715])). % 129.64/129.51 cnf(6329,plain, % 129.64/129.51 (P6(a39,x63291,f13(a39,x63292,f13(a39,f13(a39,x63291,f3(a39)),f3(a39))))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,5710,5483,5677,5970,2990,2018,2318,3123,6252,1993,1996,1972,6285,2133,3886,6255,4323,2458,4581,3715,6264,6278,4626,4913,5323,6143,6208,5698,5365,5431,5475,5595,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082])). % 129.64/129.51 cnf(6332,plain, % 129.64/129.51 (P7(a39,x63321,f13(a39,f13(a39,x63322,f13(a39,x63323,f13(a39,x63321,f3(a39)))),x63324))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,5710,5483,5677,5970,2990,2018,2318,3123,6252,1993,1996,1972,6285,2133,3886,6255,6309,4323,2458,4581,3715,6264,6278,4626,4913,5323,6143,6208,5698,5365,5431,5475,5595,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944])). % 129.64/129.51 cnf(6333,plain, % 129.64/129.51 (~P7(a39,f13(a39,f13(a39,x63331,f13(a39,x63332,x63333)),x63334),x63333)), % 129.64/129.51 inference(rename_variables,[],[3886])). % 129.64/129.51 cnf(6337,plain, % 129.64/129.51 (~E(f17(f25(a38,a27,a27)),f2(a38))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,5710,5483,5677,5970,2990,2018,2318,3123,6252,1993,1996,1972,6285,2133,3886,6255,6309,4323,2458,4581,3715,6264,6278,4626,4913,5323,6143,6208,2947,5698,5365,5431,5475,5595,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564])). % 129.64/129.51 cnf(6339,plain, % 129.64/129.51 (~P7(a39,f13(a39,x63391,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x63392,f3(a39)),x63393),x63393),f3(a39)),f3(a39))),x63392)), % 129.64/129.51 inference(scs_inference,[],[5396,4186,5710,5483,5677,5970,2990,2018,2318,3123,6252,1993,1996,1972,6285,2133,3886,6255,6309,4323,2458,4581,3715,6264,6278,4626,4913,5323,6143,6208,2947,5698,5365,5431,5475,6291,5595,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133])). % 129.64/129.51 cnf(6340,plain, % 129.64/129.51 (P7(a39,x63401,f13(a39,f13(a39,x63402,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x63401,f3(a39)),x63403),x63403),f3(a39)),f3(a39))),x63404))), % 129.64/129.51 inference(rename_variables,[],[5475])). % 129.64/129.51 cnf(6342,plain, % 129.64/129.51 (~E(f11(a39,f13(a39,f13(a39,f13(a39,x63421,x63422),x63423),f3(a39)),x63423),x63422)), % 129.64/129.51 inference(scs_inference,[],[5396,4186,5710,5483,5677,5970,2990,2018,2318,3123,6252,1993,1996,1972,6285,2133,3886,6255,6309,4323,2458,4581,3715,6264,6278,6327,4626,4913,5323,6143,6208,2947,5698,5365,5431,5475,6291,5595,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605])). % 129.64/129.51 cnf(6348,plain, % 129.64/129.51 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x63481,x63482)),x63483),f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x63482,x63481)),x63483),x63484))),x63484)), % 129.64/129.51 inference(scs_inference,[],[5396,4186,5710,5483,5677,5970,2990,3064,2018,2318,3123,6252,1993,1996,1972,6285,2133,3886,6255,6309,4323,2458,2864,4581,3715,6264,6278,6327,4626,4913,5323,6143,6208,2947,5698,5365,5431,5475,6291,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780])). % 129.64/129.51 cnf(6352,plain, % 129.64/129.51 (P6(a39,f11(a39,f13(a39,f2(a39),f3(a39)),f13(a39,f2(a39),f3(a39))),f2(a39))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,5710,5483,5677,5970,2990,3064,2018,2318,3123,6252,1993,1996,1972,6285,2133,3886,6255,6309,4323,2458,2864,4581,3715,6264,6278,6327,4626,4913,5323,6143,6208,2947,5698,5365,5431,5475,6291,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945])). % 129.64/129.51 cnf(6354,plain, % 129.64/129.51 (P6(a39,x63541,f13(a39,f13(a39,x63542,f11(a39,f13(a39,f13(a39,x63543,x63541),f3(a39)),f3(a39))),x63544))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,5710,5483,5677,5970,2990,3064,2018,2318,3123,6252,1993,1996,1972,6285,2133,3886,6255,6309,4323,2458,2864,4581,3715,6264,6278,6327,4626,4913,5323,6143,6208,2947,5698,5365,5431,5475,6291,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073])). % 129.64/129.51 cnf(6355,plain, % 129.64/129.51 (P6(a39,x63551,f13(a39,f13(a39,x63552,f11(a39,f13(a39,x63551,f3(a39)),f3(a39))),x63553))), % 129.64/129.51 inference(rename_variables,[],[4186])). % 129.64/129.51 cnf(6357,plain, % 129.64/129.51 (P7(a39,x63571,f13(a39,f13(a39,x63572,f11(a39,f13(a39,f13(a39,x63571,f3(a39)),f3(a39)),f3(a39))),x63573))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,5710,5483,5677,5970,2990,3064,2018,2318,3123,6252,1993,1996,1972,6285,2133,3886,6255,6309,4323,2458,2864,4581,3715,6264,6278,6327,4626,4913,5323,6143,6208,2947,5698,5365,5431,5475,6291,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086])). % 129.64/129.51 cnf(6358,plain, % 129.64/129.51 (P6(a39,x63581,f13(a39,f13(a39,x63582,f11(a39,f13(a39,x63581,f3(a39)),f3(a39))),x63583))), % 129.64/129.51 inference(rename_variables,[],[4186])). % 129.64/129.51 cnf(6364,plain, % 129.64/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x63641,x63641)),x63642),x63643),x63643)), % 129.64/129.51 inference(rename_variables,[],[2018])). % 129.64/129.51 cnf(6366,plain, % 129.64/129.51 (~P6(a39,f13(a39,f13(a39,x63661,f11(a39,f13(a39,f13(a39,x63662,f3(a39)),f3(a39)),f3(a39))),x63663),x63662)), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,5710,5483,5677,5970,2990,3064,2018,6249,2318,3123,6252,1993,1996,1972,6285,2133,3886,6255,6309,4323,2458,2864,4581,4676,3715,6264,6278,6327,4626,4913,5323,6143,6208,2947,5698,5365,5431,5475,6291,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134])). % 129.64/129.51 cnf(6367,plain, % 129.64/129.51 (P6(a39,x63671,f13(a39,f13(a39,x63672,f11(a39,f13(a39,x63671,f3(a39)),f3(a39))),x63673))), % 129.64/129.51 inference(rename_variables,[],[4186])). % 129.64/129.51 cnf(6373,plain, % 129.64/129.51 (~E(f13(a39,x63731,f11(a39,f13(a39,f13(a39,f2(a39),x63732),f3(a39)),x63732)),x63731)), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,5710,5483,5677,5970,2990,3064,2018,6249,2318,3123,6252,1993,1996,2568,1972,6285,2133,3886,6255,6309,4323,2458,2864,4328,4581,4676,3715,6264,6278,6327,4626,4913,5323,6143,6208,2947,5698,5365,5431,5475,6291,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692])). % 129.64/129.51 cnf(6379,plain, % 129.64/129.51 (~P7(a39,x63791,f11(a39,f11(a39,f11(a39,f11(a39,f11(a39,f11(a39,x63791,x63792),x63793),x63794),x63795),x63796),x63797))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,5710,5483,5677,5970,2990,3064,2018,6249,2318,3123,6252,1993,1996,2568,1972,6285,2133,3886,6255,6309,4323,2458,2864,4328,4581,4676,5132,3715,6264,6278,6327,4626,4913,5323,6143,6208,2947,5506,5698,5365,5431,5475,6291,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999])). % 129.64/129.51 cnf(6380,plain, % 129.64/129.51 (~P7(a39,x63801,f11(a39,f11(a39,f11(a39,f11(a39,f11(a39,x63801,x63802),x63803),x63804),x63805),x63806))), % 129.64/129.51 inference(rename_variables,[],[5506])). % 129.64/129.51 cnf(6385,plain, % 129.64/129.51 (P6(a39,x63851,f13(a39,f13(a39,x63852,f11(a39,f13(a39,f13(a39,x63851,x63853),f3(a39)),f3(a39))),x63854))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,5677,5970,2990,3064,2018,6249,2318,3123,6252,1993,1996,2568,1972,6285,2133,3886,6255,6309,4323,2458,2864,4328,4581,4676,5132,3715,6264,6278,6327,4626,4913,5323,6143,6208,2947,5506,5698,5365,5431,5475,6291,3650,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074])). % 129.64/129.51 cnf(6386,plain, % 129.64/129.51 (P6(a39,x63861,f13(a39,f13(a39,x63862,f11(a39,f13(a39,x63861,f3(a39)),f3(a39))),x63863))), % 129.64/129.51 inference(rename_variables,[],[4186])). % 129.64/129.51 cnf(6388,plain, % 129.64/129.51 (~P7(a39,x63881,f13(a39,f30(f30(f12(a39),f11(a39,x63882,x63882)),x63883),f2(a39)))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1972,6285,2133,3886,6255,6309,4323,2458,2864,4328,4581,4676,5132,3715,6264,6278,6327,4626,4913,5323,6143,6208,2947,5506,5698,5365,5431,5475,6291,3650,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696])). % 129.64/129.51 cnf(6389,plain, % 129.64/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x63891,x63891)),x63892),x63893),x63893)), % 129.64/129.51 inference(rename_variables,[],[2018])). % 129.64/129.51 cnf(6392,plain, % 129.64/129.51 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,x63921,x63922),x63923),f3(a39)),x63923),x63922)), % 129.64/129.51 inference(rename_variables,[],[3715])). % 129.64/129.51 cnf(6396,plain, % 129.64/129.51 (~E(f13(a39,f13(a39,x63961,f13(a39,x63962,f13(a39,x63963,f3(a39)))),x63964),f2(a39))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1972,6285,2133,3886,6255,6309,6333,4323,2458,2864,4328,4581,4676,5132,3715,6264,6278,6327,4626,4913,5323,6143,6208,2947,5506,5698,5365,5431,5475,6291,3650,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874])). % 129.64/129.51 cnf(6397,plain, % 129.64/129.51 (~P7(a39,f13(a39,f13(a39,x63971,f13(a39,x63972,x63973)),x63974),x63973)), % 129.64/129.51 inference(rename_variables,[],[3886])). % 129.64/129.51 cnf(6399,plain, % 129.64/129.51 (P6(a39,x63991,f11(a39,f13(a39,f13(a39,f13(a39,x63992,x63991),x63993),f3(a39)),x63993))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1972,6285,2133,3886,6255,6309,6333,4323,2458,2864,4328,4581,4676,5132,3715,6264,6278,6327,6392,4626,4913,5323,6143,6208,2947,5506,5698,5365,5431,5475,6291,3650,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738])). % 129.64/129.51 cnf(6402,plain, % 129.64/129.51 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x64021),f9(a38,f3(a38)))),f9(a38,f3(a38))),x64021)), % 129.64/129.51 inference(rename_variables,[],[5483])). % 129.64/129.51 cnf(6407,plain, % 129.64/129.51 (~E(f30(f30(f22(a38),f3(a38)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f9(a38,f30(f30(f22(a38),f9(a38,f30(f30(f12(a38),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),a40))),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,6306,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1972,6285,2133,3886,6255,6309,6333,4323,2458,2864,4328,4581,4676,5132,3715,6264,6278,6327,6392,4626,4913,5323,6143,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684])). % 129.64/129.51 cnf(6409,plain, % 129.64/129.51 (~E(f13(a39,f13(a39,f11(a39,f13(a39,x64091,x64092),f11(a39,f3(a39),f3(a39))),f11(a39,f3(a39),f3(a39))),f3(a39)),x64091)), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,6306,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1972,6285,2133,3886,6255,6309,6333,4323,2458,3749,2864,4328,4581,4676,5132,3715,6264,6278,6327,6392,4626,4913,5323,6143,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13])). % 129.64/129.51 cnf(6411,plain, % 129.64/129.51 (~E(f11(a39,f13(a39,f13(a39,f13(a39,f11(a39,x64111,x64112),x64112),x64113),f3(a39)),x64113),x64111)), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,6306,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1972,6285,2133,3886,6255,6309,6333,4323,2458,3749,2864,4328,4581,4676,5132,3715,6264,6278,6327,6392,4626,4913,5323,5405,6143,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25])). % 129.64/129.51 cnf(6413,plain, % 129.64/129.51 (~E(f13(a39,f13(a39,f13(a39,x64131,x64132),f3(a39)),x64133),x64132)), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,6306,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1972,6285,2133,3886,6255,6309,6333,4323,2458,3749,2864,4328,4581,4530,4676,5132,3715,6264,6278,6327,6392,4626,4913,5323,5405,6143,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14])). % 129.64/129.51 cnf(6415,plain, % 129.64/129.51 (E(x64151,f13(a39,f18(a1,f2(a39)),x64151))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,6306,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1907,1972,6285,2133,3886,6255,6309,6333,4323,2458,3749,2864,4328,4581,4530,4676,5132,3715,6264,6278,6327,6392,4626,4913,5323,5405,6143,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,5595,6173,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2])). % 129.64/129.51 cnf(6416,plain, % 129.64/129.51 (P7(a38,f11(a38,x64161,f25(a38,f13(a38,a27,f30(f30(f12(a38),f9(a38,f11(a38,x64162,x64161))),a27)),a27)),x64162)), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,6306,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1907,1972,6285,2133,3886,6255,6309,6333,4323,2458,3749,2864,4328,4581,4530,4676,5132,3715,6264,6278,6327,6392,4626,4913,5323,5405,6143,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,6027,5595,6173,143,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530])). % 129.64/129.51 cnf(6417,plain, % 129.64/129.51 (P7(a38,x64171,f25(a38,f13(a38,a27,f30(f30(f12(a38),x64171),a27)),a27))), % 129.64/129.51 inference(rename_variables,[],[6027])). % 129.64/129.51 cnf(6419,plain, % 129.64/129.51 (P7(a38,x64191,f13(a38,x64192,f25(a38,f13(a38,a27,f30(f30(f12(a38),f9(a38,f11(a38,x64191,x64192))),a27)),a27)))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,6306,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1907,1972,6285,2133,3886,6255,6309,6333,4323,2458,3749,2864,4328,4581,4530,4676,5132,3715,6264,6278,6327,6392,4626,4913,5323,5405,6143,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,6027,6417,5595,6173,143,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529])). % 129.64/129.51 cnf(6420,plain, % 129.64/129.51 (P7(a38,x64201,f25(a38,f13(a38,a27,f30(f30(f12(a38),x64201),a27)),a27))), % 129.64/129.51 inference(rename_variables,[],[6027])). % 129.64/129.51 cnf(6423,plain, % 129.64/129.51 (~P6(a38,f30(f30(f12(a38),f25(a38,f13(a38,a27,x64231),f9(a38,f3(a38)))),f9(a38,f3(a38))),x64231)), % 129.64/129.51 inference(rename_variables,[],[5490])). % 129.64/129.51 cnf(6427,plain, % 129.64/129.51 (~P7(a38,f30(f30(f12(a38),f25(a38,f13(a38,a27,x64271),f9(a38,f3(a38)))),f9(a38,f3(a38))),x64271)), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,6306,5551,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1907,1972,6285,2133,3886,6255,6309,6333,4323,2458,3749,2864,4328,4581,4530,4676,5132,3715,6264,6278,6327,6392,4626,4913,5323,5405,6143,5490,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,6027,6417,5595,6173,244,273,143,328,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165])). % 129.64/129.51 cnf(6428,plain, % 129.64/129.51 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x64281,f9(a38,f3(a38)))),f9(a38,f3(a38)))),x64281)), % 129.64/129.51 inference(rename_variables,[],[5551])). % 129.64/129.51 cnf(6433,plain, % 129.64/129.51 (~P7(a38,f25(a38,f25(a38,a27,a27),f25(a38,a27,a27)),f2(a38))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,5710,5483,6306,5551,5677,5970,2990,3064,2018,6249,6364,2318,3123,6252,1993,1996,2568,1907,1972,6285,2133,3886,6255,6309,6333,4323,2458,3749,2864,5177,4328,4581,248,4530,4676,5132,3715,6264,6278,6327,6392,4626,4913,5323,5405,6143,5802,5907,5490,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,6027,6417,5595,6173,244,273,143,328,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804])). % 129.64/129.51 cnf(6437,plain, % 129.64/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x64371,x64371)),x64372),x64373),x64373)), % 129.64/129.51 inference(rename_variables,[],[2018])). % 129.64/129.51 cnf(6441,plain, % 129.64/129.51 (P6(a39,x64411,f13(a39,f13(a39,x64412,f11(a39,f13(a39,x64411,f3(a39)),f3(a39))),x64413))), % 129.64/129.51 inference(rename_variables,[],[4186])). % 129.64/129.51 cnf(6443,plain, % 129.64/129.51 (~E(f30(f30(f12(a38),f25(a38,f13(a39,f2(a39),f3(a39)),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f2(a39))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,6386,5710,5483,6306,5551,5677,5970,2990,3064,2018,6249,6364,6389,2318,3123,6252,1993,1996,2568,1907,1972,6285,2133,3886,6255,6309,6333,4323,2458,3749,2864,5177,4328,4581,248,4530,4676,5132,3715,6264,6278,6327,6392,2151,555,4632,4626,4913,5323,5405,6143,5531,5802,5907,5490,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,6027,6417,5595,6173,244,273,143,328,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942])). % 129.64/129.51 cnf(6445,plain, % 129.64/129.51 (E(x64451,f13(a39,f2(a39),x64451))), % 129.64/129.51 inference(rename_variables,[],[2151])). % 129.64/129.51 cnf(6448,plain, % 129.64/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x64481,x64481)),x64482),x64483),x64483)), % 129.64/129.51 inference(rename_variables,[],[2018])). % 129.64/129.51 cnf(6449,plain, % 129.64/129.51 (P6(a39,x64491,f13(a39,f13(a39,x64492,f11(a39,f13(a39,x64491,f3(a39)),f3(a39))),x64493))), % 129.64/129.51 inference(rename_variables,[],[4186])). % 129.64/129.51 cnf(6452,plain, % 129.64/129.51 (P6(a39,x64521,f13(a39,x64522,x64521))), % 129.64/129.51 inference(rename_variables,[],[398])). % 129.64/129.51 cnf(6453,plain, % 129.64/129.51 (~E(x64531,f13(a39,f13(a39,x64532,f30(f30(f12(a38),f25(a38,x64531,f3(a38))),f3(a38))),f3(a39)))), % 129.64/129.51 inference(rename_variables,[],[3754])). % 129.64/129.51 cnf(6466,plain, % 129.64/129.51 (~E(f13(a38,f30(f30(f12(a38),x64661),x64662),f13(a39,f2(a39),f3(a39))),f13(a38,f30(f30(f12(a38),x64661),x64662),f2(a39)))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,6386,6441,5710,5483,6306,5551,5677,5970,2990,3240,241,3064,2018,6249,6364,6389,6437,2318,2020,3123,6252,1993,1996,2568,1907,178,1972,6285,2321,2133,3886,6255,6309,6333,4323,2458,3749,2864,368,3754,5177,4328,4581,248,4530,4676,5132,3715,6264,6278,6327,6392,2151,555,4632,4626,4913,5323,5405,6143,5531,5802,5662,5907,5490,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,6027,6417,5595,6173,398,244,273,143,328,231,220,308,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661])). % 129.64/129.51 cnf(6470,plain, % 129.64/129.51 (~E(f30(f30(f12(a38),f11(a38,x64701,x64702)),x64703),f13(a38,f30(f30(f12(a38),f11(a38,x64701,x64702)),x64703),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,6386,6441,5710,5483,6306,5804,5551,5677,5970,2990,3240,241,3064,2018,6249,6364,6389,6437,2318,2020,3123,6252,1993,1996,2568,1907,178,1972,6285,2321,2133,3886,6255,6309,6333,4323,2458,3749,2864,368,3754,5177,4328,4581,248,4530,4676,5132,3715,6264,6278,6327,6392,2151,555,4632,4626,4913,5323,5405,6143,5531,5583,5802,5662,5907,5490,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,6027,6417,5595,6173,398,244,273,143,328,231,220,308,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680])). % 129.64/129.51 cnf(6474,plain, % 129.64/129.51 (P6(a39,x64741,f13(a39,f13(a39,x64742,f11(a39,f13(a39,x64741,f3(a39)),f3(a39))),x64743))), % 129.64/129.51 inference(rename_variables,[],[4186])). % 129.64/129.51 cnf(6477,plain, % 129.64/129.51 (~P7(a39,f13(a39,f13(a39,x64771,f13(a39,x64772,x64773)),x64774),x64773)), % 129.64/129.51 inference(rename_variables,[],[3886])). % 129.64/129.51 cnf(6478,plain, % 129.64/129.51 (P7(a39,x64781,f13(a39,f13(a39,f13(a39,x64781,f3(a39)),x64782),f3(a39)))), % 129.64/129.51 inference(rename_variables,[],[2382])). % 129.64/129.51 cnf(6480,plain, % 129.64/129.51 (~P6(a38,f13(a38,f30(f30(f12(a38),x64801),x64802),f13(a38,f30(f30(f12(a38),f11(a38,x64803,f11(a38,x64801,x64804))),x64802),f13(a38,a27,x64805))),f13(a38,f30(f30(f12(a38),x64804),x64802),f13(a38,f30(f30(f12(a38),x64803),x64802),x64805)))), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,6386,6441,6449,5710,5483,6306,5804,5551,5677,5970,2990,3240,241,3064,2018,6249,6364,6389,6437,2382,2318,2020,3123,6252,1993,1996,2568,1907,178,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3749,2864,2199,368,3754,5177,4328,4581,248,4530,4676,5132,3715,6264,6278,6327,6392,2151,555,4632,4626,4913,5323,5405,6143,5531,5583,5802,5662,5907,5490,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,6217,6027,6417,5595,6173,398,244,273,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697])). % 129.64/129.51 cnf(6483,plain, % 129.64/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,x64831,x64831),f13(a39,f2(a39),f11(a39,x64831,x64831)))),x64832),f13(a39,f30(f30(f12(a39),f13(a39,f2(a39),f11(a39,x64831,x64831))),x64832),x64833)),x64833)), % 129.64/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,6386,6441,6449,5710,5483,6306,5804,5551,5677,5970,2990,3240,241,3064,2018,6249,6364,6389,6437,6448,2382,2318,2020,3123,6252,1993,1996,2568,1907,178,1931,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3749,2864,2199,368,3754,5177,4328,4581,248,4530,4676,5132,3715,6264,6278,6327,6392,2151,555,4632,4626,4913,5323,5405,6143,5531,5583,5802,5662,5907,5490,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,3650,6217,6027,6417,5595,6173,398,244,273,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663])). % 129.64/129.51 cnf(6484,plain, % 129.64/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x64841,x64841)),x64842),x64843),x64843)), % 129.64/129.51 inference(rename_variables,[],[2018])). % 129.64/129.51 cnf(6485,plain, % 129.64/129.51 (P6(a39,f13(a39,f2(a39),x64851),x64851)), % 129.64/129.51 inference(rename_variables,[],[1931])). % 129.64/129.51 cnf(6488,plain, % 129.64/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x64881),f13(a39,f30(f30(f12(a39),f2(a39)),x64881),x64882)),x64882)), % 129.64/129.51 inference(rename_variables,[],[2186])). % 129.64/129.51 cnf(6489,plain, % 129.64/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x64891,x64891)),x64892),x64893),x64893)), % 129.64/129.51 inference(rename_variables,[],[2018])). % 129.64/129.51 cnf(6491,plain, % 129.64/129.51 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x64911,x64912)),x64913),f13(a38,a27,f13(a38,f30(f30(f12(a38),x64914),x64913),x64915))),f13(a38,f30(f30(f12(a38),f11(a38,x64914,f11(a38,x64912,x64911))),x64913),x64915))), % 129.81/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,6386,6441,6449,5710,5483,6306,5804,5551,5677,5970,2990,3240,241,3064,2018,6249,6364,6389,6437,6448,6484,2382,2318,2020,3123,6252,1993,1996,2568,2186,1907,178,1931,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3749,2864,2199,368,3754,5177,4328,4581,248,4530,4676,5132,3715,6264,6278,6327,6392,2151,555,4632,4626,4913,5323,5405,6143,5531,5583,5802,5662,5907,5490,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,5688,3650,6217,6027,6417,5595,6173,398,244,273,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701])). % 129.81/129.51 cnf(6494,plain, % 129.81/129.51 (E(f2(a1),f11(a1,x64941,x64941))), % 129.81/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,6386,6441,6449,5710,5483,6306,5804,5551,5677,5970,2990,3240,241,3064,2018,6249,6364,6389,6437,6448,6484,2382,2318,2020,3123,6252,1993,1996,2568,2186,1907,178,1931,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3749,2864,2199,368,3754,5177,4328,4581,248,4530,4676,5132,3715,6264,6278,6327,6392,2151,555,4632,4626,4913,5321,5323,5405,6143,5531,5583,5802,5662,5907,5490,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,5688,3650,6217,6027,6417,5595,6173,6221,398,244,273,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745])). % 129.81/129.51 cnf(6498,plain, % 129.81/129.51 (~E(f13(a39,x64981,f13(a39,f13(a39,x64982,f3(a39)),x64983)),x64983)), % 129.81/129.51 inference(rename_variables,[],[2690])). % 129.81/129.51 cnf(6503,plain, % 129.81/129.51 (P7(a1,a14,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),a14))), % 129.81/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,6386,6441,6449,6474,5710,5483,6306,5804,5551,5677,5970,2990,3240,241,3064,2018,6249,6364,6389,6437,6448,6484,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,1907,178,1931,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3749,2690,2864,2199,368,3754,5177,4328,4581,248,4530,4676,5132,3715,6264,6278,6327,6392,2151,555,4632,4626,4913,5321,5323,5405,6143,5531,5583,5802,5662,5907,5490,6208,3438,2947,5506,5698,5999,5365,5431,5475,6291,5688,3650,4796,6217,6027,6417,5595,6173,6221,398,244,273,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757])). % 129.81/129.51 cnf(6512,plain, % 129.81/129.51 (P6(a38,f25(a38,f30(f30(f12(a38),f25(a38,f2(a38),f9(a38,f3(a38)))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.81/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,6386,6441,6449,6474,4680,5710,5483,6306,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,1907,178,1931,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3527,3749,2690,2864,2199,368,3754,5177,4328,4581,248,4530,4676,5132,3715,6264,6278,6327,6392,2151,555,4632,4626,4913,5321,5323,5405,6143,5531,5583,5802,5662,5907,5490,6208,3438,2947,5973,6013,5506,5698,5999,5365,5431,5475,6291,5688,3650,4796,6217,6027,6417,5595,6173,6221,398,244,273,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947])). % 129.81/129.51 cnf(6516,plain, % 129.81/129.51 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x65161),f9(a38,f3(a38)))),f9(a38,f3(a38))),x65161)), % 129.81/129.51 inference(rename_variables,[],[5483])). % 129.81/129.51 cnf(6519,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x65191,x65191)),x65192),x65193),x65193)), % 129.81/129.51 inference(rename_variables,[],[2018])). % 129.81/129.51 cnf(6528,plain, % 129.81/129.51 (~P7(a38,f13(a38,f30(f30(f12(a38),x65281),x65282),f13(a38,a27,x65283)),f13(a38,f30(f30(f12(a38),x65281),x65282),x65283))), % 129.81/129.51 inference(scs_inference,[],[5396,4186,6355,6358,6367,6386,6441,6449,6474,4680,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,1907,178,1931,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3527,3749,2690,3400,2864,2199,368,3754,5177,3774,4328,4581,250,248,4530,4676,5132,3715,6264,6278,6327,6392,2151,555,4632,4626,4913,5321,5323,5405,6143,5531,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5506,5698,5999,5365,5431,5475,6291,5688,5428,3650,4796,6217,6027,6417,5595,6173,6221,398,244,174,273,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698])). % 129.81/129.51 cnf(6538,plain, % 129.81/129.51 (P6(a39,f13(a39,f2(a39),x65381),x65381)), % 129.81/129.51 inference(rename_variables,[],[1931])). % 129.81/129.51 cnf(6542,plain, % 129.81/129.51 (P6(a39,x65421,f13(a39,f13(a39,x65422,f11(a39,f13(a39,x65421,f3(a39)),f3(a39))),x65423))), % 129.81/129.51 inference(rename_variables,[],[4186])). % 129.81/129.51 cnf(6544,plain, % 129.81/129.51 (P6(a1,a14,f3(a1))), % 129.81/129.51 inference(scs_inference,[],[5396,4244,4186,6355,6358,6367,6386,6441,6449,6474,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,1907,178,1931,6485,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3527,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,382,4581,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,555,4632,4626,4913,5321,5323,5405,6143,5531,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5698,5999,5365,5431,5475,6291,5688,5428,3650,4796,6217,6027,6417,5595,6173,6221,398,244,174,273,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949])). % 129.81/129.51 cnf(6548,plain, % 129.81/129.51 (P6(a39,x65481,f13(a39,x65482,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x65483,f13(a39,x65481,x65484)),x65485),x65485),f3(a39)),f3(a39))))), % 129.81/129.51 inference(scs_inference,[],[5396,4244,4186,6355,6358,6367,6386,6441,6449,6474,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,1907,178,1931,6485,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3527,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,382,4581,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,555,4632,4626,4913,5321,5323,5405,6143,5531,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5698,5999,5365,5431,6238,5475,6291,5688,5428,3650,4796,6217,6027,6417,5595,6173,6221,398,244,174,273,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368])). % 129.81/129.51 cnf(6551,plain, % 129.81/129.51 (~P7(a38,f13(a38,f30(f30(f12(a38),f17(x65511)),f17(x65511)),f30(f30(f12(a38),x65512),x65512)),x65511)), % 129.81/129.51 inference(scs_inference,[],[5396,4244,4186,6355,6358,6367,6386,6441,6449,6474,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,1907,178,1931,6485,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3527,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,382,4581,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,555,4632,4626,4913,5321,5323,5405,6143,5531,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5698,5999,5365,5431,6238,5475,6291,5688,5428,3650,4796,6217,6027,6417,5595,6173,6221,398,244,174,273,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896])). % 129.81/129.51 cnf(6561,plain, % 129.81/129.51 (P6(a38,x65611,f13(a38,f30(f30(f12(a38),f17(f9(a38,x65611))),f17(f9(a38,x65611))),f30(f30(f12(a38),x65612),x65612)))), % 129.81/129.51 inference(scs_inference,[],[5396,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,1907,178,1931,6485,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3527,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,382,4581,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,2002,555,4632,4626,4913,5321,5323,5405,6143,5531,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5698,5999,5365,5431,6238,5475,6291,5688,5428,3650,4796,6217,6027,6417,5595,6173,6221,398,244,174,273,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923])). % 129.81/129.51 cnf(6562,plain, % 129.81/129.51 (P6(a38,x65621,f13(a38,f30(f30(f12(a38),f17(x65621)),f17(x65621)),f30(f30(f12(a38),x65622),x65622)))), % 129.81/129.51 inference(rename_variables,[],[1883])). % 129.81/129.51 cnf(6565,plain, % 129.81/129.51 (P7(a39,x65651,f13(a39,f13(a39,x65652,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x65651,f3(a39)),x65653),x65653),f3(a39)),f3(a39))),x65654))), % 129.81/129.51 inference(rename_variables,[],[5475])). % 129.81/129.51 cnf(6566,plain, % 129.81/129.51 (~E(f25(f13(a39,f11(a39,a38,a38),a38),x65661,f13(a1,f2(a1),f2(f13(a39,f11(a39,a38,a38),a38)))),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x65662))), % 129.81/129.51 inference(rename_variables,[],[3476])). % 129.81/129.51 cnf(6569,plain, % 129.81/129.51 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x65691,x65691)),x65692),f13(a38,a27,x65693)),x65693)), % 129.81/129.51 inference(rename_variables,[],[3774])). % 129.81/129.51 cnf(6572,plain, % 129.81/129.51 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x65721),a27)),a27),x65721)), % 129.81/129.51 inference(rename_variables,[],[4533])). % 129.81/129.51 cnf(6574,plain, % 129.81/129.51 (~E(f13(a39,x65741,f13(a39,f11(a39,f13(a39,f2(a39),f3(a39)),f11(a39,f2(a39),x65742)),f11(a39,f2(a39),x65742))),f2(a39))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,1907,178,1931,6485,1972,6285,2321,2133,3886,6255,6309,6333,6397,4323,2458,3527,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,3476,382,4581,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,5323,5405,6143,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5698,5999,5365,5431,6238,5475,6291,6340,5688,5428,3650,4796,6217,6027,6417,5595,6173,6221,398,244,174,273,5875,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940])). % 129.81/129.51 cnf(6580,plain, % 129.81/129.51 (~E(f25(f13(a39,f11(a39,a38,a38),a38),x65801,f13(a1,f2(a1),f2(f13(a39,f11(a39,a38,a38),a38)))),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x65802))), % 129.81/129.51 inference(rename_variables,[],[3476])). % 129.81/129.51 cnf(6592,plain, % 129.81/129.51 (~P7(a38,f25(a38,x65921,f13(a38,f30(f30(f12(a38),f11(a38,x65922,x65922)),x65923),f2(a38))),f2(a38))), % 129.81/129.51 inference(rename_variables,[],[3465])). % 129.81/129.51 cnf(6593,plain, % 129.81/129.51 (P6(a38,f25(a38,f30(f30(f12(a38),f2(a38)),x65931),x65931),f2(a38))), % 129.81/129.51 inference(rename_variables,[],[2550])). % 129.81/129.51 cnf(6599,plain, % 129.81/129.51 (~E(f13(a39,x65991,f13(a39,f13(a39,f11(a39,f2(a39),f2(a39)),f3(a39)),f2(a39))),x65991)), % 129.81/129.51 inference(rename_variables,[],[3664])). % 129.81/129.51 cnf(6605,plain, % 129.81/129.51 (P6(f41(x66051,a39),x66052,x66052)), % 129.81/129.51 inference(scs_inference,[],[5396,4533,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,178,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,3586,3527,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,3476,6566,382,4581,2193,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5737,5698,5999,5365,5431,6238,5475,6291,6340,5503,5688,5428,3650,4796,6217,6027,6417,5595,6173,6221,245,4338,2550,398,244,174,273,5875,5901,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716])). % 129.81/129.51 cnf(6608,plain, % 129.81/129.51 (P7(a39,f35(f13(a39,f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a39)),a27)),a27),f3(a39)),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a39)),a27)),a27)),f13(a39,f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a39)),a27)),a27),f3(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,3586,3527,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,3476,6566,382,4581,2193,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5737,5698,5999,5365,5431,6238,5475,6291,6340,5503,5688,5428,3650,4796,6217,6027,6417,5595,6173,6221,245,4338,2550,398,244,174,273,5875,5901,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130])). % 129.81/129.51 cnf(6610,plain, % 129.81/129.51 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x66101),a27)),a27),x66101)), % 129.81/129.51 inference(rename_variables,[],[4533])). % 129.81/129.51 cnf(6612,plain, % 129.81/129.51 (~P7(a39,f13(a39,f13(a39,x66121,f11(a39,f13(a39,x66122,f3(a39)),f3(a39))),x66123),x66122)), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,3476,6566,382,4581,2193,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5737,5698,5999,5365,5431,6238,5475,6291,6340,5503,5688,5428,3650,4796,6217,6027,6417,5595,6173,6221,245,4338,2550,398,244,174,273,5875,5901,143,328,231,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889])). % 129.81/129.51 cnf(6614,plain, % 129.81/129.51 (~P6(a39,f13(a39,f13(a39,f13(a39,x66141,x66142),x66143),f3(a39)),x66141)), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,3476,6566,382,4581,2193,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5737,5698,5999,5365,5431,6238,5475,6291,6340,5503,5688,4546,5428,3650,4796,6217,6027,6417,5595,6173,6221,245,4338,2550,398,244,174,273,5875,5901,143,328,231,276,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163])). % 129.81/129.51 cnf(6622,plain, % 129.81/129.51 (~P6(a38,f9(a38,f25(a38,a27,a27)),f2(a38))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,3476,6566,382,4581,2193,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5737,5698,5999,5365,5431,6238,5475,6291,6340,5503,5688,4546,5428,3650,4796,6217,6027,6417,5595,6173,6221,245,4338,3074,2550,398,244,174,273,5875,5901,143,328,231,276,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807])). % 129.81/129.51 cnf(6626,plain, % 129.81/129.51 (~P7(a39,x66261,f2(a39))), % 129.81/129.51 inference(rename_variables,[],[542])). % 129.81/129.51 cnf(6630,plain, % 129.81/129.51 (~P6(a38,f30(f30(f12(a38),f25(a38,f13(a38,a27,x66301),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x66301)), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,3476,6566,382,4581,2193,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5737,5698,5999,5365,5431,6238,5475,6291,6340,5503,5688,4546,5428,3650,4796,5958,6217,6027,6417,5595,6173,6221,245,4338,3074,2550,398,244,174,273,5875,5901,143,275,328,231,276,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161])). % 129.81/129.51 cnf(6635,plain, % 129.81/129.51 (~P7(a1,f13(a1,f30(f30(f12(a1),x66351),x66352),f13(a1,a14,f13(a1,f30(f30(f12(a1),f11(a1,x66353,x66351)),x66352),x66354))),f13(a1,f30(f30(f12(a1),x66353),x66352),x66354))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5677,5970,2990,3240,2427,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,3476,6566,382,4581,2193,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5737,5698,5999,5365,5431,6238,5475,6291,6340,5503,5688,4546,5428,3650,4796,6106,5958,6217,6027,6417,5595,6173,6221,245,4338,3074,2550,398,244,174,273,5875,5901,143,275,297,261,328,231,276,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696])). % 129.81/129.51 cnf(6638,plain, % 129.81/129.51 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x66381,x66382)),x66383),f13(a38,f30(f30(f12(a38),f11(a38,x66382,x66381)),x66383),f13(a38,a27,x66384))),x66384)), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,3476,6566,382,4581,2193,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5737,5698,5999,5365,5431,6238,5475,6291,6340,5503,5688,4546,5428,3650,4796,6106,5958,6217,6027,6417,5595,6173,6221,245,4338,3074,2550,398,244,272,174,273,5875,5901,143,275,297,261,328,231,276,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164])). % 129.81/129.51 cnf(6641,plain, % 129.81/129.51 (~E(f30(f30(f12(a38),f3(a38)),a27),f2(a38))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,3754,5177,3774,4328,3476,6566,382,4581,2193,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,5737,5698,5999,5365,5431,6238,5475,6291,6340,5503,5688,4546,5428,3650,4796,6106,5958,6217,6027,6417,5595,6173,6064,6221,245,4338,3074,2550,398,244,272,174,273,5875,5901,143,275,297,159,261,328,231,276,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647])). % 129.81/129.51 cnf(6646,plain, % 129.81/129.51 (E(f11(a39,f2(a39),x66461),f11(a39,f11(a39,f11(a39,f11(a39,f11(a39,f11(a39,f2(a39),x66461),x66462),x66463),x66464),x66465),x66466))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,2382,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,382,4581,2193,2007,250,248,4530,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,5503,5688,4546,5428,3650,4796,6106,5958,6217,6027,6417,5595,6173,6064,6221,245,4338,3074,2550,398,244,272,174,273,5875,5901,143,275,297,159,261,328,231,276,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794])). % 129.81/129.51 cnf(6651,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x66511,x66511)),x66512),x66513),x66513)), % 129.81/129.51 inference(rename_variables,[],[2018])). % 129.81/129.51 cnf(6652,plain, % 129.81/129.51 (P7(a39,x66521,f13(a39,f13(a39,f13(a39,x66521,f3(a39)),x66522),f3(a39)))), % 129.81/129.51 inference(rename_variables,[],[2382])). % 129.81/129.51 cnf(6654,plain, % 129.81/129.51 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x66541),f13(a38,f3(a38),f9(a38,x66542)))),f13(a38,f3(a38),f9(a38,x66542))),x66541)), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,6519,2382,6478,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,5503,5688,4546,5428,3650,4796,6106,5958,6217,6027,6417,5595,6173,6064,6221,245,4338,3074,2550,398,244,272,174,273,5875,5901,143,275,297,159,261,328,231,276,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802])). % 129.81/129.51 cnf(6656,plain, % 129.81/129.51 (P7(a39,x66561,f13(a39,x66562,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,f13(a39,x66561,x66563),f3(a39)),x66564),x66564),f3(a39)),f3(a39))))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,6519,2382,6478,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,5503,5688,4546,5428,3650,4796,6106,5958,6217,6027,6417,5595,6173,6064,6221,245,4338,3074,2550,398,244,272,174,273,5875,5901,143,275,297,159,261,328,231,276,220,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372])). % 129.81/129.51 cnf(6657,plain, % 129.81/129.51 (P7(a39,x66571,f13(a39,f13(a39,x66572,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x66571,f3(a39)),x66573),x66573),f3(a39)),f3(a39))),x66574))), % 129.81/129.51 inference(rename_variables,[],[5475])). % 129.81/129.51 cnf(6663,plain, % 129.81/129.51 (~P7(a39,f30(f30(f12(a39),x66631),x66632),f30(f30(f12(a39),f11(a39,x66631,x66631)),x66632))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,6519,2382,6478,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,3074,2550,398,244,272,174,273,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167])). % 129.81/129.51 cnf(6667,plain, % 129.81/129.51 (P7(a38,f2(a38),f9(a38,f25(a38,a27,a27)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,6519,2382,6478,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,3074,2550,398,244,272,174,273,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724])). % 129.81/129.51 cnf(6670,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x66701,x66701)),x66702),x66703),x66703)), % 129.81/129.51 inference(rename_variables,[],[2018])). % 129.81/129.51 cnf(6672,plain, % 129.81/129.51 (P22(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x66721,x66721)),x66722)),f30(f30(f12(a39),f11(a39,x66723,x66723)),x66724)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,3278,2151,6445,3759,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,3074,2550,398,244,272,174,273,5798,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115])). % 129.81/129.51 cnf(6673,plain, % 129.81/129.51 (E(x66731,f13(a39,x66731,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6678,plain, % 129.81/129.51 (~E(f13(a38,x66781,f25(a38,a27,a27)),x66781)), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5798,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726])). % 129.81/129.51 cnf(6680,plain, % 129.81/129.51 (P67(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x66801,x66801)),x66802)),f30(f30(f12(a39),f11(a39,x66803,x66803)),x66804)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5796,5798,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102])). % 129.81/129.51 cnf(6681,plain, % 129.81/129.51 (E(x66811,f13(a39,x66811,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6682,plain, % 129.81/129.51 (P7(f13(a39,f30(f30(f12(a39),f11(a39,x66821,x66821)),x66822),a1),a14,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5796,5798,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61])). % 129.81/129.51 cnf(6683,plain, % 129.81/129.51 (E(x66831,f13(a39,f30(f30(f12(a39),f11(a39,x66832,x66832)),x66833),x66831))), % 129.81/129.51 inference(rename_variables,[],[2016])). % 129.81/129.51 cnf(6684,plain, % 129.81/129.51 (P21(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x66841,x66841)),x66842)),f30(f30(f12(a39),f11(a39,x66843,x66843)),x66844)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5794,5796,5798,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130])). % 129.81/129.51 cnf(6685,plain, % 129.81/129.51 (E(x66851,f13(a39,x66851,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6686,plain, % 129.81/129.51 (P52(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x66861,x66861)),x66862)),f30(f30(f12(a39),f11(a39,x66863,x66863)),x66864)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5794,5796,5798,5811,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79])). % 129.81/129.51 cnf(6687,plain, % 129.81/129.51 (E(x66871,f13(a39,x66871,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6688,plain, % 129.81/129.51 (P24(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x66881,x66881)),x66882)),f30(f30(f12(a39),f11(a39,x66883,x66883)),x66884)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5794,5796,5798,5811,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90])). % 129.81/129.51 cnf(6689,plain, % 129.81/129.51 (E(x66891,f13(a39,x66891,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6692,plain, % 129.81/129.51 (P17(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x66921,x66921)),x66922)),f30(f30(f12(a39),f11(a39,x66923,x66923)),x66924)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5794,5796,5798,5800,5811,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118])). % 129.81/129.51 cnf(6693,plain, % 129.81/129.51 (E(x66931,f13(a39,x66931,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6694,plain, % 129.81/129.51 (P38(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x66941,x66941)),x66942)),f30(f30(f12(a39),f11(a39,x66943,x66943)),x66944)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5792,5794,5796,5798,5800,5811,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91])). % 129.81/129.51 cnf(6695,plain, % 129.81/129.51 (E(x66951,f13(a39,x66951,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6696,plain, % 129.81/129.51 (P11(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x66961,x66961)),x66962)),f30(f30(f12(a39),f11(a39,x66963,x66963)),x66964)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5792,5794,5796,5798,5800,5811,5815,5875,5901,143,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124])). % 129.81/129.51 cnf(6697,plain, % 129.81/129.51 (E(x66971,f13(a39,x66971,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6698,plain, % 129.81/129.51 (P58(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x66981,x66981)),x66982)),f30(f30(f12(a39),f11(a39,x66983,x66983)),x66984)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5792,5794,5796,5798,5800,5811,5815,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132])). % 129.81/129.51 cnf(6699,plain, % 129.81/129.51 (E(x66991,f13(a39,x66991,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6700,plain, % 129.81/129.51 (P8(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67001,x67001)),x67002)),f30(f30(f12(a39),f11(a39,x67003,x67003)),x67004)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69])). % 129.81/129.51 cnf(6701,plain, % 129.81/129.51 (E(x67011,f13(a39,x67011,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6702,plain, % 129.81/129.51 (P6(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f13(a39,f30(f30(f12(a39),f11(a39,x67021,x67021)),x67022),f9(f13(a39,f11(a39,a38,a38),a38),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x67023))))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67])). % 129.81/129.51 cnf(6703,plain, % 129.81/129.51 (E(x67031,f13(a39,f30(f30(f12(a39),f11(a39,x67032,x67032)),x67033),x67031))), % 129.81/129.51 inference(rename_variables,[],[2016])). % 129.81/129.51 cnf(6704,plain, % 129.81/129.51 (P12(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67041,x67041)),x67042)),f30(f30(f12(a39),f11(a39,x67043,x67043)),x67044)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5843,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129])). % 129.81/129.51 cnf(6705,plain, % 129.81/129.51 (E(x67051,f13(a39,x67051,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6706,plain, % 129.81/129.51 (P41(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67061,x67061)),x67062)),f30(f30(f12(a39),f11(a39,x67063,x67063)),x67064)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5837,5843,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86])). % 129.81/129.51 cnf(6707,plain, % 129.81/129.51 (E(x67071,f13(a39,x67071,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6708,plain, % 129.81/129.51 (P39(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67081,x67081)),x67082)),f30(f30(f12(a39),f11(a39,x67083,x67083)),x67084)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5837,5839,5843,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94])). % 129.81/129.51 cnf(6709,plain, % 129.81/129.51 (E(x67091,f13(a39,x67091,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6710,plain, % 129.81/129.51 (P9(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67101,x67101)),x67102)),f30(f30(f12(a39),f11(a39,x67103,x67103)),x67104)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5825,5837,5839,5843,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77])). % 129.81/129.51 cnf(6711,plain, % 129.81/129.51 (E(x67111,f13(a39,x67111,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6712,plain, % 129.81/129.51 (P68(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67121,x67121)),x67122)),f30(f30(f12(a39),f11(a39,x67123,x67123)),x67124)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5825,5837,5839,5843,5853,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88])). % 129.81/129.51 cnf(6713,plain, % 129.81/129.51 (E(x67131,f13(a39,x67131,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6714,plain, % 129.81/129.51 (P23(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67141,x67141)),x67142)),f30(f30(f12(a39),f11(a39,x67143,x67143)),x67144)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5825,5827,5837,5839,5843,5853,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85])). % 129.81/129.51 cnf(6715,plain, % 129.81/129.51 (E(x67151,f13(a39,x67151,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6716,plain, % 129.81/129.51 (P33(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67161,x67161)),x67162)),f30(f30(f12(a39),f11(a39,x67163,x67163)),x67164)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5825,5827,5837,5839,5843,5853,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72])). % 129.81/129.51 cnf(6717,plain, % 129.81/129.51 (E(x67171,f13(a39,x67171,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6718,plain, % 129.81/129.51 (P46(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67181,x67181)),x67182)),f30(f30(f12(a39),f11(a39,x67183,x67183)),x67184)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5825,5827,5829,5837,5839,5843,5853,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125])). % 129.81/129.51 cnf(6719,plain, % 129.81/129.51 (E(x67191,f13(a39,x67191,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6720,plain, % 129.81/129.51 (P35(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67201,x67201)),x67202)),f30(f30(f12(a39),f11(a39,x67203,x67203)),x67204)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5825,5827,5829,5837,5839,5843,5853,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101])). % 129.81/129.51 cnf(6721,plain, % 129.81/129.51 (E(x67211,f13(a39,x67211,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6722,plain, % 129.81/129.51 (P36(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67221,x67221)),x67222)),f30(f30(f12(a39),f11(a39,x67223,x67223)),x67224)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5825,5827,5829,5831,5837,5839,5843,5853,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104])). % 129.81/129.51 cnf(6723,plain, % 129.81/129.51 (E(x67231,f13(a39,x67231,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6724,plain, % 129.81/129.51 (P47(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67241,x67241)),x67242)),f30(f30(f12(a39),f11(a39,x67243,x67243)),x67244)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5825,5827,5829,5831,5837,5839,5843,5853,5859,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74])). % 129.81/129.51 cnf(6725,plain, % 129.81/129.51 (E(x67251,f13(a39,x67251,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6727,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x67271,x67271)),x67272),x67273),x67273)), % 129.81/129.51 inference(rename_variables,[],[2018])). % 129.81/129.51 cnf(6728,plain, % 129.81/129.51 (P54(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67281,x67281)),x67282)),f30(f30(f12(a39),f11(a39,x67283,x67283)),x67284)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5825,5827,5829,5831,5837,5839,5843,5853,5859,5865,5875,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106])). % 129.81/129.51 cnf(6729,plain, % 129.81/129.51 (E(x67291,f13(a39,x67291,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6730,plain, % 129.81/129.51 (P64(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67301,x67301)),x67302)),f30(f30(f12(a39),f11(a39,x67303,x67303)),x67304)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5825,5827,5829,5831,5837,5839,5843,5853,5859,5865,5875,5887,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123])). % 129.81/129.51 cnf(6731,plain, % 129.81/129.51 (E(x67311,f13(a39,x67311,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6732,plain, % 129.81/129.51 (P65(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67321,x67321)),x67322)),f30(f30(f12(a39),f11(a39,x67323,x67323)),x67324)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5837,5839,5843,5853,5859,5865,5875,5887,5901,143,5807,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128])). % 129.81/129.51 cnf(6733,plain, % 129.81/129.51 (E(x67331,f13(a39,x67331,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6734,plain, % 129.81/129.51 (P69(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67341,x67341)),x67342)),f30(f30(f12(a39),f11(a39,x67343,x67343)),x67344)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5837,5839,5843,5853,5859,5865,5875,5887,5901,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131])). % 129.81/129.51 cnf(6735,plain, % 129.81/129.51 (E(x67351,f13(a39,x67351,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6736,plain, % 129.81/129.51 (P19(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67361,x67361)),x67362)),f30(f30(f12(a39),f11(a39,x67363,x67363)),x67364)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5837,5839,5843,5853,5859,5865,5875,5887,5901,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70])). % 129.81/129.51 cnf(6737,plain, % 129.81/129.51 (E(x67371,f13(a39,x67371,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6738,plain, % 129.81/129.51 (P10(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67381,x67381)),x67382)),f30(f30(f12(a39),f11(a39,x67383,x67383)),x67384)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5837,5839,5843,5853,5859,5865,5875,5887,5889,5901,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114])). % 129.81/129.51 cnf(6739,plain, % 129.81/129.51 (E(x67391,f13(a39,x67391,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6741,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x67411),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x67411),x67412)),x67412)), % 129.81/129.51 inference(rename_variables,[],[3123])). % 129.81/129.51 cnf(6742,plain, % 129.81/129.51 (P56(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67421,x67421)),x67422)),f30(f30(f12(a39),f11(a39,x67423,x67423)),x67424)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5837,5839,5843,5853,5859,5865,5875,5887,5889,5901,5903,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119])). % 129.81/129.51 cnf(6743,plain, % 129.81/129.51 (E(x67431,f13(a39,x67431,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6744,plain, % 129.81/129.51 (P48(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67441,x67441)),x67442)),f30(f30(f12(a39),f11(a39,x67443,x67443)),x67444)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5837,5839,5843,5853,5859,5865,5875,5887,5889,5901,5903,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71])). % 129.81/129.51 cnf(6745,plain, % 129.81/129.51 (E(x67451,f13(a39,x67451,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6746,plain, % 129.81/129.51 (P29(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67461,x67461)),x67462)),f30(f30(f12(a39),f11(a39,x67463,x67463)),x67464)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5853,5859,5865,5875,5887,5889,5901,5903,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82])). % 129.81/129.51 cnf(6747,plain, % 129.81/129.51 (E(x67471,f13(a39,x67471,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6748,plain, % 129.81/129.51 (P66(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67481,x67481)),x67482)),f30(f30(f12(a39),f11(a39,x67483,x67483)),x67484)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5853,5859,5865,5875,5887,5889,5901,5903,5905,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121])). % 129.81/129.51 cnf(6749,plain, % 129.81/129.51 (E(x67491,f13(a39,x67491,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6751,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x67511),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x67511),x67512)),x67512)), % 129.81/129.51 inference(rename_variables,[],[3123])). % 129.81/129.51 cnf(6752,plain, % 129.81/129.51 (P59(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67521,x67521)),x67522)),f30(f30(f12(a39),f11(a39,x67523,x67523)),x67524)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5853,5859,5865,5875,5887,5889,5901,5903,5905,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76])). % 129.81/129.51 cnf(6753,plain, % 129.81/129.51 (E(x67531,f13(a39,x67531,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6754,plain, % 129.81/129.51 (P18(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67541,x67541)),x67542)),f30(f30(f12(a39),f11(a39,x67543,x67543)),x67544)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5859,5865,5875,5887,5889,5901,5903,5905,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68])). % 129.81/129.51 cnf(6755,plain, % 129.81/129.51 (E(x67551,f13(a39,x67551,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6756,plain, % 129.81/129.51 (P37(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67561,x67561)),x67562)),f30(f30(f12(a39),f11(a39,x67563,x67563)),x67564)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5859,5865,5875,5885,5887,5889,5901,5903,5905,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73])). % 129.81/129.51 cnf(6757,plain, % 129.81/129.51 (E(x67571,f13(a39,x67571,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6758,plain, % 129.81/129.51 (P40(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67581,x67581)),x67582)),f30(f30(f12(a39),f11(a39,x67583,x67583)),x67584)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5859,5865,5875,5885,5887,5889,5901,5903,5905,5919,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116])). % 129.81/129.51 cnf(6759,plain, % 129.81/129.51 (E(x67591,f13(a39,x67591,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6760,plain, % 129.81/129.51 (P51(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67601,x67601)),x67602)),f30(f30(f12(a39),f11(a39,x67603,x67603)),x67604)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5859,5865,5867,5875,5885,5887,5889,5901,5903,5905,5919,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92])). % 129.81/129.51 cnf(6761,plain, % 129.81/129.51 (E(x67611,f13(a39,x67611,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6762,plain, % 129.81/129.51 (P16(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67621,x67621)),x67622)),f30(f30(f12(a39),f11(a39,x67623,x67623)),x67624)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5859,5865,5867,5871,5875,5885,5887,5889,5901,5903,5905,5919,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117])). % 129.81/129.51 cnf(6763,plain, % 129.81/129.51 (E(x67631,f13(a39,x67631,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6764,plain, % 129.81/129.51 (P32(f13(a1,f2(a1),a38))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5859,5865,5867,5871,5875,5885,5887,5889,5901,5903,5905,5919,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87])). % 129.81/129.51 cnf(6765,plain, % 129.81/129.51 (E(x67651,f13(a1,f2(a1),x67651))), % 129.81/129.51 inference(rename_variables,[],[2843])). % 129.81/129.51 cnf(6766,plain, % 129.81/129.51 (P25(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67661,x67661)),x67662)),f30(f30(f12(a39),f11(a39,x67663,x67663)),x67664)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5859,5865,5867,5871,5875,5885,5887,5889,5901,5903,5905,5919,5921,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105])). % 129.81/129.51 cnf(6767,plain, % 129.81/129.51 (E(x67671,f13(a39,x67671,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6768,plain, % 129.81/129.51 (P2(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67681,x67681)),x67682)),f30(f30(f12(a39),f11(a39,x67683,x67683)),x67684)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5857,5859,5865,5867,5871,5875,5885,5887,5889,5901,5903,5905,5919,5921,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99])). % 129.81/129.51 cnf(6769,plain, % 129.81/129.51 (E(x67691,f13(a39,x67691,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6770,plain, % 129.81/129.51 (P55(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67701,x67701)),x67702)),f30(f30(f12(a39),f11(a39,x67703,x67703)),x67704)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5857,5859,5865,5867,5871,5875,5885,5887,5889,5901,5903,5905,5919,5921,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89])). % 129.81/129.51 cnf(6771,plain, % 129.81/129.51 (E(x67711,f13(a39,x67711,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6772,plain, % 129.81/129.51 (~P20(f13(a39,f30(f30(f12(a39),f11(a39,x67721,x67721)),x67722),f13(a39,f30(f30(f12(a39),f2(a39)),x67723),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x67723),f13(a39,f30(f30(f12(a39),f11(a39,x67724,x67724)),x67725),f13(a39,f18(a1,f2(a39)),f13(a1,f2(a1),f18(a1,a39))))))))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5857,5859,5865,5867,5871,5875,5885,5887,5889,5901,5903,5905,5919,5921,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107])). % 129.81/129.51 cnf(6773,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x67731,x67731)),x67732),x67733),x67733)), % 129.81/129.51 inference(rename_variables,[],[2018])). % 129.81/129.51 cnf(6774,plain, % 129.81/129.51 (P60(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67741,x67741)),x67742)),f30(f30(f12(a39),f11(a39,x67743,x67743)),x67744)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5857,5859,5865,5867,5871,5875,5879,5885,5887,5889,5901,5903,5905,5919,5921,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110])). % 129.81/129.51 cnf(6775,plain, % 129.81/129.51 (E(x67751,f13(a39,x67751,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6776,plain, % 129.81/129.51 (P30(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67761,x67761)),x67762)),f30(f30(f12(a39),f11(a39,x67763,x67763)),x67764)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5853,5857,5859,5865,5867,5871,5875,5879,5881,5885,5887,5889,5901,5903,5905,5919,5921,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96])). % 129.81/129.51 cnf(6777,plain, % 129.81/129.51 (E(x67771,f13(a39,x67771,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6778,plain, % 129.81/129.51 (P5(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67781,x67781)),x67782)),f30(f30(f12(a39),f11(a39,x67783,x67783)),x67784)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5871,5875,5879,5881,5885,5887,5889,5901,5903,5905,5919,5921,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108])). % 129.81/129.51 cnf(6779,plain, % 129.81/129.51 (E(x67791,f13(a39,x67791,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6780,plain, % 129.81/129.51 (P61(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67801,x67801)),x67802)),f30(f30(f12(a39),f11(a39,x67803,x67803)),x67804)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5871,5875,5879,5881,5885,5887,5889,5893,5901,5903,5905,5919,5921,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84])). % 129.81/129.51 cnf(6781,plain, % 129.81/129.51 (E(x67811,f13(a39,x67811,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6782,plain, % 129.81/129.51 (P63(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67821,x67821)),x67822)),f30(f30(f12(a39),f11(a39,x67823,x67823)),x67824)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5871,5875,5879,5881,5883,5885,5887,5889,5893,5901,5903,5905,5919,5921,143,5807,5845,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111])). % 129.81/129.51 cnf(6783,plain, % 129.81/129.51 (E(x67831,f13(a39,x67831,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6785,plain, % 129.81/129.51 (P7(a39,x67851,f13(a39,f13(a39,x67852,f13(a39,x67851,x67853)),f3(a39)))), % 129.81/129.51 inference(rename_variables,[],[1993])). % 129.81/129.51 cnf(6786,plain, % 129.81/129.51 (P50(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67861,x67861)),x67862)),f30(f30(f12(a39),f11(a39,x67863,x67863)),x67864)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5871,5875,5879,5881,5883,5885,5887,5889,5893,5901,5903,5905,5919,5921,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133])). % 129.81/129.51 cnf(6787,plain, % 129.81/129.51 (E(x67871,f13(a39,x67871,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6788,plain, % 129.81/129.51 (P26(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67881,x67881)),x67882)),f30(f30(f12(a39),f11(a39,x67883,x67883)),x67884)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5879,5881,5883,5885,5887,5889,5893,5901,5903,5905,5919,5921,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109])). % 129.81/129.51 cnf(6789,plain, % 129.81/129.51 (E(x67891,f13(a39,x67891,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6790,plain, % 129.81/129.51 (P45(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67901,x67901)),x67902)),f30(f30(f12(a39),f11(a39,x67903,x67903)),x67904)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5879,5881,5883,5885,5887,5889,5893,5901,5903,5905,5919,5921,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93])). % 129.81/129.51 cnf(6791,plain, % 129.81/129.51 (E(x67911,f13(a39,x67911,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6792,plain, % 129.81/129.51 (P1(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67921,x67921)),x67922)),f30(f30(f12(a39),f11(a39,x67923,x67923)),x67924)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5879,5881,5883,5885,5887,5889,5893,5897,5901,5903,5905,5919,5921,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60])). % 129.81/129.51 cnf(6793,plain, % 129.81/129.51 (E(x67931,f13(a39,x67931,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6794,plain, % 129.81/129.51 (P4(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67941,x67941)),x67942)),f30(f30(f12(a39),f11(a39,x67943,x67943)),x67944)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5879,5881,5883,5885,5887,5889,5893,5897,5901,5903,5905,5919,5921,5925,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75])). % 129.81/129.51 cnf(6795,plain, % 129.81/129.51 (E(x67951,f13(a39,x67951,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6796,plain, % 129.81/129.51 (P13(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67961,x67961)),x67962)),f30(f30(f12(a39),f11(a39,x67963,x67963)),x67964)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5879,5881,5883,5885,5887,5889,5893,5897,5901,5903,5905,5919,5921,5925,5927,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112])). % 129.81/129.51 cnf(6797,plain, % 129.81/129.51 (E(x67971,f13(a39,x67971,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6798,plain, % 129.81/129.51 (P53(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x67981,x67981)),x67982)),f30(f30(f12(a39),f11(a39,x67983,x67983)),x67984)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5893,5897,5901,5903,5905,5919,5921,5925,5927,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120])). % 129.81/129.51 cnf(6799,plain, % 129.81/129.51 (E(x67991,f13(a39,x67991,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6800,plain, % 129.81/129.51 (P43(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x68001,x68001)),x68002)),f30(f30(f12(a39),f11(a39,x68003,x68003)),x68004)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5897,5901,5903,5905,5919,5921,5925,5927,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113])). % 129.81/129.51 cnf(6801,plain, % 129.81/129.51 (E(x68011,f13(a39,x68011,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6802,plain, % 129.81/129.51 (P31(f13(a1,f2(a1),a1))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,6765,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5897,5901,5903,5905,5919,5921,5925,5927,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100])). % 129.81/129.51 cnf(6803,plain, % 129.81/129.51 (E(x68031,f13(a1,f2(a1),x68031))), % 129.81/129.51 inference(rename_variables,[],[2843])). % 129.81/129.51 cnf(6804,plain, % 129.81/129.51 (P28(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x68041,x68041)),x68042)),f30(f30(f12(a39),f11(a39,x68043,x68043)),x68044)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,6765,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5897,5899,5901,5903,5905,5919,5921,5925,5927,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78])). % 129.81/129.51 cnf(6805,plain, % 129.81/129.51 (E(x68051,f13(a39,x68051,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6806,plain, % 129.81/129.51 (P42(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x68061,x68061)),x68062)),f30(f30(f12(a39),f11(a39,x68063,x68063)),x68064)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,6765,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5919,5921,5925,5927,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97])). % 129.81/129.51 cnf(6807,plain, % 129.81/129.51 (E(x68071,f13(a39,x68071,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6808,plain, % 129.81/129.51 (P57(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x68081,x68081)),x68082)),f30(f30(f12(a39),f11(a39,x68083,x68083)),x68084)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,6765,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5917,5919,5921,5925,5927,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103])). % 129.81/129.51 cnf(6809,plain, % 129.81/129.51 (E(x68091,f13(a39,x68091,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6810,plain, % 129.81/129.51 (P44(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x68101,x68101)),x68102)),f30(f30(f12(a39),f11(a39,x68103,x68103)),x68104)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,6765,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5917,5919,5921,5925,5927,5931,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80])). % 129.81/129.51 cnf(6811,plain, % 129.81/129.51 (E(x68111,f13(a39,x68111,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6812,plain, % 129.81/129.51 (P34(f13(a1,f2(a1),a1))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5917,5919,5921,5925,5927,5931,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81])). % 129.81/129.51 cnf(6814,plain, % 129.81/129.51 (P62(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x68141,x68141)),x68142)),f30(f30(f12(a39),f11(a39,x68143,x68143)),x68144)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126])). % 129.81/129.51 cnf(6815,plain, % 129.81/129.51 (E(x68151,f13(a39,x68151,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6818,plain, % 129.81/129.51 (P14(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x68181,x68181)),x68182)),f30(f30(f12(a39),f11(a39,x68183,x68183)),x68184)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,3749,2690,6498,3400,2864,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2079,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127])). % 129.81/129.51 cnf(6819,plain, % 129.81/129.51 (E(x68191,f13(a39,x68191,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6822,plain, % 129.81/129.51 (P49(f13(a39,f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x68221,x68221)),x68222)),f30(f30(f12(a39),f11(a39,x68223,x68223)),x68224)),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,2002,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2079,2172,398,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83])). % 129.81/129.51 cnf(6823,plain, % 129.81/129.51 (E(x68231,f13(a39,x68231,f2(a39)))), % 129.81/129.51 inference(rename_variables,[],[3759])). % 129.81/129.51 cnf(6825,plain, % 129.81/129.51 (~P7(a38,f2(a38),f11(a38,x68251,x68251))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3463,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,2002,2424,555,4632,4626,4913,5321,4335,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,5802,5662,5907,5490,6208,3438,2947,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,3074,2550,1957,2079,2172,398,325,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,275,297,159,261,328,231,276,220,329,308,296,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185])). % 129.81/129.51 cnf(6831,plain, % 129.81/129.51 (~P6(a38,f30(f30(f12(a38),f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),x68311),a27)),a27),x68311)), % 129.81/129.51 inference(rename_variables,[],[6131])). % 129.81/129.51 cnf(6835,plain, % 129.81/129.51 (~E(f25(a38,a27,a27),f25(a38,f2(a38),a27))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3463,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,3607,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,5802,5662,5907,5490,6423,6208,3438,2947,5759,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6131,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,2566,3074,234,2550,1957,2079,2172,398,325,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,275,297,159,261,328,231,276,220,329,308,296,321,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850])). % 129.81/129.51 cnf(6837,plain, % 129.81/129.51 (~P6(a38,f25(a38,f13(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f30(f30(f12(a38),x68371),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x68371)), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3463,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,3607,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,3650,4796,6131,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,2566,3074,234,2550,1957,2079,2172,398,325,244,272,174,273,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,275,297,159,261,328,231,276,220,329,308,296,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414])). % 129.81/129.51 cnf(6845,plain, % 129.81/129.51 (P6(a38,f25(a38,f2(a38),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f2(a38))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3463,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,3607,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,5942,3650,4796,6131,6831,6106,5958,5391,6217,6027,6417,5595,6173,6064,6221,245,4338,396,2566,3074,234,2550,1957,2079,2172,398,325,244,272,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,275,297,159,261,328,231,276,220,329,308,296,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402])). % 129.81/129.51 cnf(6848,plain, % 129.81/129.51 (~P6(a38,f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),f30(f30(f12(a38),x68481),a27)),a27),x68481)), % 129.81/129.51 inference(rename_variables,[],[6210])). % 129.81/129.51 cnf(6852,plain, % 129.81/129.51 (P6(a39,f13(a39,f3(a39),f3(a39)),f13(a39,f13(a39,x68521,f11(a39,f13(a39,f3(a39),f3(a39)),f3(a39))),f3(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,5396,4533,6572,2048,3463,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,3607,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,5942,3650,4796,6131,6831,6106,5958,5391,6210,6217,6027,6417,5595,6173,6064,6221,245,4338,4487,396,2566,3074,234,2550,1957,2079,2172,398,325,244,272,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,275,297,159,261,328,231,276,220,329,308,296,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528])). % 129.81/129.51 cnf(6854,plain, % 129.81/129.51 (P6(a39,x68541,f13(a39,f13(a39,x68542,f11(a39,f13(a39,x68541,f3(a39)),f3(a39))),x68543))), % 129.81/129.51 inference(rename_variables,[],[4186])). % 129.81/129.51 cnf(6861,plain, % 129.81/129.51 (~P7(a38,f25(a38,x68611,f13(a38,f30(f30(f12(a38),f11(a38,x68612,x68612)),x68613),f2(a38))),f2(a38))), % 129.81/129.51 inference(rename_variables,[],[3465])). % 129.81/129.51 cnf(6862,plain, % 129.81/129.51 (~P7(a38,f2(a38),f25(a38,f25(a38,f2(a38),f17(f2(a38))),x68621))), % 129.81/129.51 inference(rename_variables,[],[4328])). % 129.81/129.51 cnf(6864,plain, % 129.81/129.51 (~E(f25(a38,f13(a39,f30(f30(f12(a38),x68641),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f13(a39,f13(a39,f11(a39,f2(a39),f2(a39)),f3(a39)),f2(a39))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x68641)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,4229,3607,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,6592,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,6599,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,5942,3650,4796,6131,6831,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,4338,4487,396,2566,3074,234,2550,1957,2079,2172,398,325,244,272,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,275,297,159,261,328,231,276,220,329,308,296,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848])). % 129.81/129.51 cnf(6870,plain, % 129.81/129.51 (~P6(a38,f13(a38,a27,f13(a38,f13(a38,f30(f30(f12(a38),f17(f2(a38))),f17(f2(a38))),f30(f30(f12(a38),x68701),x68701)),x68702)),x68702)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,4229,3607,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,542,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,6592,1907,1999,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,2414,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,6599,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,5942,3650,4796,6131,6831,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,4338,4487,396,2566,3074,234,2550,1957,2079,2172,398,325,244,272,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,275,297,159,261,328,231,276,220,228,329,308,296,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152])). % 129.81/129.51 cnf(6871,plain, % 129.81/129.51 (~P6(a38,f13(a38,a27,x68711),x68711)), % 129.81/129.51 inference(rename_variables,[],[2414])). % 129.81/129.51 cnf(6872,plain, % 129.81/129.51 (P6(a38,x68721,f13(a38,f30(f30(f12(a38),f17(x68721)),f17(x68721)),f30(f30(f12(a38),x68722),x68722)))), % 129.81/129.51 inference(rename_variables,[],[1883])). % 129.81/129.51 cnf(6875,plain, % 129.81/129.51 (E(f11(a1,x68751,a14),x68751)), % 129.81/129.51 inference(rename_variables,[],[361])). % 129.81/129.51 cnf(6878,plain, % 129.81/129.51 (~P7(a39,x68781,f2(a39))), % 129.81/129.51 inference(rename_variables,[],[542])). % 129.81/129.51 cnf(6880,plain, % 129.81/129.51 (~P6(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),a14),a14),a14)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,4229,3607,4680,5613,5710,5483,6306,6402,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,542,6626,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,6592,1907,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,2414,250,248,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,6599,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,5942,3650,4796,6131,6831,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,4338,4487,396,2566,3074,234,2550,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,275,297,159,261,328,231,276,220,228,329,308,296,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096])). % 129.81/129.51 cnf(6884,plain, % 129.81/129.51 (P6(a38,x68841,f13(a38,f30(f30(f12(a38),f17(x68841)),f17(x68841)),f30(f30(f12(a38),x68842),x68842)))), % 129.81/129.51 inference(rename_variables,[],[1883])). % 129.81/129.51 cnf(6891,plain, % 129.81/129.51 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x68911),f9(a38,f3(a38)))),f9(a38,f3(a38))),x68911)), % 129.81/129.51 inference(rename_variables,[],[5483])). % 129.81/129.51 cnf(6899,plain, % 129.81/129.51 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x68991),f9(a38,f3(a38)))),f9(a38,f3(a38))),x68991)), % 129.81/129.51 inference(rename_variables,[],[5483])). % 129.81/129.51 cnf(6901,plain, % 129.81/129.51 (~P6(a1,f13(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),x69011),x69011)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,542,6626,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,6592,1907,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,5056,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,5942,3650,4796,6131,6831,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,4338,4487,396,2566,3074,234,2550,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154])). % 129.81/129.51 cnf(6902,plain, % 129.81/129.51 (~P7(a1,x69021,x69021)), % 129.81/129.51 inference(rename_variables,[],[1801])). % 129.81/129.51 cnf(6904,plain, % 129.81/129.51 (~P7(a1,f13(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),x69041),x69041)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,243,1996,2012,2568,2186,3465,6592,1907,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,5056,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,5942,3650,4796,6131,6831,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,4338,4487,158,396,2566,3074,234,2550,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153])). % 129.81/129.51 cnf(6908,plain, % 129.81/129.51 (P7(a39,x69081,f13(a39,f13(a39,f13(a39,x69081,f3(a39)),x69082),f3(a39)))), % 129.81/129.51 inference(rename_variables,[],[2382])). % 129.81/129.51 cnf(6913,plain, % 129.81/129.51 (P7(a1,f2(a1),f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,5056,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,6013,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,5942,3650,4796,6131,6831,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,234,2550,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969])). % 129.81/129.51 cnf(6918,plain, % 129.81/129.51 (~P6(a38,f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),f30(f30(f12(a38),x69181),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x69181)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,2843,6765,6803,368,2112,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,5056,3780,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,5942,3650,4796,6131,6831,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,234,2550,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415])). % 129.81/129.51 cnf(6927,plain, % 129.81/129.51 (~E(f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f25(a38,x69271,f13(a39,f18(a1,f2(a39)),f2(a38))))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,5056,3780,2002,2424,555,4632,4626,4913,5321,4335,2072,5756,5323,5405,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,5942,3650,4796,6131,6831,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,234,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741])). % 129.81/129.51 cnf(6928,plain, % 129.81/129.51 (E(f13(a39,f18(a1,f2(a39)),x69281),x69281)), % 129.81/129.51 inference(rename_variables,[],[1907])). % 129.81/129.51 cnf(6930,plain, % 129.81/129.51 (P6(a38,f2(a38),f25(a38,f25(a38,a27,a27),f25(a38,a27,a27)))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,5056,3780,2002,2424,555,4632,4626,4913,5321,4335,2527,2072,5756,5323,5405,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,5942,3650,4796,6131,6831,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,234,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237])). % 129.81/129.51 cnf(6938,plain, % 129.81/129.51 (~P7(a1,f13(a1,f11(a1,f11(a1,a14,a15),a14),x69381),x69381)), % 129.81/129.51 inference(rename_variables,[],[6058])). % 129.81/129.51 cnf(6940,plain, % 129.81/129.51 (~P7(a38,f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),f2(a38)),a27),f2(a38))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,5056,3780,2002,2424,555,4632,4626,4913,5321,4335,2527,2072,5756,5323,5405,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,6058,5942,3650,4796,6131,6831,6100,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,234,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186])). % 129.81/129.51 cnf(6943,plain, % 129.81/129.51 (P6(a38,f2(a38),f13(a38,f30(f30(f12(a38),f11(a38,x69431,x69431)),x69432),f13(a38,a27,f2(a38))))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,6301,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,5056,3780,2002,2424,555,4632,4626,4913,5321,4335,2527,2072,5756,5323,5405,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,6058,5942,3650,4796,6131,6831,6100,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243])). % 129.81/129.51 cnf(6949,plain, % 129.81/129.51 (~P7(a38,f25(a38,f13(a38,f9(a38,f3(a38)),f30(f30(f12(a38),x69491),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x69491)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,6301,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,5056,3780,2002,2424,555,4632,4626,4913,5321,4335,2527,2072,5756,5323,5405,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,6058,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417])). % 129.81/129.51 cnf(6952,plain, % 129.81/129.51 (~P7(a38,f30(f30(f12(a38),f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),x69521),f9(a38,f3(a38)))),f9(a38,f3(a38))),x69521)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,6428,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,6301,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,5056,3780,2002,2424,555,4632,4626,4913,5321,4335,2527,2072,5756,5323,5405,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,6058,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313])). % 129.81/129.51 cnf(6953,plain, % 129.81/129.51 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x69531,f9(a38,f3(a38)))),f9(a38,f3(a38)))),x69531)), % 129.81/129.51 inference(rename_variables,[],[5551])). % 129.81/129.51 cnf(6954,plain, % 129.81/129.51 (P7(a38,x69541,f25(a38,f13(a38,a27,f30(f30(f12(a38),x69541),a27)),a27))), % 129.81/129.51 inference(rename_variables,[],[6027])). % 129.81/129.51 cnf(6959,plain, % 129.81/129.51 (E(f25(a38,f13(a39,f18(a1,f2(a39)),f30(f30(f12(a38),x69591),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x69591)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,6428,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,6928,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,3476,6566,6580,382,4581,6301,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,5056,3780,2002,2424,555,4632,4626,4913,5321,4335,2527,2072,5756,5323,6097,5405,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,6058,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845])). % 129.81/129.51 cnf(6970,plain, % 129.81/129.51 (P6(a38,f13(a39,f30(f30(f12(a39),f11(a39,x69701,x69701)),x69702),x69703),x69703)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,6428,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,6928,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,6862,3476,6566,6580,382,4581,6301,2193,2007,2414,250,248,410,249,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,4678,5056,3780,2002,2424,555,4632,4626,4913,5321,4335,2527,2072,5756,5323,6097,5405,5182,6143,3664,6599,4897,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,6058,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769])). % 129.81/129.51 cnf(6971,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,x69711,x69711)),x69712),x69713),x69713)), % 129.81/129.51 inference(rename_variables,[],[2018])). % 129.81/129.51 cnf(6975,plain, % 129.81/129.51 (~E(f25(a38,f13(a39,f30(f30(f12(a38),x69751),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f13(a39,f13(a39,x69752,f2(a39)),f3(a39))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x69751)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,6428,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,6928,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,6862,3476,6566,6580,382,4581,6301,2193,2007,2414,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,4678,5056,3780,2002,2424,555,4632,4626,4913,5321,4335,2527,2072,5756,5323,6097,5405,5182,6143,3664,6599,4897,4587,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,6058,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849])). % 129.81/129.51 cnf(6978,plain, % 129.81/129.51 (~P6(a39,f13(a39,x69781,f13(a39,x69782,f13(a39,x69783,f13(a39,x69784,f13(a39,f13(a39,x69785,f3(a39)),f11(a39,f3(a39),f3(a39))))))),x69783)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,6428,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,6928,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,6862,3476,6566,6580,382,4581,6301,2193,2007,2414,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,4678,5056,3780,2002,2424,555,4632,4626,4913,5321,4335,2527,2072,5756,5323,6097,5405,5182,6143,3664,6599,4897,4587,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,6058,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312])). % 129.81/129.51 cnf(6981,plain, % 129.81/129.51 (~P6(a1,f13(a1,f3(a1),a14),f2(a1))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,6428,5779,5677,5970,2990,2958,3240,5113,2427,2970,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,1907,6928,1999,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,6862,3476,6566,6580,382,4581,6301,2193,2007,2414,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,4678,5056,3780,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,5756,5323,6097,5405,5182,6143,3664,6599,4897,4587,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,5688,4546,5428,6058,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202])). % 129.81/129.51 cnf(6984,plain, % 129.81/129.51 (~P7(a38,f25(a38,x69841,f13(a38,f30(f30(f12(a38),f11(a38,x69842,x69842)),x69843),f2(a38))),f2(a38))), % 129.81/129.51 inference(rename_variables,[],[3465])). % 129.81/129.51 cnf(6985,plain, % 129.81/129.51 (~P7(a38,f2(a38),f25(a38,f25(a38,f2(a38),f17(f2(a38))),x69851))), % 129.81/129.51 inference(rename_variables,[],[4328])). % 129.81/129.51 cnf(6998,plain, % 129.81/129.51 (~P7(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f2(a1)),a14)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,4229,3607,4680,4137,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,6428,5779,5677,5970,2990,2958,3240,5113,366,2427,2970,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,6861,1907,6928,1999,2793,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,6862,3476,6566,6580,382,4581,6301,2193,2007,2414,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,4678,5056,3780,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,5756,5323,6097,5405,5182,6143,3664,6599,4897,4587,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972])). % 129.81/129.51 cnf(7002,plain, % 129.81/129.51 (~P7(a38,x70021,x70021)), % 129.81/129.51 inference(rename_variables,[],[1799])). % 129.81/129.51 cnf(7003,plain, % 129.81/129.51 (P6(a38,x70031,f13(a38,f30(f30(f12(a38),f17(x70031)),f17(x70031)),f30(f30(f12(a38),x70032),x70032)))), % 129.81/129.51 inference(rename_variables,[],[1883])). % 129.81/129.51 cnf(7005,plain, % 129.81/129.51 (~P6(a38,f13(a38,a27,f13(a38,x70051,f13(a38,f30(f30(f12(a38),f17(f2(a38))),f17(f2(a38))),f30(f30(f12(a38),x70052),x70052)))),x70051)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,6884,7003,4229,3607,4680,4137,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,6428,5779,5677,5970,2990,2958,3240,5113,366,2427,2970,1799,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,6861,1907,6928,1999,2793,242,178,176,1931,6485,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,6862,3476,6566,6580,382,4581,6301,2193,2007,2414,6871,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,4678,5056,3780,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,5756,5323,6097,5405,5182,6143,3664,6599,4897,4587,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972,1155,1151])). % 129.81/129.51 cnf(7007,plain, % 129.81/129.51 (P6(a38,x70071,f13(a38,f30(f30(f12(a38),f17(x70071)),f17(x70071)),f30(f30(f12(a38),x70072),x70072)))), % 129.81/129.51 inference(rename_variables,[],[1883])). % 129.81/129.51 cnf(7011,plain, % 129.81/129.51 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x70111),a27)),a27),x70111)), % 129.81/129.51 inference(rename_variables,[],[4533])). % 129.81/129.51 cnf(7013,plain, % 129.81/129.51 (P6(a39,f13(a39,f2(a39),f13(a39,f2(a39),f30(f30(f22(a39),x70131),f2(a39)))),f13(a39,f2(a39),f3(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,6610,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,6884,7003,4229,3607,4680,4137,6134,5613,5710,5483,6306,6402,6516,6891,5804,5551,6428,5779,5677,5970,2990,2958,3240,5113,366,2427,2970,1799,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,6861,1907,6928,1999,2793,242,178,176,1931,6485,6538,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,362,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,6862,3476,6566,6580,382,4581,6301,2193,2007,2414,6871,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,4678,5056,3780,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,5756,5323,6097,5405,5182,6143,3664,6599,4897,4587,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972,1155,1151,670,968])). % 129.81/129.51 cnf(7017,plain, % 129.81/129.51 (~P7(a38,f25(a38,x70171,f13(a38,f30(f30(f12(a38),f11(a38,x70172,x70172)),x70173),f2(a38))),f2(a38))), % 129.81/129.51 inference(rename_variables,[],[3465])). % 129.81/129.51 cnf(7018,plain, % 129.81/129.51 (~P7(a38,f2(a38),f25(a38,f25(a38,f2(a38),f17(f2(a38))),x70181))), % 129.81/129.51 inference(rename_variables,[],[4328])). % 129.81/129.51 cnf(7023,plain, % 129.81/129.51 (P6(a39,x70231,f13(a39,x70232,x70231))), % 129.81/129.51 inference(rename_variables,[],[398])). % 129.81/129.51 cnf(7025,plain, % 129.81/129.51 (~P6(a38,f30(f30(f12(a38),f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),x70251),f9(a38,f3(a38)))),f9(a38,f3(a38))),x70251)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,6610,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,1883,6562,6872,6884,7003,4229,3607,4680,4137,6134,5613,5710,6273,5483,6306,6402,6516,6891,5804,5551,6428,6953,5779,5677,5970,2990,2958,3240,5113,366,2427,2970,1799,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,2382,6478,6652,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,3465,6592,6861,6984,1907,6928,1999,2793,242,178,176,1931,6485,6538,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,362,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,5177,3774,6569,4328,6862,6985,3476,6566,6580,382,4581,6301,2193,402,2007,2414,6871,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,4716,4678,5056,3780,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,5756,5323,6097,5405,5182,6143,3664,6599,4897,4587,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,6954,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,6452,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972,1155,1151,670,968,1241,1122,1311])). % 129.81/129.51 cnf(7043,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x70431),f13(a39,f30(f30(f12(a39),f2(a39)),x70431),x70432)),x70432)), % 129.81/129.51 inference(rename_variables,[],[2186])). % 129.81/129.51 cnf(7046,plain, % 129.81/129.51 (~P7(a38,f25(a38,x70461,f13(a38,f30(f30(f12(a38),f11(a38,x70462,x70462)),x70463),f2(a38))),f2(a38))), % 129.81/129.51 inference(rename_variables,[],[3465])). % 129.81/129.51 cnf(7047,plain, % 129.81/129.51 (~P7(a38,f2(a38),f25(a38,f25(a38,f2(a38),f17(f2(a38))),x70471))), % 129.81/129.51 inference(rename_variables,[],[4328])). % 129.81/129.51 cnf(7054,plain, % 129.81/129.51 (P6(a38,x70541,f13(a38,f30(f30(f12(a38),f17(x70541)),f17(x70541)),f30(f30(f12(a38),x70542),x70542)))), % 129.81/129.51 inference(rename_variables,[],[1883])). % 129.81/129.51 cnf(7057,plain, % 129.81/129.51 (P6(a39,x70571,f13(a39,x70572,x70571))), % 129.81/129.51 inference(rename_variables,[],[398])). % 129.81/129.51 cnf(7058,plain, % 129.81/129.51 (P6(a39,f2(a39),x70581)), % 129.81/129.51 inference(rename_variables,[],[375])). % 129.81/129.51 cnf(7061,plain, % 129.81/129.51 (~P7(f13(a39,f11(a39,a38,a38),a38),f25(f13(a39,f11(a39,a38,a38),a38),x70611,f2(f13(a39,f11(a39,a38,a38),a38))),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.51 inference(rename_variables,[],[6146])). % 129.81/129.51 cnf(7062,plain, % 129.81/129.51 (P6(f13(a39,f11(a39,a38,a38),a38),x70621,x70621)), % 129.81/129.51 inference(rename_variables,[],[2045])). % 129.81/129.51 cnf(7069,plain, % 129.81/129.51 (~P7(a38,x70691,x70691)), % 129.81/129.51 inference(rename_variables,[],[1799])). % 129.81/129.51 cnf(7070,plain, % 129.81/129.51 (P6(a38,x70701,f13(a38,f30(f30(f12(a38),f17(x70701)),f17(x70701)),f30(f30(f12(a38),x70702),x70702)))), % 129.81/129.51 inference(rename_variables,[],[1883])). % 129.81/129.51 cnf(7077,plain, % 129.81/129.51 (~P7(a38,f11(a38,x70771,x70771),f2(a38))), % 129.81/129.51 inference(rename_variables,[],[3394])). % 129.81/129.51 cnf(7078,plain, % 129.81/129.51 (~P7(a38,x70781,x70781)), % 129.81/129.51 inference(rename_variables,[],[1799])). % 129.81/129.51 cnf(7082,plain, % 129.81/129.51 (P6(a39,x70821,f13(a39,x70822,x70821))), % 129.81/129.51 inference(rename_variables,[],[398])). % 129.81/129.51 cnf(7084,plain, % 129.81/129.51 (P6(a38,f2(a38),f13(a38,f30(f30(f12(a38),f17(f25(a38,x70841,f2(a38)))),f17(f25(a38,x70841,f2(a38)))),f30(f30(f12(a38),x70842),x70842)))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,6610,2045,7062,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,6854,1883,6562,6872,6884,7003,7007,7054,7070,4229,3607,4680,4137,6134,5613,5710,6273,5483,6306,6402,6516,6891,5804,4436,5551,6428,6953,5779,5677,5970,2990,2958,3240,5113,366,2427,2970,1799,7002,7069,7078,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,2382,6478,6652,6908,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,6488,3465,6592,6861,6984,7017,7046,1907,6928,1999,2793,242,178,176,3394,1931,6485,6538,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,362,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,6453,5177,3774,6569,4328,6862,6985,7018,7047,3476,6566,6580,2797,382,4581,6301,2193,402,2007,2414,6871,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,6823,4716,4678,5056,3780,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,6146,7061,5962,5756,5323,3960,6097,5405,5182,6143,3664,6599,4897,4587,5809,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,6954,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,6452,7023,7057,375,7058,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,2247,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,229,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972,1155,1151,670,968,1241,1122,1311,910,973,842,843,742,1244,671,1310,1067,1228,1299,1230,1298,1301,1066,1300])). % 129.81/129.51 cnf(7085,plain, % 129.81/129.51 (~P7(a38,x70851,x70851)), % 129.81/129.51 inference(rename_variables,[],[1799])). % 129.81/129.51 cnf(7086,plain, % 129.81/129.51 (P6(a38,x70861,f13(a38,f30(f30(f12(a38),f17(x70861)),f17(x70861)),f30(f30(f12(a38),x70862),x70862)))), % 129.81/129.51 inference(rename_variables,[],[1883])). % 129.81/129.51 cnf(7089,plain, % 129.81/129.51 (~P7(a38,x70891,x70891)), % 129.81/129.51 inference(rename_variables,[],[1799])). % 129.81/129.51 cnf(7109,plain, % 129.81/129.51 (~E(x71091,f13(a39,f13(a39,f18(a1,x71091),x71092),f3(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,6610,2045,7062,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,6854,1883,6562,6872,6884,7003,7007,7054,7070,7086,4229,3607,4680,4137,6134,5613,5710,6273,5368,5483,6306,6402,6516,6891,6899,5804,4436,5551,6428,6953,5779,5677,5970,2990,4470,2958,3240,5113,366,2427,2970,1799,7002,7069,7078,7085,7089,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,6971,2382,6478,6652,6908,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,6488,7043,3465,6592,6861,6984,7017,7046,1907,6928,1999,2793,242,178,176,3394,7077,1931,6485,6538,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,362,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,6453,5177,3774,6569,4328,6862,6985,7018,7047,3476,6566,6580,2797,382,4581,6301,2193,402,2007,2414,6871,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,6823,4716,4678,5056,3780,1987,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,6146,7061,5962,5756,5323,3960,6097,5405,5182,6143,3664,6599,4897,4587,5809,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,6954,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,6452,7023,7057,7082,375,7058,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,2247,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,229,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972,1155,1151,670,968,1241,1122,1311,910,973,842,843,742,1244,671,1310,1067,1228,1299,1230,1298,1301,1066,1300,1229,1231,1533,1050,3573,16])). % 129.81/129.51 cnf(7114,plain, % 129.81/129.51 (~P6(a39,f13(a39,f30(f30(f12(a38),f3(a38)),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f3(a39)),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,6610,2045,7062,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,6854,1883,6562,6872,6884,7003,7007,7054,7070,7086,4229,3607,4680,4137,6134,5613,5710,6273,5368,5483,6306,6402,6516,6891,6899,5804,4436,5551,6428,6953,5779,5677,5970,2990,4470,2958,3240,5113,366,2427,2970,1799,7002,7069,7078,7085,7089,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,6971,2382,6478,6652,6908,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,6488,7043,3465,6592,6861,6984,7017,7046,1907,6928,1999,2793,242,178,176,3394,7077,1931,6485,6538,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,362,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,6453,5177,3774,6569,4328,6862,6985,7018,7047,3476,6566,6580,2797,382,4581,6301,2193,402,2007,2414,6871,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,6823,4716,4678,5056,3780,1987,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,6146,7061,5962,5756,5323,3960,6097,5405,5182,6143,3664,6599,4897,4587,5809,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,6954,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,6452,7023,7057,7082,375,7058,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,2247,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,229,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972,1155,1151,670,968,1241,1122,1311,910,973,842,843,742,1244,671,1310,1067,1228,1299,1230,1298,1301,1066,1300,1229,1231,1533,1050,3573,16,698,1005,866])). % 129.81/129.51 cnf(7116,plain, % 129.81/129.51 (~P6(a39,f13(a39,f2(a39),f3(a39)),f13(a39,f30(f30(f12(a39),f11(a39,x71161,x71161)),x71162),f2(a39)))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,6610,2045,7062,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,6854,1883,6562,6872,6884,7003,7007,7054,7070,7086,4229,3607,4680,4137,6134,5613,5710,6273,5368,5483,6306,6402,6516,6891,6899,5804,4436,5551,6428,6953,5779,5677,5970,2990,4470,2958,3240,5113,366,2427,2970,1799,7002,7069,7078,7085,7089,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,6971,2382,6478,6652,6908,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,6488,7043,3465,6592,6861,6984,7017,7046,1907,6928,1999,2793,242,178,176,3394,7077,1931,6485,6538,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,362,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,6453,5177,3774,6569,4328,6862,6985,7018,7047,3476,6566,6580,2797,382,4581,6301,2193,402,2007,2414,6871,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,6823,4716,4678,5056,3780,1987,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,6146,7061,5962,5756,5323,3960,6097,5405,5182,6143,3664,6599,4897,4587,5809,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,6954,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,6452,7023,7057,7082,375,7058,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,2247,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,229,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972,1155,1151,670,968,1241,1122,1311,910,973,842,843,742,1244,671,1310,1067,1228,1299,1230,1298,1301,1066,1300,1229,1231,1533,1050,3573,16,698,1005,866,789])). % 129.81/129.51 cnf(7118,plain, % 129.81/129.51 (E(f11(a39,f11(a39,f11(a39,f11(a39,f11(a39,f11(a39,f2(a39),x71181),x71182),x71183),x71184),x71185),x71186),f2(a39))), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,6610,2045,7062,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,6854,1883,6562,6872,6884,7003,7007,7054,7070,7086,4229,3607,4680,4137,6134,5613,5710,6273,5368,5483,6306,6402,6516,6891,6899,5804,4436,5551,6428,6953,5779,5677,5970,2990,4470,2958,3240,5113,366,2427,2970,1799,7002,7069,7078,7085,7089,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,6971,2382,6478,6652,6908,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,6488,7043,3465,6592,6861,6984,7017,7046,1907,6928,1999,2793,242,178,176,3394,7077,1931,6485,6538,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,362,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,6453,5177,3774,6569,4328,6862,6985,7018,7047,3476,6566,6580,2797,382,4581,6301,2193,402,2007,2414,6871,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,6823,4716,4678,5056,3780,1987,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,6146,7061,5962,5756,5323,3960,6097,5405,5182,6143,3664,6599,4897,4587,5809,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,6954,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,6452,7023,7057,7082,375,7058,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,2247,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,229,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972,1155,1151,670,968,1241,1122,1311,910,973,842,843,742,1244,671,1310,1067,1228,1299,1230,1298,1301,1066,1300,1229,1231,1533,1050,3573,16,698,1005,866,789,609])). % 129.81/129.51 cnf(7122,plain, % 129.81/129.51 (~P7(f13(a1,f2(a1),a1),x71221,x71221)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,6610,2045,7062,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,6854,1883,6562,6872,6884,7003,7007,7054,7070,7086,4229,3607,4680,4137,6134,5613,5710,6273,5368,5483,6306,6402,6516,6891,6899,5804,4436,5551,6428,6953,5779,5677,5970,2990,4470,2958,3240,5113,366,2427,2970,1799,7002,7069,7078,7085,7089,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,6971,2382,6478,6652,6908,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,6488,7043,3465,6592,6861,6984,7017,7046,1907,6928,1999,2793,242,178,176,3394,7077,1931,6485,6538,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,362,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,6453,5177,3774,6569,4328,6862,6985,7018,7047,3476,6566,6580,2797,382,4581,6301,2193,402,2007,2414,6871,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,6823,4716,4678,5056,3780,1987,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,6146,7061,5962,5756,5323,3960,6097,5405,5182,6143,3664,6599,4897,4587,5809,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,6954,5595,6173,6064,6221,245,2801,4338,4487,158,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,6452,7023,7057,7082,375,7058,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,2247,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,229,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972,1155,1151,670,968,1241,1122,1311,910,973,842,843,742,1244,671,1310,1067,1228,1299,1230,1298,1301,1066,1300,1229,1231,1533,1050,3573,16,698,1005,866,789,609,1789,705])). % 129.81/129.51 cnf(7130,plain, % 129.81/129.51 (~P7(a38,f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),f30(f30(f12(a38),x71301),f9(a38,f3(a38)))),f9(a38,f3(a38))),x71301)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,6610,7011,2045,7062,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,6854,1883,6562,6872,6884,7003,7007,7054,7070,7086,4229,3607,4680,4137,6134,5613,5710,6273,5368,5483,6306,6402,6516,6891,6899,5804,4436,5551,6428,6953,5779,5677,5970,2990,4470,2958,3240,5113,366,2427,2970,1799,7002,7069,7078,7085,7089,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,6971,2382,6478,6652,6908,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,6488,7043,3465,6592,6861,6984,7017,7046,1907,6928,1999,2793,242,178,176,3394,7077,1931,6485,6538,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,362,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,6453,5177,3774,6569,4328,6862,6985,7018,7047,3476,6566,6580,2797,382,4581,6301,2193,402,2007,2414,6871,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,6823,4716,4678,5056,3780,1987,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,6146,7061,5962,5756,5323,3960,6097,5405,5182,6143,3664,6599,4897,4587,5809,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,6954,5595,6173,6064,6221,245,2801,4338,4487,158,184,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,6452,7023,7057,7082,375,7058,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,2247,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,229,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972,1155,1151,670,968,1241,1122,1311,910,973,842,843,742,1244,671,1310,1067,1228,1299,1230,1298,1301,1066,1300,1229,1231,1533,1050,3573,16,698,1005,866,789,609,1789,705,10,1108,677,1259])). % 129.81/129.51 cnf(7134,plain, % 129.81/129.51 (~P6(a38,f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),f30(f30(f12(a38),x71341),f9(a38,f3(a38)))),f9(a38,f3(a38))),x71341)), % 129.81/129.51 inference(scs_inference,[],[2806,3619,5396,4533,6572,6610,7011,2045,7062,2048,3463,3581,4876,4244,4186,6355,6358,6367,6386,6441,6449,6474,6542,6854,1883,6562,6872,6884,7003,7007,7054,7070,7086,4229,3607,4680,4137,6134,5613,5710,6273,5368,5483,6306,6402,6516,6891,6899,5804,4436,5551,6428,6953,5779,5677,5970,2990,4470,2958,3240,5113,366,2427,2970,1799,7002,7069,7078,7085,7089,241,3064,1801,6902,542,6626,6878,537,3076,2018,6249,6364,6389,6437,6448,6484,6489,6519,6651,6670,6727,6773,6971,2382,6478,6652,6908,2318,2020,1975,3123,6252,6294,6741,6751,1993,6267,6785,243,1996,2012,2568,2186,6488,7043,3465,6592,6861,6984,7017,7046,1907,6928,1999,2793,242,178,176,3394,7077,1931,6485,6538,1972,6285,2321,2133,365,3886,6255,6309,6333,6397,6477,4323,2458,399,379,177,3586,3527,2943,2016,6683,6703,2241,362,3749,2690,6498,3400,2864,2411,2199,3293,2843,6765,6803,368,2112,5022,3754,6453,5177,3774,6569,4328,6862,6985,7018,7047,3476,6566,6580,2797,382,4581,6301,2193,402,2007,2414,6871,250,248,410,249,3732,4530,5026,4676,5132,3715,6264,6278,6327,6392,2767,3278,2151,6445,370,3759,6673,6681,6685,6687,6689,6693,6695,6697,6699,6701,6705,6707,6709,6711,6713,6715,6717,6719,6721,6723,6725,6729,6731,6733,6735,6737,6739,6743,6745,6747,6749,6753,6755,6757,6759,6761,6763,6767,6769,6771,6775,6777,6779,6781,6783,6787,6789,6791,6793,6795,6797,6799,6801,6805,6807,6809,6811,6815,6819,6823,4716,4678,5056,3780,1987,2002,2424,555,5312,4632,4626,4913,5321,4335,2527,2072,6146,7061,5962,5756,5323,3960,6097,5405,5182,6143,3664,6599,4897,4587,5809,5531,5525,5583,5855,5813,5819,5851,5863,5913,5929,6022,5802,5662,5907,5490,6423,6208,3438,2947,6049,5759,5973,5979,6013,6151,5266,5506,6380,5737,5698,5999,5365,5431,6238,5475,6291,6340,6565,6657,5503,6024,5688,4546,5428,6058,6938,5942,3650,4796,6131,6831,6100,5548,6106,5958,5391,6210,6848,6217,6027,6417,6420,6954,5595,6173,6064,6221,245,2801,4338,4487,158,184,396,2566,3074,2515,234,2087,2550,6593,1957,2079,2172,361,6875,398,6452,7023,7057,7082,375,7058,325,244,272,185,174,273,371,5787,5792,5794,5796,5798,5800,5811,5815,5817,5821,5825,5827,5829,5831,5833,5837,5839,5843,5847,5849,5853,5857,5859,5865,5867,5869,5871,5875,5877,5879,5881,5883,5885,5887,5889,5891,5893,5895,5897,5899,5901,5903,5905,5909,5917,5919,5921,5925,5927,5931,5936,2247,143,5807,5845,5923,293,230,275,297,159,261,328,231,276,220,228,329,308,229,296,314,153,321,320,1362,1146,1355,1255,800,1080,998,602,737,689,996,1075,599,1352,856,1141,11,580,1012,870,1364,787,739,690,852,784,855,997,577,1145,1842,579,785,853,796,1254,1082,944,1017,564,1133,605,725,1873,780,590,945,1073,1086,858,607,1134,563,859,692,1137,999,1138,1074,696,995,578,874,738,854,1139,684,13,25,14,2,1530,1529,1002,1370,1165,898,804,629,1289,942,1662,1215,645,1117,620,717,1123,1661,1366,1680,1693,1116,1697,1663,593,1701,745,1683,1160,757,1187,885,947,1118,847,622,589,1166,1698,877,1682,948,1694,949,718,1368,896,1376,1375,733,923,1135,1702,646,940,744,1700,1699,952,791,1162,1660,951,1716,1130,889,1163,1035,1121,807,1189,1290,1161,905,1696,1164,647,1704,794,1076,802,1372,1091,1167,1119,724,730,115,878,726,102,61,130,79,90,62,118,91,124,132,69,67,129,86,94,77,88,85,72,125,101,104,74,3,106,123,128,131,70,114,64,119,71,82,121,95,76,68,73,116,92,117,87,105,99,89,107,110,96,108,84,111,63,133,109,93,60,75,112,120,113,100,78,97,103,80,81,126,122,127,65,83,66,1185,1421,1179,1183,850,1414,1207,1420,1402,1208,929,1528,1345,1240,848,1416,1152,1098,817,1096,967,815,970,1346,976,1233,1154,1153,971,851,969,823,1415,1242,1213,741,1237,977,1423,1429,1186,1243,1422,1417,1313,740,845,661,1247,846,769,930,849,1312,1202,1245,1203,1232,974,1211,972,1155,1151,670,968,1241,1122,1311,910,973,842,843,742,1244,671,1310,1067,1228,1299,1230,1298,1301,1066,1300,1229,1231,1533,1050,3573,16,698,1005,866,789,609,1789,705,10,1108,677,1259,943,1258])). % 129.81/129.51 cnf(7157,plain, % 129.81/129.51 (~P7(a39,f13(a39,x71571,f13(a39,x71572,f13(a39,f13(a39,x71573,x71574),x71575))),x71573)), % 129.81/129.51 inference(scs_inference,[],[6254,1146])). % 129.81/129.51 cnf(7161,plain, % 129.81/129.51 (P6(a39,x71611,f13(a39,f13(a39,x71612,f11(a39,f13(a39,f13(a39,x71613,x71611),f3(a39)),f3(a39))),x71614))), % 129.81/129.51 inference(rename_variables,[],[6354])). % 129.81/129.51 cnf(7163,plain, % 129.81/129.51 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,f13(a39,x71631,x71632),x71633),x71634),f3(a39)),x71634),f13(a39,x71631,x71633))), % 129.81/129.51 inference(scs_inference,[],[5411,6254,6354,1146,1362,1255])). % 129.81/129.51 cnf(7168,plain, % 129.81/129.51 (~P7(a39,f13(a39,x71681,f13(a39,f13(a39,x71682,f13(a39,x71683,x71684)),x71685)),x71683)), % 129.81/129.51 inference(scs_inference,[],[3707,5411,6254,6354,6656,1146,1362,1255,1355,998])). % 129.81/129.51 cnf(7169,plain, % 129.81/129.51 (~P7(a39,f13(a39,x71691,f13(a39,f13(a39,x71692,x71693),x71694)),x71693)), % 129.81/129.51 inference(rename_variables,[],[3707])). % 129.81/129.51 cnf(7172,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,x71721,x71721),f11(a39,x71721,x71721))),x71722),f13(a39,f30(f30(f12(a39),f11(a39,x71721,x71721)),x71722),x71723)),x71723)), % 129.81/129.51 inference(rename_variables,[],[4749])). % 129.81/129.51 cnf(7174,plain, % 129.81/129.51 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x71741),f9(a38,f3(a38)))),f9(a38,f3(a38))),x71741)), % 129.81/129.51 inference(scs_inference,[],[4749,3707,3237,5411,6254,6354,6656,1146,1362,1255,1355,998,800,602])). % 129.81/129.51 cnf(7177,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x71771),f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x71771),x71772)),x71772)), % 129.81/129.51 inference(rename_variables,[],[3631])). % 129.81/129.51 cnf(7183,plain, % 129.81/129.51 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,f11(a39,x71831,x71832),x71832),x71833),f3(a39)),x71833),x71831)), % 129.81/129.51 inference(rename_variables,[],[4421])). % 129.81/129.51 cnf(7190,plain, % 129.81/129.51 (~E(f11(a39,f13(a39,f13(a39,x71901,x71902),f3(a39)),x71902),x71901)), % 129.81/129.51 inference(rename_variables,[],[2568])). % 129.81/129.51 cnf(7192,plain, % 129.81/129.51 (~E(f13(a39,x71921,f13(a39,f13(a39,x71922,f13(a39,x71923,f3(a39))),x71924)),x71923)), % 129.81/129.51 inference(scs_inference,[],[5315,6503,3631,4749,3707,7169,2568,3237,4421,5411,6316,6254,6354,6656,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870])). % 129.81/129.51 cnf(7193,plain, % 129.81/129.51 (~P7(a39,f13(a39,x71931,f13(a39,f13(a39,x71932,x71933),x71934)),x71933)), % 129.81/129.51 inference(rename_variables,[],[3707])). % 129.81/129.51 cnf(7196,plain, % 129.81/129.51 (~E(f11(a39,f13(a39,f13(a39,x71961,x71962),f3(a39)),x71962),x71961)), % 129.81/129.51 inference(rename_variables,[],[2568])). % 129.81/129.51 cnf(7200,plain, % 129.81/129.51 (P6(a39,x72001,f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x72002),f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x72002),f13(a39,x72001,x72003))))), % 129.81/129.51 inference(scs_inference,[],[5315,6503,3631,7177,4749,3707,7169,2164,2568,7190,3237,4421,5411,6316,6254,6354,6656,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787])). % 129.81/129.51 cnf(7201,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x72011),f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x72011),x72012)),x72012)), % 129.81/129.51 inference(rename_variables,[],[3631])). % 129.81/129.51 cnf(7204,plain, % 129.81/129.51 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,f11(a39,x72041,x72042),x72042),x72043),f3(a39)),x72043),x72041)), % 129.81/129.51 inference(rename_variables,[],[4421])). % 129.81/129.51 cnf(7208,plain, % 129.81/129.51 (~P6(a39,f13(a39,x72081,f13(a39,f13(a39,x72082,f13(a39,x72083,f3(a39))),x72084)),x72083)), % 129.81/129.51 inference(scs_inference,[],[6257,5315,6503,3631,7177,4749,3707,7169,7193,2164,2568,7190,3237,4421,7183,5411,6316,6254,6354,6656,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012])). % 129.81/129.51 cnf(7209,plain, % 129.81/129.51 (~P7(a39,f13(a39,x72091,f13(a39,f13(a39,x72092,x72093),x72094)),x72093)), % 129.81/129.51 inference(rename_variables,[],[3707])). % 129.81/129.51 cnf(7212,plain, % 129.81/129.51 (P6(a39,x72121,f13(a39,x72122,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x72123,f13(a39,x72121,x72124)),x72125),x72125),f3(a39)),f3(a39))))), % 129.81/129.51 inference(rename_variables,[],[6548])). % 129.81/129.51 cnf(7216,plain, % 129.81/129.51 (P6(a38,x72161,f30(f30(f12(a38),f25(a38,f13(a38,a27,x72161),a27)),a27))), % 129.81/129.51 inference(scs_inference,[],[6257,6548,5315,6503,3631,7177,4749,3707,7169,7193,2164,2568,7190,3237,4719,4421,7183,5411,6316,7114,6254,6354,6656,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737])). % 129.81/129.51 cnf(7218,plain, % 129.81/129.51 (~P6(a39,f13(a39,f13(a39,f13(a39,f11(a39,x72181,x72182),x72182),f3(a39)),x72183),x72181)), % 129.81/129.51 inference(scs_inference,[],[6257,6548,5315,6503,3631,7177,4749,3707,7169,7193,2164,2568,7190,3237,4719,4421,7183,4565,5411,6316,7114,6254,6354,6656,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141])). % 129.81/129.51 cnf(7219,plain, % 129.81/129.51 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,x72191,x72192),f3(a39)),x72193),x72192),x72191)), % 129.81/129.51 inference(rename_variables,[],[4565])). % 129.81/129.51 cnf(7222,plain, % 129.81/129.51 (P7(a39,x72221,f13(a39,f13(a39,f13(a39,x72222,x72221),f3(a39)),x72223))), % 129.81/129.51 inference(rename_variables,[],[2164])). % 129.81/129.51 cnf(7229,plain, % 129.81/129.51 (P7(a39,x72291,f13(a39,f13(a39,x72292,f13(a39,x72293,f13(a39,x72291,f3(a39)))),x72294))), % 129.81/129.51 inference(rename_variables,[],[6332])). % 129.81/129.51 cnf(7231,plain, % 129.81/129.51 (~P7(a38,f13(a38,f25(a38,a27,a27),f25(a38,a27,a27)),f2(a38))), % 129.81/129.51 inference(scs_inference,[],[6257,6548,5315,6503,3631,7177,4749,3707,7169,7193,2164,4323,2568,7190,3237,4719,4712,4421,7183,4565,5411,6316,7114,6254,6332,6354,6656,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780])). % 129.81/129.51 cnf(7239,plain, % 129.81/129.51 (~P7(a39,f11(a39,f13(a39,f13(a39,f13(a39,x72391,x72392),x72393),f3(a39)),x72393),x72391)), % 129.81/129.51 inference(scs_inference,[],[6257,6548,5315,6503,6880,3631,7177,4749,3707,7169,7193,2164,4323,2568,7190,3237,4719,4712,4421,7183,4565,5411,5386,5448,6316,7114,6608,6254,6332,6354,6656,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999])). % 129.81/129.51 cnf(7247,plain, % 129.81/129.51 (~P7(a39,f13(a39,x72471,f13(a39,f13(a39,x72472,x72473),x72474)),x72473)), % 129.81/129.51 inference(rename_variables,[],[3707])). % 129.81/129.51 cnf(7249,plain, % 129.81/129.51 (~E(f11(a39,f13(a39,f13(a39,f13(a39,x72491,x72492),f3(a39)),x72493),x72492),x72491)), % 129.81/129.51 inference(scs_inference,[],[6257,6548,5315,6503,6880,3631,7177,4749,3707,7169,7193,7209,2164,4323,2568,7190,3237,4719,4712,4421,7183,4565,7219,5991,5411,5386,5448,6316,7114,6608,6254,6332,6354,6656,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605])). % 129.81/129.51 cnf(7256,plain, % 129.81/129.51 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x72561,a27)),a27)),x72561)), % 129.81/129.51 inference(rename_variables,[],[4674])). % 129.81/129.51 cnf(7261,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x72611),f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x72611),x72612)),x72612)), % 129.81/129.51 inference(rename_variables,[],[3631])). % 129.81/129.51 cnf(7263,plain, % 129.81/129.51 (~P7(a39,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,f13(a39,x72631,x72632),f3(a39)),x72633),x72633),f3(a39)),f3(a39)),x72632)), % 129.81/129.51 inference(scs_inference,[],[6257,4674,6548,5315,6503,6880,3631,7177,7201,4749,3707,7169,7193,7209,2164,4323,2568,7190,3237,4719,4712,4421,7183,7204,4565,7219,5991,5411,5386,5448,6316,7118,7114,6608,6254,6332,6354,6339,6656,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145])). % 129.81/129.51 cnf(7271,plain, % 129.81/129.51 (P6(a39,x72711,f13(a39,x72712,f11(a39,f13(a39,f11(a39,f13(a39,f13(a39,x72713,f13(a39,x72711,x72714)),x72715),x72715),f3(a39)),f3(a39))))), % 129.81/129.51 inference(rename_variables,[],[6548])). % 129.81/129.51 cnf(7275,plain, % 129.81/129.51 (P7(a39,x72751,f13(a39,x72752,f13(a39,f13(a39,x72753,f13(a39,x72751,f3(a39))),x72754)))), % 129.81/129.51 inference(scs_inference,[],[6257,4674,6548,7212,5315,6503,6880,3631,7177,7201,4749,3707,7169,7193,7209,7247,2164,4323,2568,7190,3237,4719,4712,4421,7183,7204,4565,7219,5991,5411,5386,5448,6316,7118,7114,6608,6254,6332,6354,6339,6656,6667,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944])). % 129.81/129.51 cnf(7276,plain, % 129.81/129.51 (~P7(a39,f13(a39,x72761,f13(a39,f13(a39,x72762,x72763),x72764)),x72763)), % 129.81/129.51 inference(rename_variables,[],[3707])). % 129.81/129.51 cnf(7283,plain, % 129.81/129.51 (~P6(a39,f11(a39,f13(a39,f13(a39,f13(a39,f11(a39,x72831,x72832),x72832),x72833),f3(a39)),x72833),x72831)), % 129.81/129.51 inference(rename_variables,[],[4421])). % 129.81/129.51 cnf(7286,plain, % 129.81/129.51 (~P6(a39,f13(a39,x72861,f13(a39,x72862,f13(a39,x72863,f13(a39,x72864,f13(a39,f13(a39,x72865,f3(a39)),f11(a39,f3(a39),f3(a39))))))),x72863)), % 129.81/129.51 inference(rename_variables,[],[6978])). % 129.81/129.51 cnf(7294,plain, % 129.81/129.51 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,x72941,x72941),f11(a39,x72941,x72941))),x72942),f13(a39,f30(f30(f12(a39),f11(a39,x72941,x72941)),x72942),x72943)),x72943)), % 129.81/129.51 inference(rename_variables,[],[4749])). % 129.81/129.51 cnf(7297,plain, % 129.81/129.51 (P6(a39,x72971,f11(a39,f13(a39,f13(a39,f13(a39,x72972,x72971),x72973),f3(a39)),f3(a39)))), % 129.81/129.51 inference(rename_variables,[],[5315])). % 129.81/129.51 cnf(7304,plain, % 129.81/129.51 (~E(f13(a39,x73041,f13(a39,f13(a39,x73042,f3(a39)),x73043)),x73041)), % 129.81/129.51 inference(scs_inference,[],[6257,4674,6548,7212,7271,5315,6503,6880,3631,7177,7201,4152,4749,7172,3707,7169,7193,7209,7247,4028,2164,4323,2568,7190,3368,3237,4719,4712,4421,7183,7204,4565,7219,5991,5411,5386,5448,6316,7118,7114,6608,6254,6978,6332,6354,6366,6339,6656,6667,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692])). % 129.81/129.51 cnf(7314,plain, % 129.81/129.51 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x73141,x73141)),x73142),f13(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f13(a38,a27,x73143))),x73143)), % 129.81/129.52 inference(scs_inference,[],[6257,4674,6548,7212,7271,5315,7297,6503,6880,3631,7177,7201,4152,4749,7172,3707,7169,7193,7209,7247,4028,2164,4323,2568,7190,3368,3237,4719,4712,2482,4421,7183,7204,4565,7219,5991,5411,6041,5386,5448,6316,7118,7114,6608,6254,6978,6332,6354,6366,6339,6656,6667,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137])). % 129.81/129.52 cnf(7328,plain, % 129.81/129.52 (~E(f11(a38,x73281,f25(a38,f13(a38,a27,f30(f30(f12(a38),f9(a38,f11(a38,x73282,x73281))),a27)),a27)),x73282)), % 129.81/129.52 inference(scs_inference,[],[6257,4674,4576,6548,7212,7271,5315,7297,6503,6880,3631,7177,7201,4152,4749,7172,3707,7169,7193,7209,7247,7276,4028,2164,4323,2568,7190,7196,3368,3237,4719,4712,2482,4421,7183,7204,7283,4565,7219,5991,5411,6041,5386,5448,6316,7118,7114,6608,6254,6978,6332,6354,6366,6339,6656,6416,6667,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684])). % 129.81/129.52 cnf(7334,plain, % 129.81/129.52 (~E(f13(a39,f13(a39,f13(a39,x73341,f11(a39,x73342,x73343)),x73343),f3(a39)),x73342)), % 129.81/129.52 inference(scs_inference,[],[6257,4674,4576,6548,7212,7271,5315,7297,6503,6880,3631,7177,7201,4152,4749,7172,3707,7169,7193,7209,7247,7276,4028,2164,4323,2568,7190,7196,3368,3237,4719,4712,2482,5373,4421,7183,7204,7283,4565,7219,5991,5411,6041,2917,5386,5448,6342,6316,7118,7114,6608,6254,6978,6332,6354,6366,6339,6656,6416,6667,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25])). % 129.81/129.52 cnf(7340,plain, % 129.81/129.52 (~P7(a38,f13(a38,f30(f30(f12(a38),f17(x73401)),f17(x73401)),f30(f30(f12(a38),x73402),x73402)),x73401)), % 129.81/129.52 inference(rename_variables,[],[6551])). % 129.81/129.52 cnf(7352,plain, % 129.81/129.52 (P7(a38,x73521,f13(a38,x73522,f25(a38,f13(a38,a27,f30(f30(f12(a38),f9(a38,f11(a38,x73521,x73522))),a27)),a27)))), % 129.81/129.52 inference(rename_variables,[],[6419])). % 129.81/129.52 cnf(7362,plain, % 129.81/129.52 (P7(a39,x73621,f13(a39,f13(a39,f13(a39,x73621,f3(a39)),x73622),f3(a39)))), % 129.81/129.52 inference(rename_variables,[],[2382])). % 129.81/129.52 cnf(7365,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x73651),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x73651),x73652)),x73652)), % 129.81/129.52 inference(rename_variables,[],[2679])). % 129.81/129.52 cnf(7366,plain, % 129.81/129.52 (P6(a39,x73661,f13(a39,f13(a39,x73662,f11(a39,f13(a39,x73661,f3(a39)),f3(a39))),x73663))), % 129.81/129.52 inference(rename_variables,[],[4186])). % 129.81/129.52 cnf(7368,plain, % 129.81/129.52 (~E(f13(a39,f18(a1,f13(a39,f2(a39),f3(a39))),x73681),f2(a39))), % 129.81/129.52 inference(scs_inference,[],[6257,4674,4576,4186,6548,7212,7271,5315,7297,6503,6880,2679,3631,7177,7201,4152,4749,7172,7294,2382,3707,7169,7193,7209,7247,7276,4028,2164,2005,4323,2568,7190,7196,3368,3237,1954,4719,4712,2482,5373,4421,7183,7204,7283,4565,7219,3190,2151,5991,5411,6041,2917,5386,5448,5750,4729,6483,6975,6342,7109,6316,7118,7114,6608,6551,6254,6978,6332,6354,6366,6339,6656,6416,6419,6667,6682,272,143,193,232,328,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942])). % 129.81/129.52 cnf(7370,plain, % 129.81/129.52 (E(x73701,f13(a39,f2(a39),x73701))), % 129.81/129.52 inference(rename_variables,[],[2151])). % 129.81/129.52 cnf(7375,plain, % 129.81/129.52 (~P6(a38,f13(a38,f30(f30(f12(a38),x73751),x73752),f13(a38,a27,x73753)),f13(a38,f30(f30(f12(a38),x73751),x73752),x73753))), % 129.81/129.52 inference(rename_variables,[],[5643])). % 129.81/129.52 cnf(7379,plain, % 129.81/129.52 (P6(a39,x73791,f13(a39,f13(a39,x73792,f11(a39,f13(a39,x73791,f3(a39)),f3(a39))),x73793))), % 129.81/129.52 inference(rename_variables,[],[4186])). % 129.81/129.52 cnf(7385,plain, % 129.81/129.52 (~P7(a38,f25(a38,f13(a38,a27,f2(a38)),f9(a38,f3(a38))),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[6257,4674,4576,4186,7366,6548,7212,7271,5315,7297,6503,6880,2679,3631,7177,7201,7261,241,4152,4749,7172,7294,2382,3707,7169,7193,7209,7247,7276,4028,2164,2005,4323,2568,7190,7196,3368,3237,1954,4719,4712,2482,5373,3594,4421,7183,7204,7283,248,5938,4565,7219,3190,2151,5991,5411,6041,5643,7375,2917,5386,5448,5750,4729,6483,6975,6342,7109,6316,7118,7114,6608,6551,6254,6978,6332,6354,6366,6339,6656,6416,6419,6667,6682,272,143,193,232,328,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804])). % 129.81/129.52 cnf(7391,plain, % 129.81/129.52 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x73911),a27)),a27),x73911)), % 129.81/129.52 inference(rename_variables,[],[2474])). % 129.81/129.52 cnf(7396,plain, % 129.81/129.52 (~E(f18(a1,f13(a39,f2(a39),f3(a39))),f2(a39))), % 129.81/129.52 inference(scs_inference,[],[6257,4674,4576,4186,7366,6548,7212,7271,5315,7297,6503,6880,2679,7365,3631,7177,7201,7261,241,4152,4749,7172,7294,2382,3707,7169,7193,7209,7247,7276,2474,4028,2164,2005,4323,2568,7190,7196,3368,3237,1954,4719,2199,4712,2482,5373,3594,4421,7183,7204,7283,248,5938,4565,7219,3190,2151,5991,5411,6041,5643,7375,2917,5386,5448,5750,2912,4729,6483,6975,6342,7109,6316,7118,7114,6608,6551,6254,6978,6332,6354,6366,6339,6656,6416,6419,4822,4828,6667,6682,272,143,193,232,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629])). % 129.81/129.52 cnf(7397,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x73971),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x73971),x73972)),x73972)), % 129.81/129.52 inference(rename_variables,[],[2679])). % 129.81/129.52 cnf(7406,plain, % 129.81/129.52 (P6(a39,x74061,f13(a39,x74062,f11(a39,f13(a39,f13(a39,x74063,f13(a39,x74061,x74064)),f3(a39)),f3(a39))))), % 129.81/129.52 inference(scs_inference,[],[6257,4674,4576,4186,7366,6548,7212,7271,5315,7297,6503,6880,2679,7365,3631,7177,7201,7261,241,4152,4749,7172,7294,2382,3707,7169,7193,7209,7247,7276,2474,4028,2164,2005,4323,2568,7190,7196,3368,3237,1954,4719,2199,4712,2482,5373,3594,4421,7183,7204,7283,248,5938,4565,7219,3190,2151,5991,5411,6041,5643,7375,2917,5386,5448,5750,2912,4729,5069,6483,6975,6342,7109,6316,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,6339,6656,6416,6419,4822,4828,6667,6682,4365,272,273,143,193,232,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368])). % 129.81/129.52 cnf(7409,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x74091),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x74091),f13(a39,f30(f30(f12(a39),f13(a39,f2(a39),f2(a39))),x74091),x74092))),x74092)), % 129.81/129.52 inference(scs_inference,[],[6257,4674,4576,4186,7366,6548,7212,7271,5315,7297,6503,6880,2679,7365,7397,3631,7177,7201,7261,241,4152,4749,7172,7294,2382,3707,7169,7193,7209,7247,7276,2474,4028,2164,2005,4323,2568,7190,7196,3368,1931,3237,1954,4719,2199,4712,2482,5373,3594,4421,7183,7204,7283,248,5938,4565,7219,3190,2151,5991,5411,6041,5643,7375,2917,5386,5448,5750,2912,4729,5069,6483,6975,6342,7109,6316,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,6339,6656,6416,6419,4822,4828,6667,6682,4365,272,273,143,193,232,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663])). % 129.81/129.52 cnf(7410,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x74101),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x74101),x74102)),x74102)), % 129.81/129.52 inference(rename_variables,[],[2679])). % 129.81/129.52 cnf(7411,plain, % 129.81/129.52 (P6(a39,f13(a39,f2(a39),x74111),x74111)), % 129.81/129.52 inference(rename_variables,[],[1931])). % 129.81/129.52 cnf(7417,plain, % 129.81/129.52 (E(f13(a39,f11(a39,x74171,f13(a39,x74171,x74172)),x74173),x74173)), % 129.81/129.52 inference(rename_variables,[],[3629])). % 129.81/129.52 cnf(7422,plain, % 129.81/129.52 (~E(f13(a39,x74221,f13(a39,x74222,f3(a39))),x74222)), % 129.81/129.52 inference(rename_variables,[],[1948])). % 129.81/129.52 cnf(7426,plain, % 129.81/129.52 (P7(a1,a14,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),a14),a14))), % 129.81/129.52 inference(scs_inference,[],[6257,4674,4576,4186,7366,7379,6548,7212,7271,5315,7297,6503,6880,3240,2679,7365,7397,3631,7177,7201,7261,241,4152,4749,7172,7294,3629,243,2382,178,3707,7169,7193,7209,7247,7276,2474,4028,2164,2005,4323,2568,7190,7196,3368,1931,3237,1954,4719,2199,4712,2482,341,1948,5373,3594,4421,7183,7204,7283,248,5938,4565,7219,3190,2151,5991,5411,6041,5643,7375,2917,5386,4690,5448,5750,2912,4729,5069,6483,6975,6342,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,6339,6656,6416,6419,4822,4828,6667,6682,4365,272,273,143,193,232,231,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757])). % 129.81/129.52 cnf(7430,plain, % 129.81/129.52 (~P7(a38,f13(a38,f30(f30(f12(a38),x74301),x74302),f30(f30(f12(a38),f25(a38,x74303,f9(a38,f3(a38)))),f9(a38,f3(a38)))),f13(a38,f30(f30(f12(a38),x74301),x74302),x74303))), % 129.81/129.52 inference(scs_inference,[],[6257,4674,4576,4186,7366,7379,6548,7212,7271,5315,7297,6503,6880,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,4152,4749,7172,7294,3629,243,2382,178,3707,7169,7193,7209,7247,7276,2474,4028,2164,2005,4323,2568,7190,7196,3368,1931,3237,1954,4719,2199,4712,2482,341,1948,5373,3594,4421,7183,7204,7283,250,248,5938,4565,7219,3190,2151,5991,5411,6041,5643,7375,2917,5386,4690,4149,5448,5750,2912,4729,5069,6483,6975,6342,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,6339,6656,6416,6419,4822,4828,6667,6682,4365,272,273,143,193,232,231,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698])). % 129.81/129.52 cnf(7432,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f2(a38)),a27),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[6257,4674,4576,4186,7366,7379,6548,7212,7271,5315,7297,6503,6880,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,4152,4749,7172,7294,3629,243,2382,178,3707,7169,7193,7209,7247,7276,2474,4028,2164,2005,4323,2568,7190,7196,3368,1931,3237,1954,5022,4719,2199,4712,2482,341,1948,5373,3594,4421,7183,7204,7283,250,248,5938,4565,7219,3190,2151,5991,5411,6041,5643,7375,2917,5386,4690,4149,5448,5750,2912,4729,5069,6483,6975,6342,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,6339,6656,6416,6419,4822,4828,6667,6682,4365,272,273,143,193,232,231,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622])). % 129.81/129.52 cnf(7436,plain, % 129.81/129.52 (P6(a1,f2(a1),f11(a1,f11(a1,a14,a15),a14))), % 129.81/129.52 inference(scs_inference,[],[6257,3463,4674,4576,4186,7366,7379,6548,7212,7271,7013,5315,7297,6503,6880,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,4152,4749,7172,7294,3629,243,2382,178,3707,7169,7193,7209,7247,7276,2474,4028,2164,2005,4323,2568,7190,7196,3368,1931,3237,1954,5022,4719,2199,4712,2482,341,1948,5373,3594,4421,7183,7204,7283,250,248,5938,3734,4565,7219,3190,2151,5991,5411,6041,5643,7375,2917,5386,4690,4149,5448,5750,2912,4729,5069,6483,6975,6342,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,6339,6656,6416,6419,4822,4828,6667,6682,4365,272,273,143,193,232,231,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949])). % 129.81/129.52 cnf(7448,plain, % 129.81/129.52 (~E(f25(f13(a39,f11(a39,a38,a38),a38),x74481,f13(a1,f2(a1),f2(f13(a39,f11(a39,a38,a38),a38)))),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x74482))), % 129.81/129.52 inference(rename_variables,[],[3476])). % 129.81/129.52 cnf(7452,plain, % 129.81/129.52 (~E(f9(a38,f25(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[6257,3463,4674,4576,4186,7366,7379,6433,6548,7212,7271,7013,5315,7297,6503,6880,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,4152,4749,7172,7294,3629,243,2382,178,3707,7169,7193,7209,7247,7276,2474,4028,2164,2005,4323,2568,7190,7196,4523,3368,1931,3237,1954,5022,4719,2199,4712,2482,341,1948,5373,3594,3476,3626,4421,7183,7204,7283,250,248,5938,3734,4565,7219,3190,2151,5991,5411,6041,5643,7375,2917,5386,4690,4149,5448,5750,2912,4729,5069,6483,6975,6342,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,6339,6656,6416,6419,4822,4828,6667,6682,4365,272,174,273,143,193,232,231,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589])). % 129.81/129.52 cnf(7455,plain, % 129.81/129.52 (~E(f13(a39,x74551,f13(a39,f13(a39,f2(a39),f3(a39)),x74552)),x74551)), % 129.81/129.52 inference(rename_variables,[],[2723])). % 129.81/129.52 cnf(7459,plain, % 129.81/129.52 (P6(f41(x74591,a39),f30(f12(a39),f11(a39,f2(a39),f2(a39))),x74592)), % 129.81/129.52 inference(scs_inference,[],[6257,3463,4674,4576,4186,7366,7379,6433,6548,7212,7271,7013,5315,7297,6503,6880,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,4152,4749,7172,7294,3629,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,4028,2164,2005,4323,2568,7190,7196,4523,3368,1931,3237,1954,5022,4719,2199,4712,2482,341,1948,5373,3594,3476,3626,4421,7183,7204,7283,250,248,5938,3734,4565,7219,3190,2767,2151,5991,5411,6041,5643,7375,2723,2917,5386,4690,4149,5448,5750,2912,6185,4729,5069,6483,6975,6342,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,6339,6656,6416,6419,4822,4828,6667,6682,4365,245,272,174,273,6752,143,193,232,231,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716])). % 129.81/129.52 cnf(7460,plain, % 129.81/129.52 (P6(a39,f30(f30(f12(a39),f11(a39,f2(a39),f2(a39))),x74601),x74602)), % 129.81/129.52 inference(rename_variables,[],[2767])). % 129.81/129.52 cnf(7465,plain, % 129.81/129.52 (~P7(a38,f9(a38,x74651),x74651)), % 129.81/129.52 inference(scs_inference,[],[6257,3463,2040,4674,4576,4186,7366,7379,6433,6548,7212,7271,6348,7013,5315,7297,6503,6880,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,4152,4749,7172,7294,3629,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,4028,2164,2005,4323,2568,7190,7196,4523,3368,1931,3237,1954,5022,4719,2199,4712,2482,341,1948,5373,3594,3476,3626,4421,7183,7204,7283,250,248,5938,3734,4565,7219,3190,2767,2151,5991,5411,6041,5643,7375,2723,2917,5386,4690,4149,5448,5750,2912,6185,4729,5069,6483,6975,6342,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,6339,6656,6416,6419,4822,4828,6667,6682,4365,245,272,174,273,6752,143,193,232,231,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896])). % 129.81/129.52 cnf(7471,plain, % 129.81/129.52 (P6(a39,f13(a39,f2(a39),x74711),x74711)), % 129.81/129.52 inference(rename_variables,[],[1931])). % 129.81/129.52 cnf(7479,plain, % 129.81/129.52 (P6(a39,f11(a39,f11(a39,f2(a39),x74791),x74792),x74793)), % 129.81/129.52 inference(rename_variables,[],[4508])). % 129.81/129.52 cnf(7490,plain, % 129.81/129.52 (P6(a38,x74901,f9(a38,f9(a38,x74901)))), % 129.81/129.52 inference(scs_inference,[],[6257,3463,2040,4674,4576,4186,7366,7379,6433,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,4152,4749,7172,7294,3629,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,4028,2164,2005,4323,2568,7190,7196,4523,3368,381,1931,7411,3237,1954,2376,5022,4719,4508,2199,4712,2482,341,1948,7422,5373,3594,3476,3626,4421,7183,7204,7283,250,248,5938,3734,4565,7219,3190,2767,2151,5991,5411,6041,6103,5643,7375,2723,5194,2917,5304,5386,4690,4149,5448,5750,2912,6185,4729,5069,6483,6975,6342,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,4556,6339,6656,6416,6419,4822,4828,6667,6682,4365,245,272,174,273,6752,143,193,275,232,231,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923])). % 129.81/129.52 cnf(7491,plain, % 129.81/129.52 (P6(a38,x74911,f9(a38,x74911))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7494,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x74941),a27)),a27),x74941)), % 129.81/129.52 inference(rename_variables,[],[4533])). % 129.81/129.52 cnf(7495,plain, % 129.81/129.52 (P6(a39,f11(a39,f11(a39,f2(a39),x74951),x74952),x74953)), % 129.81/129.52 inference(rename_variables,[],[4508])). % 129.81/129.52 cnf(7503,plain, % 129.81/129.52 (P6(a38,f13(a39,f30(f30(f12(a39),f11(a39,x75031,x75031)),x75032),x75033),x75033)), % 129.81/129.52 inference(rename_variables,[],[6970])). % 129.81/129.52 cnf(7507,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x75071),a27)),a27),x75071)), % 129.81/129.52 inference(rename_variables,[],[4533])). % 129.81/129.52 cnf(7510,plain, % 129.81/129.52 (~P7(a38,f25(a38,f2(a38),x75101),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[2448])). % 129.81/129.52 cnf(7513,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x75131),a27)),a27),x75131)), % 129.81/129.52 inference(rename_variables,[],[4533])). % 129.81/129.52 cnf(7517,plain, % 129.81/129.52 (P6(a39,f11(a39,f11(a39,f2(a39),x75171),x75172),x75173)), % 129.81/129.52 inference(rename_variables,[],[4508])). % 129.81/129.52 cnf(7525,plain, % 129.81/129.52 (P7(a39,f30(f30(f12(a39),f2(a39)),x75251),f3(a39))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,4152,4749,7172,7294,3629,4642,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,3237,1954,2376,5022,4719,4508,7479,7495,2199,4712,2482,341,1948,7422,5373,3594,3476,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4565,7219,3190,2767,2151,5991,5411,6041,6103,5643,7375,2723,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6483,6975,6342,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,4556,5460,6339,6656,6416,6419,4822,4828,6635,6667,6682,274,4365,245,272,174,273,6752,6790,143,193,275,232,231,276,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076])). % 129.81/129.52 cnf(7526,plain, % 129.81/129.52 (E(x75261,f13(a39,f30(f30(f12(a39),f2(a39)),x75262),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x75262),x75261)))), % 129.81/129.52 inference(rename_variables,[],[4642])). % 129.81/129.52 cnf(7529,plain, % 129.81/129.52 (~E(f13(a39,f11(a39,f13(a39,f13(a39,f2(a39),f3(a39)),x75291),f11(a39,f3(a39),f3(a39))),f11(a39,f3(a39),f3(a39))),f2(a39))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,4152,4749,7172,7294,3629,4642,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,3237,1954,2376,5022,4719,4508,7479,7495,2199,4712,2482,341,1948,7422,5373,3594,3476,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4565,7219,3190,2767,2151,7370,5991,5411,6041,6103,5643,7375,2723,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6483,6975,6342,6409,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,4556,5460,6339,6656,6416,6419,4822,4828,6635,6667,6682,274,4365,245,272,174,273,6752,6790,143,193,275,232,231,276,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940])). % 129.81/129.52 cnf(7536,plain, % 129.81/129.52 (~P7(a38,f2(a38),f13(a38,f25(a38,f17(f2(a38)),x75361),f25(a38,f17(f2(a38)),x75361)))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,4152,4749,7172,7294,3629,4642,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,3237,1954,2376,5022,4719,4508,7479,7495,2199,4712,2482,341,1948,7422,5373,3594,3476,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4565,7219,3190,2767,2151,7370,5991,5411,6041,6103,5643,7375,2723,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6483,6975,6342,6409,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6354,7161,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,4365,245,272,174,273,6752,6790,143,193,275,232,231,276,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121])). % 129.81/129.52 cnf(7543,plain, % 129.81/129.52 (P7(a38,f2(a38),f9(a38,f25(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,3955,4152,4749,7172,7294,3629,4642,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,3237,1954,2376,5022,4719,4508,7479,7495,2199,4712,2482,341,1948,7422,5373,3594,3476,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4565,7219,3190,2767,2151,7370,5991,5411,6041,6103,5643,7375,2723,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6483,6975,6342,6409,7109,6316,6736,7118,7114,6608,6551,7340,6254,6978,6332,6284,6354,7161,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,4365,245,272,174,273,6752,6790,143,193,275,232,231,276,328,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724])). % 129.81/129.52 cnf(7547,plain, % 129.81/129.52 (~P7(a39,f13(a39,x75471,f13(a39,x75472,f13(a39,x75473,f13(a39,x75474,x75475)))),x75474)), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,3955,4152,4749,7172,7294,3629,4642,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,3237,1954,2376,5022,4719,4508,7479,7495,2199,4712,2482,341,1948,7422,5373,3594,3476,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4565,7219,3190,2767,2151,7370,5991,5411,6041,6103,5643,7375,2723,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6483,6975,6342,6409,7109,6316,6736,7118,7114,6608,6551,7340,6254,6308,6978,6332,6284,6354,7161,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,4365,245,272,174,273,6752,6790,143,193,275,232,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167])). % 129.81/129.52 cnf(7551,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,x75511,x75511),f11(a39,x75511,x75511))),x75512),f13(a39,f30(f30(f12(a39),f11(a39,x75511,x75511)),x75512),x75513)),x75513)), % 129.81/129.52 inference(rename_variables,[],[4749])). % 129.81/129.52 cnf(7557,plain, % 129.81/129.52 (P7(a39,x75571,f13(a39,f13(a39,x75572,f11(a39,f13(a39,f13(a39,x75571,f3(a39)),f3(a39)),f3(a39))),x75573))), % 129.81/129.52 inference(rename_variables,[],[6357])). % 129.81/129.52 cnf(7562,plain, % 129.81/129.52 (~P7(a39,x75621,f2(a39))), % 129.81/129.52 inference(rename_variables,[],[542])). % 129.81/129.52 cnf(7566,plain, % 129.81/129.52 (P7(a39,x75661,f13(a39,x75662,f13(a39,x75663,f13(a39,f13(a39,x75661,x75664),f3(a39)))))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,3955,4152,4749,7172,7294,3629,4642,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,3237,1954,2376,5022,4719,4508,7479,7495,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4565,7219,3190,2767,2151,7370,5991,5411,6041,6103,5643,7375,2723,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6736,7118,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,4365,245,272,174,273,6752,6790,143,193,275,232,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372])). % 129.81/129.52 cnf(7581,plain, % 129.81/129.52 (E(x75811,f13(a39,f30(f30(f12(a39),f2(a39)),x75812),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x75812),x75811)))), % 129.81/129.52 inference(rename_variables,[],[4642])). % 129.81/129.52 cnf(7587,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x75871),x75872),x75873),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x75871,x75871),x75871)),x75872),x75873))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7589,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x75891),x75892),x75893),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x75891,x75891),x75891)),x75892),x75893))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7591,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x75911),x75912),x75913),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x75911,x75911),x75911)),x75912),x75913))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7593,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x75931),x75932),x75933),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x75931,x75931),x75931)),x75932),x75933))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7595,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x75951),x75952),x75953),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x75951,x75951),x75951)),x75952),x75953))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7597,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x75971),x75972),x75973),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x75971,x75971),x75971)),x75972),x75973))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7599,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x75991),x75992),x75993),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x75991,x75991),x75991)),x75992),x75993))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7601,plain, % 129.81/129.52 (~P7(a39,f13(a39,x76011,x76012),x76012)), % 129.81/129.52 inference(rename_variables,[],[551])). % 129.81/129.52 cnf(7603,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76031),x76032),x76033),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76031,x76031),x76031)),x76032),x76033))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7605,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76051),x76052),x76053),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76051,x76051),x76051)),x76052),x76053))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7606,plain, % 129.81/129.52 (P24(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76061,x76061),f11(a39,x76061,x76061)),f11(a39,x76061,x76061))),x76062),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,3955,551,4152,4749,7172,7294,3629,4642,7526,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3139,4365,245,272,174,273,6752,6790,3010,3012,3041,3043,3103,3121,3166,3172,143,193,3030,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90])). % 129.81/129.52 cnf(7607,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76071),x76072),x76073),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76071,x76071),x76071)),x76072),x76073))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7609,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76091),x76092),x76093),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76091,x76091),x76091)),x76092),x76093))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7611,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76111),x76112),x76113),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76111,x76111),x76111)),x76112),x76113))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7613,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76131),x76132),x76133),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76131,x76131),x76131)),x76132),x76133))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7615,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76151),x76152),x76153),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76151,x76151),x76151)),x76152),x76153))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7616,plain, % 129.81/129.52 (P17(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76161,x76161),f11(a39,x76161,x76161)),f11(a39,x76161,x76161))),x76162),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,3955,551,4152,4749,7172,7294,3629,4642,7526,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3139,4895,4365,245,272,174,273,6752,6790,3010,3012,3041,3043,3055,3103,3121,3156,3166,3172,3150,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118])). % 129.81/129.52 cnf(7617,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76171),x76172),x76173),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76171,x76171),x76171)),x76172),x76173))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7619,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76191),x76192),x76193),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76191,x76191),x76191)),x76192),x76193))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7620,plain, % 129.81/129.52 (P8(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76201,x76201),f11(a39,x76201,x76201)),f11(a39,x76201,x76201))),x76202),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,3955,551,4152,4749,7172,7294,3629,4642,7526,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3139,4895,4365,245,272,174,273,6752,6790,3006,3010,3012,3041,3043,3055,3084,3103,3121,3156,3166,3172,3150,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69])). % 129.81/129.52 cnf(7621,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76211),x76212),x76213),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76211,x76211),x76211)),x76212),x76213))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7623,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76231),x76232),x76233),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76231,x76231),x76231)),x76232),x76233))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7624,plain, % 129.81/129.52 (P9(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76241,x76241),f11(a39,x76241,x76241)),f11(a39,x76241,x76241))),x76242),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,3955,551,4152,4749,7172,7294,3629,4642,7526,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3139,4895,4365,245,272,174,273,6752,6790,3006,3010,3012,3041,3043,3055,3084,3103,3121,3156,3166,3168,3172,3210,3150,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77])). % 129.81/129.52 cnf(7625,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76251),x76252),x76253),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76251,x76251),x76251)),x76252),x76253))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7626,plain, % 129.81/129.52 (P23(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76261,x76261),f11(a39,x76261,x76261)),f11(a39,x76261,x76261))),x76262),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,3955,551,4152,4749,7172,7294,3629,4642,7526,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3139,4895,4365,245,272,174,273,6752,6790,3006,3010,3012,3039,3041,3043,3055,3084,3103,3121,3156,3166,3168,3172,3210,3150,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85])). % 129.81/129.52 cnf(7627,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76271),x76272),x76273),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76271,x76271),x76271)),x76272),x76273))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7629,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76291),x76292),x76293),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76291,x76291),x76291)),x76292),x76293))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7631,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76311),x76312),x76313),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76311,x76311),x76311)),x76312),x76313))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7632,plain, % 129.81/129.52 (P55(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76321,x76321),f11(a39,x76321,x76321)),f11(a39,x76321,x76321))),x76322),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,3955,551,4152,4749,7172,7294,3629,4642,7526,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3139,3208,4895,4365,245,272,174,273,6752,6790,3006,3010,3012,3039,3041,3043,3055,3084,3103,3121,3156,3166,3168,3172,3200,3202,3210,3150,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89])). % 129.81/129.52 cnf(7633,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76331),x76332),x76333),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76331,x76331),x76331)),x76332),x76333))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7635,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x76351),f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x76351),x76352)),x76352)), % 129.81/129.52 inference(rename_variables,[],[3631])). % 129.81/129.52 cnf(7637,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76371),x76372),x76373),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76371,x76371),x76371)),x76372),x76373))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7639,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76391),x76392),x76393),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76391,x76391),x76391)),x76392),x76393))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7641,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76411),x76412),x76413),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76411,x76411),x76411)),x76412),x76413))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7643,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76431),x76432),x76433),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76431,x76431),x76431)),x76432),x76433))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7644,plain, % 129.81/129.52 (P6(a1,f2(a1),f13(a39,f30(f30(f12(a39),f2(a39)),x76441),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x76441),a14)))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,241,3955,551,4152,4749,7172,7294,3629,4642,7526,7581,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3139,3208,4895,4365,245,2172,272,174,273,6752,6790,2981,3006,3010,3012,3039,3041,3043,3055,3062,3084,3086,3103,3121,3156,3166,3168,3172,3200,3202,3210,3220,3150,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67])). % 129.81/129.52 cnf(7645,plain, % 129.81/129.52 (E(x76451,f13(a39,f30(f30(f12(a39),f2(a39)),x76452),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x76452),x76451)))), % 129.81/129.52 inference(rename_variables,[],[4642])). % 129.81/129.52 cnf(7647,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76471),x76472),x76473),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76471,x76471),x76471)),x76472),x76473))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7649,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76491),x76492),x76493),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76491,x76491),x76491)),x76492),x76493))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7651,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x76511),f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x76511),x76512)),x76512)), % 129.81/129.52 inference(rename_variables,[],[3631])). % 129.81/129.52 cnf(7652,plain, % 129.81/129.52 (P48(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76521,x76521),f11(a39,x76521,x76521)),f11(a39,x76521,x76521))),x76522),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,7635,241,3955,551,4152,4749,7172,7294,3629,4642,7526,7581,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3139,3208,4895,4365,245,1957,2172,272,174,273,6752,6790,2981,3006,3010,3012,3039,3041,3043,3055,3062,3084,3086,3103,3121,3156,3166,3168,3172,3200,3202,3204,3210,3212,3220,3150,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71])). % 129.81/129.52 cnf(7653,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76531),x76532),x76533),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76531,x76531),x76531)),x76532),x76533))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7654,plain, % 129.81/129.52 (P68(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76541,x76541),f11(a39,x76541,x76541)),f11(a39,x76541,x76541))),x76542),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,7635,241,3955,551,4152,4749,7172,7294,3629,4642,7526,7581,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3139,3208,4895,4365,245,1957,2172,272,174,273,6752,6790,2981,3006,3010,3012,3039,3041,3043,3055,3062,3084,3086,3103,3121,3156,3166,3168,3172,3200,3202,3204,3210,3212,3220,3117,3150,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88])). % 129.81/129.52 cnf(7655,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76551),x76552),x76553),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76551,x76551),x76551)),x76552),x76553))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7657,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,x76571,x76571),f11(a39,x76571,x76571))),x76572),f13(a39,f30(f30(f12(a39),f11(a39,x76571,x76571)),x76572),x76573)),x76573)), % 129.81/129.52 inference(rename_variables,[],[4749])). % 129.81/129.52 cnf(7658,plain, % 129.81/129.52 (P59(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76581,x76581),f11(a39,x76581,x76581)),f11(a39,x76581,x76581))),x76582),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[2806,6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,7635,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3139,3208,4895,4365,245,1957,2172,272,174,273,6752,6790,2981,3006,3010,3012,3039,3041,3043,3055,3062,3084,3086,3103,3121,3156,3166,3168,3172,3200,3202,3204,3210,3212,3220,3117,3128,3150,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76])). % 129.81/129.52 cnf(7659,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76591),x76592),x76593),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76591,x76591),x76591)),x76592),x76593))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7661,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76611),x76612),x76613),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76611,x76611),x76611)),x76612),x76613))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7662,plain, % 129.81/129.52 (~P20(f13(a39,f30(f30(f12(a39),f2(a39)),x76621),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x76621),f13(a39,f30(f30(f12(a39),f11(a39,x76622,x76622)),x76623),f13(a39,f30(f30(f12(a39),f2(a39)),x76624),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x76624),f13(a39,f30(f30(f12(a39),f11(a39,x76625,x76625)),x76626),f13(a39,f18(a1,f2(a39)),f13(a1,f2(a1),f18(a1,a39))))))))))), % 129.81/129.52 inference(scs_inference,[],[2806,6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,7635,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6772,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3139,3208,4895,4365,245,1957,2172,272,174,273,6752,6790,2981,3006,3010,3012,3021,3039,3041,3043,3055,3062,3084,3086,3103,3121,3156,3166,3168,3172,3200,3202,3204,3210,3212,3220,3117,3128,3150,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107])). % 129.81/129.52 cnf(7663,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x76631),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x76631),x76632)),x76632)), % 129.81/129.52 inference(rename_variables,[],[2679])). % 129.81/129.52 cnf(7665,plain, % 129.81/129.52 (E(x76651,f13(a39,f30(f30(f12(a39),f2(a39)),x76652),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x76652),x76651)))), % 129.81/129.52 inference(rename_variables,[],[4642])). % 129.81/129.52 cnf(7667,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76671),x76672),x76673),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76671,x76671),x76671)),x76672),x76673))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7669,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76691),x76692),x76693),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76691,x76691),x76691)),x76692),x76693))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7670,plain, % 129.81/129.52 (P19(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76701,x76701),f11(a39,x76701,x76701)),f11(a39,x76701,x76701))),x76702),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x76703,x76703)),x76704))))), % 129.81/129.52 inference(scs_inference,[],[2806,6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,7635,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6772,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3139,3208,4895,4365,245,1957,2172,4999,272,174,273,6752,6790,2981,3006,3010,3012,3021,3039,3041,3043,3055,3062,3084,3086,3093,3103,3121,3156,3166,3168,3172,3180,3200,3202,3204,3210,3212,3220,3117,3128,3150,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70])). % 129.81/129.52 cnf(7671,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76711),x76712),x76713),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76711,x76711),x76711)),x76712),x76713))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7673,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76731),x76732),x76733),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76731,x76731),x76731)),x76732),x76733))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7675,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76751),x76752),x76753),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76751,x76751),x76751)),x76752),x76753))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7677,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76771),x76772),x76773),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76771,x76771),x76771)),x76772),x76773))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7679,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76791),x76792),x76793),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76791,x76791),x76791)),x76792),x76793))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7680,plain, % 129.81/129.52 (P4(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76801,x76801),f11(a39,x76801,x76801)),f11(a39,x76801,x76801))),x76802),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x76803,x76803)),x76804))))), % 129.81/129.52 inference(scs_inference,[],[2806,6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,7635,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6772,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3139,3208,4895,4365,245,1957,2172,4999,272,174,273,6752,6790,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3084,3086,3093,3103,3107,3121,3156,3166,3168,3172,3180,3200,3202,3204,3210,3212,3218,3220,3117,3128,3150,4985,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75])). % 129.81/129.52 cnf(7681,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76811),x76812),x76813),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76811,x76811),x76811)),x76812),x76813))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7683,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76831),x76832),x76833),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76831,x76831),x76831)),x76832),x76833))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7685,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76851),x76852),x76853),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76851,x76851),x76851)),x76852),x76853))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7687,plain, % 129.81/129.52 (P7(a39,x76871,f13(a39,f13(a39,f13(a39,x76872,x76871),f3(a39)),x76873))), % 129.81/129.52 inference(rename_variables,[],[2164])). % 129.81/129.52 cnf(7689,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76891),x76892),x76893),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76891,x76891),x76891)),x76892),x76893))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7691,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76911),x76912),x76913),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76911,x76911),x76911)),x76912),x76913))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7693,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76931),x76932),x76933),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76931,x76931),x76931)),x76932),x76933))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7695,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76951),x76952),x76953),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76951,x76951),x76951)),x76952),x76953))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7696,plain, % 129.81/129.52 (P61(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76961,x76961),f11(a39,x76961,x76961)),f11(a39,x76961,x76961))),x76962),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[2806,6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,2958,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,7635,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,7222,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6772,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3139,3208,4895,4365,245,1957,2172,4999,272,174,273,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3103,3107,3121,3143,3156,3160,3166,3168,3170,3172,3174,3180,3200,3202,3204,3210,3212,3216,3218,3220,3117,3128,3150,4985,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84])). % 129.81/129.52 cnf(7697,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76971),x76972),x76973),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76971,x76971),x76971)),x76972),x76973))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7698,plain, % 129.81/129.52 (P45(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x76981,x76981),f11(a39,x76981,x76981)),f11(a39,x76981,x76981))),x76982),f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x76983,x76983)),x76984))))), % 129.81/129.52 inference(scs_inference,[],[2806,6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,2958,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,7635,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,7222,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6772,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3139,3208,4895,4365,245,1957,2172,4999,272,174,273,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3103,3107,3121,3143,3156,3160,3166,3168,3170,3172,3174,3180,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,4985,143,193,3030,3067,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93])). % 129.81/129.52 cnf(7699,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x76991),x76992),x76993),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x76991,x76991),x76991)),x76992),x76993))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7701,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x77011),x77012),x77013),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x77011,x77011),x77011)),x77012),x77013))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7702,plain, % 129.81/129.52 (P49(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x77021,x77021),f11(a39,x77021,x77021)),f11(a39,x77021,x77021))),x77022),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[2806,6257,4533,7494,7507,3463,2040,4674,4576,4186,7366,7379,2958,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,7635,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,7222,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6772,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,1957,2172,4999,272,174,273,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3103,3107,3121,3143,3156,3160,3166,3168,3170,3172,3174,3180,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,4985,143,193,3030,3067,3196,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83])). % 129.81/129.52 cnf(7703,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x77031),x77032),x77033),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x77031,x77031),x77031)),x77032),x77033))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7705,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x77051),x77052),x77053),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x77051,x77051),x77051)),x77052),x77053))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7707,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x77071),x77072),x77073),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x77071,x77071),x77071)),x77072),x77073))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7709,plain, % 129.81/129.52 (E(x77091,f13(a39,f30(f30(f12(a39),f2(a39)),x77092),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x77092),x77091)))), % 129.81/129.52 inference(rename_variables,[],[4642])). % 129.81/129.52 cnf(7711,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x77111),x77112),x77113),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x77111,x77111),x77111)),x77112),x77113))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7713,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x77131),x77132),x77133),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x77131,x77131),x77131)),x77132),x77133))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7715,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x77151),x77152),x77153),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x77151,x77151),x77151)),x77152),x77153))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7716,plain, % 129.81/129.52 (P44(f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,f11(a39,x77161,x77161),f11(a39,x77161,x77161)),f11(a39,x77161,x77161))),x77162),f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[2806,6257,4533,7494,7507,2045,3463,2040,4674,4576,4186,7366,7379,2958,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,2679,7365,7397,7410,3631,7177,7201,7261,7635,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,7665,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,7222,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,3190,2767,7460,2151,7370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6185,4729,5069,6845,6605,6483,6975,6342,6409,7109,6316,6772,6736,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,1957,2172,4999,272,174,273,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3143,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,232,159,231,276,328,329,220,308,296,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80])). % 129.81/129.52 cnf(7717,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x77171),x77172),x77173),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x77171,x77171),x77171)),x77172),x77173))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7719,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x77191),x77192),x77193),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x77191,x77191),x77191)),x77192),x77193))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7721,plain, % 129.81/129.52 (E(x77211,f13(a39,f30(f30(f12(a39),f2(a39)),x77212),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x77212),x77211)))), % 129.81/129.52 inference(rename_variables,[],[4642])). % 129.81/129.52 cnf(7723,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),x77231),x77232),x77233),f13(a39,f30(f30(f12(a39),f11(a39,f13(a39,x77231,x77231),x77231)),x77232),x77233))), % 129.81/129.52 inference(rename_variables,[],[2182])). % 129.81/129.52 cnf(7738,plain, % 129.81/129.52 (P6(a38,x77381,f25(a38,f9(a38,f9(a38,f30(f30(f12(a38),x77381),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))))), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,2045,3463,2040,4674,4576,4186,7366,7379,2958,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,3240,5113,2679,7365,7397,7410,3631,7177,7201,7261,7635,7651,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,7665,7709,7721,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,7222,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2072,6845,6605,6483,6975,6470,6342,6409,7109,6316,6772,6736,7025,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,1957,2079,2172,4999,272,174,273,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,232,159,231,276,328,329,220,308,296,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394])). % 129.81/129.52 cnf(7751,plain, % 129.81/129.52 (~P6(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),a14),a14),a14),a14)), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,2045,3463,2040,4674,4576,4186,7366,7379,2958,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,2688,3240,5113,2679,7365,7397,7410,3631,7177,7201,7261,7635,7651,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,7665,7709,7721,542,243,2382,178,3707,7169,7193,7209,7247,7276,2474,2321,176,4028,2164,7222,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2072,6845,6605,6483,6975,6470,6342,6409,7109,6316,6772,6736,7025,6630,7118,6663,7114,6608,6551,7340,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,234,1957,2079,2172,4999,361,272,185,174,273,371,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,232,159,231,276,328,329,220,308,296,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096])). % 129.81/129.52 cnf(7755,plain, % 129.81/129.52 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x77551),a27)),a27),x77551)), % 129.81/129.52 inference(rename_variables,[],[2474])). % 129.81/129.52 cnf(7756,plain, % 129.81/129.52 (P6(a38,x77561,f9(a38,x77561))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7759,plain, % 129.81/129.52 (~P6(a38,f25(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),f30(f30(f12(a38),x77591),f9(a38,f3(a38)))),f9(a38,f3(a38))),x77591)), % 129.81/129.52 inference(rename_variables,[],[7134])). % 129.81/129.52 cnf(7766,plain, % 129.81/129.52 (P6(a38,x77661,f9(a38,x77661))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7771,plain, % 129.81/129.52 (~P7(a38,f30(f30(f12(a38),f25(a38,f13(a38,f13(a38,x77711,f25(a38,f13(a38,a27,f30(f30(f12(a38),f9(a38,f11(a38,a27,x77711))),a27)),a27)),x77712),a27)),a27),x77712)), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,2045,3463,2040,7491,7756,4674,7256,4576,4186,7366,7379,1883,2958,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,2688,3240,5113,2679,7365,7397,7410,3631,7177,7201,7261,7635,7651,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,178,3707,7169,7193,7209,7247,7276,2474,7391,2321,176,4028,2164,7222,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,4712,2482,341,1948,7422,5373,4812,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2072,6845,6605,6483,6975,6470,6342,6409,7109,6316,6772,6736,7025,6630,7118,6663,7114,6608,6551,7340,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,7352,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,234,1957,2079,2172,4999,361,272,185,174,273,371,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,232,159,231,276,328,329,220,228,308,296,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313])). % 129.81/129.52 cnf(7772,plain, % 129.81/129.52 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x77721,a27)),a27)),x77721)), % 129.81/129.52 inference(rename_variables,[],[4674])). % 129.81/129.52 cnf(7773,plain, % 129.81/129.52 (P7(a38,x77731,f13(a38,x77732,f25(a38,f13(a38,a27,f30(f30(f12(a38),f9(a38,f11(a38,x77731,x77732))),a27)),a27)))), % 129.81/129.52 inference(rename_variables,[],[6419])). % 129.81/129.52 cnf(7776,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,x77761,f17(f2(a38))),f25(a38,x77761,f17(f2(a38)))),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[3955])). % 129.81/129.52 cnf(7779,plain, % 129.81/129.52 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x77791,a27)),a27)),x77791)), % 129.81/129.52 inference(rename_variables,[],[4674])). % 129.81/129.52 cnf(7786,plain, % 129.81/129.52 (E(f25(a38,f13(a39,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x77861),f13(a39,f30(f30(f12(a39),f2(a39)),x77861),f2(a39))),f30(f30(f12(a38),x77862),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),x77862)), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,2045,3463,2040,7491,7756,4674,7256,7772,4576,4186,7366,7379,1883,2958,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,2688,3240,5113,2679,7365,7397,7410,3631,7177,7201,7261,7635,7651,241,3955,551,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,178,4484,3707,7169,7193,7209,7247,7276,2474,7391,2321,176,4028,2164,7222,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,3662,4712,2482,341,1948,7422,5373,4812,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6605,6483,6975,6470,6342,6409,7109,6316,6772,6736,6952,7025,6630,7118,6663,7114,6608,6551,7340,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,7352,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,234,1957,2079,2172,4999,361,272,185,174,273,371,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,232,159,231,276,328,329,220,228,308,296,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845])). % 129.81/129.52 cnf(7797,plain, % 129.81/129.52 (~P7(a39,f13(a39,x77971,x77972),x77971)), % 129.81/129.52 inference(rename_variables,[],[552])). % 129.81/129.52 cnf(7799,plain, % 129.81/129.52 (P6(a38,f2(a38),f13(a38,f25(a38,a27,a27),f25(a38,a27,a27)))), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,2045,3463,2040,7491,7756,4674,7256,7772,4576,4186,7366,7379,1883,2958,4229,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,2688,3240,5113,2679,7365,7397,7410,3631,7177,7201,7261,7635,7651,241,3955,551,7601,552,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,178,4484,3707,7169,7193,7209,7247,7276,2474,7391,2321,242,176,4028,2164,7222,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,3662,4712,2482,341,1948,7422,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6605,6483,6975,6470,6342,6409,7109,6316,6772,6736,6952,7025,6630,7118,6663,7114,6608,6551,7340,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,7352,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,2522,234,1957,2079,2172,4999,361,272,185,174,273,371,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,232,159,231,276,328,329,220,228,308,296,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243])). % 129.81/129.52 cnf(7802,plain, % 129.81/129.52 (P6(a38,f2(a38),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f13(a38,f3(a38),f9(a38,x78021)))),f13(a38,f3(a38),f9(a38,x78021))))), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,2045,3463,2040,7491,7756,4674,7256,7772,4576,4186,7366,7379,1883,2958,4229,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,2688,3240,5113,2679,7365,7397,7410,3631,7177,7201,7261,7635,7651,241,3955,551,7601,552,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,178,4484,3707,7169,7193,7209,7247,7276,2474,7391,2321,242,176,4028,2164,7222,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,5022,4719,4508,7479,7495,7517,2199,3662,4712,5026,2482,341,1948,7422,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6605,6483,6975,6470,6342,6409,7109,6316,6772,6736,6952,7025,6630,7118,6663,7114,6608,6551,7340,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,7352,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,2522,234,2550,1957,2079,2172,4999,361,272,185,174,273,371,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,232,159,231,276,328,329,220,228,308,296,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242])). % 129.81/129.52 cnf(7813,plain, % 129.81/129.52 (P7(a39,x78131,f13(a39,f13(a39,f13(a39,x78131,f3(a39)),x78132),f3(a39)))), % 129.81/129.52 inference(rename_variables,[],[2382])). % 129.81/129.52 cnf(7817,plain, % 129.81/129.52 (~P6(a39,f13(a39,f13(a39,f13(a39,f13(a39,f13(a39,f2(a39),f3(a39)),x78171),f3(a39)),x78172),x78173),x78172)), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,2045,3463,2040,7491,7756,4674,7256,7772,4576,4186,7366,7379,1883,2958,4229,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,2688,3240,5113,2679,7365,7397,7410,3631,7177,7201,7261,7635,7651,241,3955,551,7601,552,7797,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,178,4484,3707,7169,7193,7209,7247,7276,2474,7391,2321,242,176,4028,2164,7222,7687,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,2154,5022,4719,4508,7479,7495,7517,2199,3662,4712,5026,2482,341,1948,7422,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6605,6864,6483,6975,6470,6342,6409,7109,6316,6772,6736,6952,7025,6630,7118,6663,7114,6608,6551,7340,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,7352,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,2522,234,2550,1957,2079,2172,4999,361,272,185,174,273,371,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,232,159,231,276,328,329,220,228,229,308,296,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154])). % 129.81/129.52 cnf(7821,plain, % 129.81/129.52 (P7(a1,f2(a1),f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),a14))), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,2045,3463,2040,7491,7756,4674,7256,7772,4576,4186,7366,7379,1883,2958,4229,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,2688,3240,5113,2679,7365,7397,7410,3631,7177,7201,7261,7635,7651,241,3955,551,7601,552,7797,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,178,4484,3707,7169,7193,7209,7247,7276,2474,7391,2321,242,176,4028,2164,7222,7687,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,2154,5022,4719,4508,7479,7495,7517,2199,3662,4712,5026,2482,341,1948,7422,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6605,6864,6483,6975,6470,6342,6409,7109,6316,6772,6736,6952,7025,6630,7118,6663,7114,6608,6551,7340,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,7352,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,2522,234,2550,1957,2079,2172,4999,361,272,185,174,273,371,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,232,159,231,276,328,329,220,228,229,308,296,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154,969])). % 129.81/129.52 cnf(7829,plain, % 129.81/129.52 (P6(a38,f13(a39,f30(f30(f12(a39),f2(a39)),x78291),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x78291),x78292)),x78292)), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,2045,3463,2040,7491,7756,4674,7256,7772,4576,4186,7366,7379,1883,2958,4229,6512,6433,6970,6548,7212,7271,6348,7013,5315,7297,6503,6880,4436,4787,2688,3240,5113,2679,7365,7397,7410,7663,3631,7177,7201,7261,7635,7651,241,3955,551,7601,552,7797,4152,4749,7172,7294,7551,3629,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,178,4484,3707,7169,7193,7209,7247,7276,2474,7391,2321,242,176,4028,2164,7222,7687,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,2154,5022,4719,557,4508,7479,7495,7517,2199,3662,4712,5026,2482,341,1948,7422,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6605,6959,6864,6483,6975,6470,6342,6409,7109,6316,6772,6736,6952,7025,6630,7118,6663,7114,6608,6551,7340,5581,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6416,6419,7352,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,2522,234,2550,1957,2079,2172,4999,361,272,185,174,273,371,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,232,159,231,276,328,329,220,228,229,308,296,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154,969,1416,740,769])). % 129.81/129.52 cnf(7838,plain, % 129.81/129.52 (~P7(a1,f13(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),x78381),x78381)), % 129.81/129.52 inference(rename_variables,[],[6904])). % 129.81/129.52 cnf(7842,plain, % 129.81/129.52 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x78421),f13(a38,f3(a38),f9(a38,x78422)))),f13(a38,f3(a38),f9(a38,x78422))),x78421)), % 129.81/129.52 inference(rename_variables,[],[6654])). % 129.81/129.52 cnf(7854,plain, % 129.81/129.52 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x78541),a27)),a27),x78541)), % 129.81/129.52 inference(rename_variables,[],[2474])). % 129.81/129.52 cnf(7861,plain, % 129.81/129.52 (~P7(a1,f13(a1,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),x78611),x78611)), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,2045,3463,2040,7491,7756,4674,7256,7772,4576,4186,7366,7379,1883,2958,4229,6512,6433,6970,6548,7212,7271,6348,6654,7842,7013,5315,7297,5021,6503,6880,4436,4787,2688,3240,5113,2679,7365,7397,7410,7663,366,3631,7177,7201,7261,7635,7651,241,3955,551,7601,552,7797,4152,4749,7172,7294,7551,3629,7417,1801,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,178,4484,3707,7169,7193,7209,7247,7276,2945,2474,7391,7755,2321,242,176,4028,2164,7222,7687,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,2154,5225,5022,4719,557,4508,7479,7495,7517,2199,3662,4712,5026,2482,341,1948,7422,410,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6605,6959,6864,6483,6975,6470,6342,6409,7109,6316,6772,6913,6641,6736,6952,7025,6630,7118,6663,7114,6608,6551,7340,5581,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6904,7838,6416,6419,7352,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,158,2566,2522,234,2087,2550,1957,2079,2172,4999,361,272,185,174,273,371,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,230,232,159,231,276,328,329,220,228,229,308,296,314,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154,969,1416,740,769,741,851,1203,1213,815,1429,974,1247,1232,1346,977,1153])). % 129.81/129.52 cnf(7865,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,x78651,f17(f2(a38))),f25(a38,x78651,f17(f2(a38)))),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[3955])). % 129.81/129.52 cnf(7870,plain, % 129.81/129.52 (~P7(a38,f25(a38,f13(a38,a27,x78701),f9(a38,f3(a38))),f25(a38,x78701,f9(a38,f3(a38))))), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,2045,3463,2040,7491,7756,4674,7256,7772,4576,4186,7366,7379,1883,2958,4229,6512,6433,6970,6548,7212,7271,6348,6654,7842,7013,5315,7297,5021,6503,6880,4436,4787,2688,3240,5113,2679,7365,7397,7410,7663,366,3631,7177,7201,7261,7635,7651,241,3955,7776,551,7601,552,7797,4152,4749,7172,7294,7551,3629,7417,1801,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,178,4484,3707,7169,7193,7209,7247,7276,2945,2474,7391,7755,2321,242,176,4028,2164,7222,7687,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,400,3237,1954,2376,2154,5225,5022,4719,557,4508,7479,7495,7517,2199,3662,4712,5026,2482,341,1948,7422,410,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6605,6959,6864,6483,6975,6470,6342,6409,7109,6316,6772,6913,6641,6736,6952,7025,6427,6630,7118,6663,7114,6608,6551,7340,5581,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6904,7838,6416,6419,7352,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,158,2566,2522,234,2087,2550,1957,2079,2172,4999,361,272,325,185,174,273,371,6752,6790,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,230,232,159,231,276,328,329,220,228,229,308,296,314,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154,969,1416,740,769,741,851,1203,1213,815,1429,974,1247,1232,1346,977,1153,1245,1186,1422])). % 129.81/129.52 cnf(7873,plain, % 129.81/129.52 (E(f13(a1,a14,x78731),x78731)), % 129.81/129.52 inference(rename_variables,[],[362])). % 129.81/129.52 cnf(7883,plain, % 129.81/129.52 (P6(a38,x78831,f13(a38,f30(f30(f12(a38),f17(f9(a38,x78831))),f17(f9(a38,x78831))),f30(f30(f12(a38),x78832),x78832)))), % 129.81/129.52 inference(rename_variables,[],[6561])). % 129.81/129.52 cnf(7893,plain, % 129.81/129.52 (~P7(a38,f30(f30(f12(a38),f25(a38,f13(a38,f9(a38,a27),x78931),a27)),a27),x78931)), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,7513,2045,3463,2040,7491,7756,7766,4674,7256,7772,7779,4576,4186,7366,7379,1883,2958,4229,6512,6433,6970,6561,6548,7212,7271,6348,6654,7842,7013,5315,7297,5021,6503,6880,2846,4436,4787,2688,3240,5113,2679,7365,7397,7410,7663,366,3631,7177,7201,7261,7635,7651,241,3955,7776,551,7601,552,7797,4152,4749,7172,7294,7551,3629,7417,1801,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,178,4484,3707,7169,7193,7209,7247,7276,2945,2474,7391,7755,2321,242,176,4028,2164,7222,7687,2448,2005,4323,2568,7190,7196,406,4523,1960,3368,381,1931,7411,7471,400,3237,1954,2376,2154,5225,5022,4719,557,362,4508,7479,7495,7517,2199,3662,4712,5026,2482,341,1948,7422,410,4409,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6407,6605,6678,6959,6864,6483,6975,6470,6342,6409,7109,6316,6772,6913,6641,6736,6952,7025,6427,6630,7118,6663,7114,6608,6551,7340,4600,5581,7130,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6904,7838,6416,6419,7352,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,158,2566,2522,234,2087,2550,1957,2079,2172,4999,361,272,325,185,174,273,371,6752,6790,6794,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,230,232,159,231,276,328,329,220,228,229,308,296,314,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154,969,1416,740,769,741,851,1203,1213,815,1429,974,1247,1232,1346,977,1153,1245,1186,1422,670,910,1202,968,930,849,1211,1312])). % 129.81/129.52 cnf(7894,plain, % 129.81/129.52 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x78941,a27)),a27)),x78941)), % 129.81/129.52 inference(rename_variables,[],[4674])). % 129.81/129.52 cnf(7895,plain, % 129.81/129.52 (P6(a38,x78951,f9(a38,x78951))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7901,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,x79011,f17(f2(a38))),f25(a38,x79011,f17(f2(a38)))),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[3955])). % 129.81/129.52 cnf(7904,plain, % 129.81/129.52 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x79041),a27)),a27),x79041)), % 129.81/129.52 inference(rename_variables,[],[2474])). % 129.81/129.52 cnf(7905,plain, % 129.81/129.52 (P6(a38,x79051,f9(a38,x79051))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7908,plain, % 129.81/129.52 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x79081,a27)),a27)),x79081)), % 129.81/129.52 inference(rename_variables,[],[4674])). % 129.81/129.52 cnf(7918,plain, % 129.81/129.52 (~P7(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x79181,a27)),a27)),x79181)), % 129.81/129.52 inference(rename_variables,[],[4674])). % 129.81/129.52 cnf(7919,plain, % 129.81/129.52 (P6(a38,x79191,f9(a38,x79191))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7932,plain, % 129.81/129.52 (P6(a38,f13(a39,f30(f30(f12(a39),f11(a39,x79321,x79321)),x79322),x79323),x79323)), % 129.81/129.52 inference(rename_variables,[],[6970])). % 129.81/129.52 cnf(7935,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,x79351,f17(f2(a38))),f25(a38,x79351,f17(f2(a38)))),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[3955])). % 129.81/129.52 cnf(7939,plain, % 129.81/129.52 (P6(a38,x79391,f9(a38,x79391))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7942,plain, % 129.81/129.52 (P6(a38,f13(a39,f30(f30(f12(a39),f11(a39,x79421,x79421)),x79422),x79423),x79423)), % 129.81/129.52 inference(rename_variables,[],[6970])). % 129.81/129.52 cnf(7943,plain, % 129.81/129.52 (P6(a38,x79431,f9(a38,x79431))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7946,plain, % 129.81/129.52 (~P7(a38,f25(a38,f2(a38),x79461),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[2448])). % 129.81/129.52 cnf(7950,plain, % 129.81/129.52 (P6(a38,x79501,x79501)), % 129.81/129.52 inference(rename_variables,[],[364])). % 129.81/129.52 cnf(7951,plain, % 129.81/129.52 (P6(a38,x79511,f9(a38,x79511))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7952,plain, % 129.81/129.52 (~P7(a38,x79521,x79521)), % 129.81/129.52 inference(rename_variables,[],[1799])). % 129.81/129.52 cnf(7954,plain, % 129.81/129.52 (P6(a38,f25(a38,f30(f30(f12(a38),f9(a38,f2(a38))),x79541),x79541),f9(a38,f2(a38)))), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,7513,2045,3792,3463,2040,7491,7756,7766,7895,7905,7919,7939,7943,7951,4674,7256,7772,7779,7894,7908,4576,4186,7366,7379,1883,2958,4229,6702,6512,6433,6970,7503,7932,6561,6548,7212,7271,6348,6654,7842,7013,5315,7297,5021,6503,6880,2846,4436,4787,2034,2688,3240,5113,2679,7365,7397,7410,7663,366,3631,7177,7201,7261,7635,7651,241,3955,7776,7865,7901,551,7601,552,7797,1799,4152,4749,7172,7294,7551,7657,3629,7417,1801,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,364,7950,178,4484,3707,7169,7193,7209,7247,7276,2945,2474,7391,7755,7854,7904,2321,242,176,4028,2164,7222,7687,2448,7510,2005,380,4323,2568,7190,7196,2793,406,2241,4523,1960,3368,381,1931,7411,7471,400,3237,1954,2376,2442,2154,5225,5022,4719,557,362,7873,4508,7479,7495,7517,2795,2864,2199,3662,4712,5026,2482,341,1948,7422,410,4409,5331,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,3684,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6407,6605,6678,6959,6864,6483,6975,6470,6342,6409,7109,6316,6772,6913,6641,6736,6952,7025,6427,6630,7118,6663,7114,6608,6551,7340,4600,5581,7130,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6904,7838,6416,6419,7352,7773,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,158,2566,2522,234,2087,2550,1957,2079,2172,4999,361,272,325,185,174,273,371,6752,6790,6794,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,230,232,159,231,276,328,329,220,228,229,308,296,314,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154,969,1416,740,769,741,851,1203,1213,815,1429,974,1247,1232,1346,977,1153,1245,1186,1422,670,910,1202,968,930,849,1211,1312,846,1241,1151,1311,972,842,1155,742,671,843,973,1244,1310,1491,1228,1499,1603])). % 129.81/129.52 cnf(7957,plain, % 129.81/129.52 (P6(a38,x79571,f9(a38,x79571))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7959,plain, % 129.81/129.52 (P6(a38,f13(a39,f30(f30(f12(a39),f11(a39,x79591,x79591)),x79592),f25(a38,x79593,f2(a38))),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,7513,2045,3792,3463,2040,7491,7756,7766,7895,7905,7919,7939,7943,7951,4674,7256,7772,7779,7894,7908,4576,4186,7366,7379,1883,2958,4229,6702,6512,6433,6970,7503,7932,7942,6561,6548,7212,7271,6348,6654,7842,7013,5315,7297,5021,6503,6880,2846,4436,4787,2034,2688,3240,5113,2679,7365,7397,7410,7663,366,3631,7177,7201,7261,7635,7651,241,3955,7776,7865,7901,551,7601,552,7797,1799,7952,4152,4749,7172,7294,7551,7657,3629,7417,1801,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,364,7950,178,4484,3707,7169,7193,7209,7247,7276,2945,2474,7391,7755,7854,7904,2321,242,176,4028,2164,7222,7687,2448,7510,2005,380,4323,2568,7190,7196,2793,406,2241,4523,1960,3368,381,1931,7411,7471,400,3237,1954,2376,2442,2154,5225,5022,4719,557,362,7873,4508,7479,7495,7517,2795,2864,2199,3662,4712,5026,2482,341,1948,7422,410,4409,5331,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,3684,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6407,6605,6678,6959,6864,6483,6975,6470,6342,6409,7109,6316,6772,6913,6641,6736,6952,7025,6427,6630,7118,6663,7114,6608,6551,7340,4600,5581,7130,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6904,7838,6416,6419,7352,7773,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,158,2566,2522,234,2087,2550,1957,2079,2172,4999,361,272,325,185,174,273,371,6752,6790,6794,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,230,232,159,231,276,328,329,220,228,229,308,296,314,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154,969,1416,740,769,741,851,1203,1213,815,1429,974,1247,1232,1346,977,1153,1245,1186,1422,670,910,1202,968,930,849,1211,1312,846,1241,1151,1311,972,842,1155,742,671,843,973,1244,1310,1491,1228,1499,1603,1298])). % 129.81/129.52 cnf(7960,plain, % 129.81/129.52 (~P7(a38,x79601,x79601)), % 129.81/129.52 inference(rename_variables,[],[1799])). % 129.81/129.52 cnf(7964,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,x79641,f17(f2(a38))),f25(a38,x79641,f17(f2(a38)))),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[3955])). % 129.81/129.52 cnf(7967,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,x79671,f17(f2(a38))),f25(a38,x79671,f17(f2(a38)))),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[3955])). % 129.81/129.52 cnf(7968,plain, % 129.81/129.52 (P6(a38,x79681,f9(a38,x79681))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7971,plain, % 129.81/129.52 (~P7(a38,f25(a38,f17(f2(a38)),x79711),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[3383])). % 129.81/129.52 cnf(7972,plain, % 129.81/129.52 (~P7(a38,x79721,x79721)), % 129.81/129.52 inference(rename_variables,[],[1799])). % 129.81/129.52 cnf(7973,plain, % 129.81/129.52 (~P7(a38,f2(a38),f25(a38,f17(f2(a38)),x79731))), % 129.81/129.52 inference(rename_variables,[],[3368])). % 129.81/129.52 cnf(7981,plain, % 129.81/129.52 (P6(a38,x79811,f9(a38,x79811))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(7987,plain, % 129.81/129.52 (~P7(a38,f17(f13(a38,f30(f30(f12(a38),f2(a38)),f2(a38)),f30(f30(f12(a38),x79871),x79871))),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,7513,2045,3792,3463,2040,7491,7756,7766,7895,7905,7919,7939,7943,7951,7957,7968,4674,7256,7772,7779,7894,7908,7918,4576,4186,7366,7379,1883,2958,4229,6702,6512,6433,6970,7503,7932,7942,6561,6548,7212,7271,6348,6654,7842,7013,5315,7297,5021,6503,6880,2846,4436,4787,2034,2688,3240,5113,2679,7365,7397,7410,7663,366,3631,7177,7201,7261,7635,7651,241,3955,7776,7865,7901,7935,7964,7967,551,7601,552,7797,1799,7952,7960,7972,4152,4749,7172,7294,7551,7657,3629,7417,1801,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,364,7950,178,4484,3707,7169,7193,7209,7247,7276,2945,2474,7391,7755,7854,7904,2321,242,176,4028,3383,7971,2164,7222,7687,2448,7510,7946,2005,380,4323,2568,7190,7196,475,2793,406,2241,4523,1960,3368,7973,381,1931,7411,7471,400,3237,1954,2376,2442,2154,5225,5022,4719,557,362,7873,4508,7479,7495,7517,2795,2864,2199,3662,4712,5026,2482,341,1948,7422,410,4409,5331,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,3684,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6407,6605,6678,6959,6864,6483,6975,6470,6342,6409,7109,6316,6772,6913,6641,6736,6952,7025,6427,6630,7118,6663,7114,6608,6551,7340,4600,5581,7130,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6904,7838,6416,6419,7352,7773,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,158,2566,2522,234,2087,2550,1957,2079,2172,4999,361,272,325,185,174,273,371,6752,6790,6794,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,230,232,159,231,276,328,329,220,228,229,308,296,314,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154,969,1416,740,769,741,851,1203,1213,815,1429,974,1247,1232,1346,977,1153,1245,1186,1422,670,910,1202,968,930,849,1211,1312,846,1241,1151,1311,972,842,1155,742,671,843,973,1244,1310,1491,1228,1499,1603,1298,1299,1230,1301,1229,1300,1231,1526])). % 129.81/129.52 cnf(7998,plain, % 129.81/129.52 (~P7(a1,f30(f30(f12(a1),f11(a1,x79981,f11(a1,x79982,x79982))),x79983),f30(f30(f12(a1),x79981),x79983))), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,7513,2045,3792,3463,2040,7491,7756,7766,7895,7905,7919,7939,7943,7951,7957,7968,7981,4674,7256,7772,7779,7894,7908,7918,4576,4186,7366,7379,1883,2958,4229,6702,6512,6433,6970,7503,7932,7942,6561,7883,6548,7212,7271,6348,6654,7842,7013,5315,7297,5021,6503,6880,2846,4436,4787,2034,2688,3240,5113,2679,7365,7397,7410,7663,366,3631,7177,7201,7261,7635,7651,241,3955,7776,7865,7901,7935,7964,7967,551,7601,552,7797,1799,7952,7960,7972,4152,4749,7172,7294,7551,7657,3629,7417,1801,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,364,7950,178,4484,3707,7169,7193,7209,7247,7276,2945,2474,7391,7755,7854,7904,2321,242,176,4028,3383,7971,2164,7222,7687,2448,7510,7946,2005,380,4323,2568,7190,7196,475,2793,406,2241,4406,4523,1960,3368,7973,381,1931,7411,7471,400,3237,1954,2376,2442,2154,5225,5022,4719,557,362,7873,4508,7479,7495,7517,2795,2864,2199,3662,4712,5026,2482,341,1948,7422,410,4409,5331,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,2723,7455,4755,5194,2917,5304,555,3684,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6407,6605,6678,6959,6864,6483,6975,6470,6342,6409,7109,6316,6772,6913,6641,6736,6952,7025,6427,6630,7118,6663,7114,6608,6551,7340,4600,5581,7130,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6904,7838,6416,6419,7352,7773,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,158,2566,2522,234,2087,2550,1957,2079,2172,4999,361,375,272,325,185,174,273,371,6752,6790,6794,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,230,232,159,231,276,328,329,220,228,229,308,296,314,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154,969,1416,740,769,741,851,1203,1213,815,1429,974,1247,1232,1346,977,1153,1245,1186,1422,670,910,1202,968,930,849,1211,1312,846,1241,1151,1311,972,842,1155,742,671,843,973,1244,1310,1491,1228,1499,1603,1298,1299,1230,1301,1229,1300,1231,1526,1533,1050,1147])). % 129.81/129.52 cnf(8025,plain, % 129.81/129.52 (P6(a38,f2(a38),f13(a38,f3(a38),f9(a38,x80251)))), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,7513,2045,3792,3463,2040,7491,7756,7766,7895,7905,7919,7939,7943,7951,7957,7968,7981,4674,7256,7772,7779,7894,7908,7918,4576,4186,7366,7379,1883,2958,4229,6702,6512,6433,6970,7503,7932,7942,6561,7883,6548,7212,7271,6348,6654,7842,7013,5315,7297,5021,6503,6880,2846,4436,4787,2034,2688,3240,5113,2679,7365,7397,7410,7663,366,3631,7177,7201,7261,7635,7651,241,3955,7776,7865,7901,7935,7964,7967,551,7601,552,7797,1799,7952,7960,7972,4152,4749,7172,7294,7551,7657,3629,7417,1801,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,364,7950,178,4484,3707,7169,7193,7209,7247,7276,2945,2474,7391,7755,7854,7904,2321,242,176,4028,3383,7971,2164,7222,7687,2448,7510,7946,2005,380,4323,2568,7190,7196,475,2793,406,2241,4406,4523,1960,3368,7973,381,1931,7411,7471,400,3237,1954,2376,2442,2154,5225,5022,4719,557,413,362,7873,4508,7479,7495,7517,2795,2864,2199,3662,4712,5026,2482,341,1948,7422,410,4409,5331,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,5041,2723,7455,4755,5194,2917,5304,555,3684,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6407,6605,6678,6959,6864,6483,6975,6470,6342,6409,7109,6316,6772,6913,6641,6736,6952,7025,6427,6630,7118,6663,7114,6608,6551,7340,4600,5581,7130,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6904,7838,6416,6419,7352,7773,4822,4828,6528,6635,6667,6682,274,3032,3126,3139,3208,4895,4365,245,158,2566,2522,234,2087,2550,1957,2079,2172,4999,361,375,272,325,185,174,273,371,6752,6790,6794,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,230,232,159,231,276,328,329,220,228,229,308,296,314,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154,969,1416,740,769,741,851,1203,1213,815,1429,974,1247,1232,1346,977,1153,1245,1186,1422,670,910,1202,968,930,849,1211,1312,846,1241,1151,1311,972,842,1155,742,671,843,973,1244,1310,1491,1228,1499,1603,1298,1299,1230,1301,1229,1300,1231,1526,1533,1050,1147,832,866,1007,773,1789,705,1622,1048,1259,879,893,1703,1188])). % 129.81/129.52 cnf(8027,plain, % 129.81/129.52 (~P7(a1,x80271,f11(a1,x80271,f11(a1,x80272,x80272)))), % 129.81/129.52 inference(scs_inference,[],[2806,3619,6257,4533,7494,7507,7513,2045,3792,3463,2040,7491,7756,7766,7895,7905,7919,7939,7943,7951,7957,7968,7981,4674,7256,7772,7779,7894,7908,7918,4576,4186,7366,7379,1883,2958,4229,6702,6512,6433,6970,7503,7932,7942,6561,7883,6548,7212,7271,6348,6654,7842,7013,5315,7297,5021,6503,6880,2846,4436,4787,2034,2688,3240,5113,2679,7365,7397,7410,7663,366,3631,7177,7201,7261,7635,7651,241,3955,7776,7865,7901,7935,7964,7967,551,7601,552,7797,1799,7952,7960,7972,4152,4749,7172,7294,7551,7657,3629,7417,1801,4642,7526,7581,7645,7665,7709,7721,542,7562,243,2382,7362,7813,364,7950,178,4484,3707,7169,7193,7209,7247,7276,2945,2474,7391,7755,7854,7904,2321,242,176,4028,3383,7971,2164,7222,7687,2448,7510,7946,2005,380,4323,2568,7190,7196,475,2793,406,2241,4406,4523,1960,3368,7973,381,1931,7411,7471,400,3237,1954,2376,2442,2154,5225,5022,4719,557,413,362,7873,4508,7479,7495,7517,2795,2864,2199,3662,4712,5026,2482,341,1948,7422,410,4409,5331,5373,4812,4629,3594,3476,7448,1912,3626,4421,7183,7204,7283,250,248,249,5938,3734,4208,4565,7219,2182,7587,7589,7591,7593,7595,7597,7599,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7637,7639,7641,7643,7647,7649,7653,7655,7659,7661,7667,7669,7671,7673,7675,7677,7679,7681,7683,7685,7689,7691,7693,7695,7697,7699,7701,7703,7705,7707,7711,7713,7715,7717,7719,7723,3190,2767,7460,2151,7370,370,5991,5411,6041,6103,5643,7375,5041,2723,7455,4755,5194,2917,5304,555,3684,5386,4690,4149,5448,5750,2912,6162,6185,4729,5069,2527,2072,6845,6407,6605,6678,6121,6959,6864,6483,6975,6470,6342,6409,7109,6316,6772,6913,6641,6736,6952,7025,6427,6630,7118,6663,7114,6608,6551,7340,4600,5581,7130,7134,7759,6254,6308,6978,7286,6332,7229,6284,6354,7161,6357,7557,6366,4556,5460,6339,6656,6904,7838,6416,6419,7352,7773,4822,4828,6528,6635,6667,6682,235,274,3032,3126,3139,3208,4895,4365,245,158,2566,2522,234,2087,2550,1957,2079,2172,4999,361,375,272,325,185,174,273,371,6752,6790,6794,2979,2981,3006,3008,3010,3012,3021,3039,3041,3043,3055,3060,3062,3082,3084,3086,3093,3095,3103,3107,3121,3134,3143,3148,3156,3160,3162,3164,3166,3168,3170,3172,3174,3180,3182,3186,3192,3200,3202,3204,3210,3212,3216,3218,3220,4953,3117,3128,3150,3184,4985,143,193,3030,3067,3196,275,297,230,232,159,231,276,328,329,220,228,229,308,296,314,153,321,320,1146,1362,1255,1355,998,800,602,1080,872,996,690,1842,577,870,599,689,787,1254,580,1012,1352,1017,737,1141,1075,853,579,1364,780,739,1133,856,999,852,11,997,605,784,590,855,796,696,1145,725,945,1073,564,944,785,859,995,1138,1082,1139,607,1134,1873,1074,692,858,578,1086,1137,874,563,854,738,684,14,13,25,10,2,1047,639,989,898,1370,1165,1661,1116,1662,942,717,1697,1693,1701,645,804,1289,1117,745,629,1166,877,1368,1663,1123,847,620,1683,1680,757,718,1698,622,1366,949,1375,1694,733,744,1118,589,1660,1187,1716,1702,896,1162,948,885,1135,1682,1160,1161,923,951,952,1290,947,1130,791,646,1376,1163,1164,1076,940,1696,1121,1700,1119,724,807,1167,730,1699,1091,1189,1035,1372,1704,802,726,794,61,878,102,130,115,79,91,132,124,62,104,74,90,72,106,123,131,118,129,69,101,77,85,86,125,89,64,68,94,110,121,67,114,99,95,71,88,3,76,128,107,87,92,117,70,82,116,96,73,75,78,119,63,108,105,120,97,84,93,133,83,109,112,65,60,127,103,80,111,81,113,100,122,126,66,1421,850,1207,1394,1179,929,1402,1420,1414,1096,1152,1345,823,967,1208,1313,1240,1233,1423,1237,845,970,848,817,1243,1242,1417,661,971,976,1154,969,1416,740,769,741,851,1203,1213,815,1429,974,1247,1232,1346,977,1153,1245,1186,1422,670,910,1202,968,930,849,1211,1312,846,1241,1151,1311,972,842,1155,742,671,843,973,1244,1310,1491,1228,1499,1603,1298,1299,1230,1301,1229,1300,1231,1526,1533,1050,1147,832,866,1007,773,1789,705,1622,1048,1259,879,893,1703,1188,1321])). % 129.81/129.52 cnf(8048,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x80481),f13(a39,f30(f30(f12(a39),f13(a39,f2(a39),f2(a39))),x80481),f2(a39))),f2(a39))), % 129.81/129.52 inference(scs_inference,[],[7409,7328,7368,26,867,697])). % 129.81/129.52 cnf(8049,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x80491),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x80491),f13(a39,f30(f30(f12(a39),f13(a39,f2(a39),f2(a39))),x80491),x80492))),x80492)), % 129.81/129.52 inference(rename_variables,[],[7409])). % 129.81/129.52 cnf(8052,plain, % 129.81/129.52 (P6(a39,x80521,f13(a39,f13(a39,x80522,f11(a39,f13(a39,f13(a39,x80521,x80523),f3(a39)),f3(a39))),x80524))), % 129.81/129.52 inference(rename_variables,[],[6385])). % 129.81/129.52 cnf(8054,plain, % 129.81/129.52 (~P7(a39,x80541,f30(f30(f12(a39),f11(a39,x80542,x80542)),x80543))), % 129.81/129.52 inference(scs_inference,[],[6388,6385,7409,7328,7368,26,867,697,1362,1146])). % 129.81/129.52 cnf(8059,plain, % 129.81/129.52 (P7(a39,f2(a39),f13(a39,f13(a1,f2(a1),f2(a39)),f13(a39,x80591,f3(a39))))), % 129.81/129.52 inference(scs_inference,[],[2760,5480,6388,6385,7409,7328,7368,26,867,697,1362,1146,1255,800])). % 129.81/129.52 cnf(8060,plain, % 129.81/129.52 (E(f13(a39,f13(a1,f2(a1),f2(a39)),x80601),x80601)), % 129.81/129.52 inference(rename_variables,[],[2760])). % 129.81/129.52 cnf(8062,plain, % 129.81/129.52 (~E(f25(a38,f25(a38,a27,a27),f25(a38,a27,a27)),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2760,5177,5480,6388,6385,7409,7328,7368,26,867,697,1362,1146,1255,800,602])). % 129.81/129.52 cnf(8064,plain, % 129.81/129.52 (P7(a39,x80641,f13(a39,f13(a39,x80642,f13(a39,f13(a39,x80643,x80641),f3(a39))),x80644))), % 129.81/129.52 inference(scs_inference,[],[2760,5177,5480,6388,6385,7409,7328,7368,7275,26,867,697,1362,1146,1255,800,602,1355])). % 129.81/129.52 cnf(8067,plain, % 129.81/129.52 (~P7(a39,f13(a39,f13(a39,f13(a39,f13(a39,x80671,x80672),f3(a39)),x80673),x80674),x80671)), % 129.81/129.52 inference(scs_inference,[],[2760,3914,5177,5480,6388,6385,7409,7328,7368,7275,26,867,697,1362,1146,1255,800,602,1355,998])). % 129.81/129.52 cnf(8068,plain, % 129.81/129.52 (~P7(a39,f13(a39,f13(a39,f13(a39,x80681,f3(a39)),x80682),x80683),x80681)), % 129.81/129.52 inference(rename_variables,[],[3914])). % 129.81/129.52 cnf(8073,plain, % 129.81/129.52 (~P6(a39,f11(a39,f13(a39,f13(a39,x80731,f3(a39)),x80732),x80732),x80731)), % 129.81/129.52 inference(rename_variables,[],[4626])). % 129.81/129.52 cnf(8075,plain, % 129.81/129.52 (P6(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x80751),x80752)), % 129.81/129.52 inference(scs_inference,[],[7426,4640,2760,3914,5177,4626,5480,6388,6385,7409,7328,7368,7275,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787])). % 129.81/129.52 cnf(8078,plain, % 129.81/129.52 (~P6(a39,f11(a39,f13(a39,f13(a39,x80781,f3(a39)),x80782),x80782),x80781)), % 129.81/129.52 inference(rename_variables,[],[4626])). % 129.81/129.52 cnf(8084,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x80841),f9(a38,f3(a38)))),f9(a38,f3(a38))),x80841)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8086,plain, % 129.81/129.52 (P7(a39,x80861,f18(a1,f13(a39,f13(a39,f13(a39,x80861,x80862),x80863),f3(a39))))), % 129.81/129.52 inference(scs_inference,[],[7174,7426,4640,2760,485,1996,3914,5177,4626,8073,5480,6388,6385,7409,7328,7368,7275,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075])). % 129.81/129.52 cnf(8087,plain, % 129.81/129.52 (P7(a39,x80871,f18(a1,f13(a39,f13(a39,x80871,x80872),f3(a39))))), % 129.81/129.52 inference(rename_variables,[],[1996])). % 129.81/129.52 cnf(8092,plain, % 129.81/129.52 (~P7(a39,f13(a39,f13(a39,f13(a39,x80921,f3(a39)),x80922),x80923),x80921)), % 129.81/129.52 inference(rename_variables,[],[3914])). % 129.81/129.52 cnf(8100,plain, % 129.81/129.52 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x81001),f9(a38,f3(a38)))),f9(a38,f3(a38))),x81001)), % 129.81/129.52 inference(rename_variables,[],[3237])). % 129.81/129.52 cnf(8102,plain, % 129.81/129.52 (~E(f11(a39,f13(a39,f13(a39,x81021,f3(a39)),x81022),x81022),x81021)), % 129.81/129.52 inference(scs_inference,[],[7174,7406,7426,7751,4640,2760,485,1996,3914,8068,3237,5177,4626,8073,8078,5480,6388,6379,6385,7409,7328,7368,7275,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605])). % 129.81/129.52 cnf(8107,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x81071),f9(a38,f3(a38)))),f9(a38,f3(a38))),x81071)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8110,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x81101),f9(a38,f3(a38)))),f9(a38,f3(a38))),x81101)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8115,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x81151),f9(a38,f3(a38)))),f9(a38,f3(a38))),x81151)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8118,plain, % 129.81/129.52 (~P6(a39,f11(a39,f13(a39,f13(a39,x81181,f3(a39)),x81182),x81182),x81181)), % 129.81/129.52 inference(rename_variables,[],[4626])). % 129.81/129.52 cnf(8121,plain, % 129.81/129.52 (P6(a39,x81211,f13(a39,x81212,f11(a39,f13(a39,f13(a39,x81213,f13(a39,x81211,x81214)),f3(a39)),f3(a39))))), % 129.81/129.52 inference(rename_variables,[],[7406])). % 129.81/129.52 cnf(8124,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x81241),f9(a38,f3(a38)))),f9(a38,f3(a38))),x81241)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8126,plain, % 129.81/129.52 (~P7(a39,x81261,f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x81262),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x81262),f2(a39))))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,7406,7426,7751,3123,4640,2760,485,1996,3914,8068,3237,5177,6630,4626,8073,8078,5480,6388,6379,6385,7409,7328,7368,7275,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696])). % 129.81/129.52 cnf(8127,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x81271),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x81271),x81272)),x81272)), % 129.81/129.52 inference(rename_variables,[],[3123])). % 129.81/129.52 cnf(8129,plain, % 129.81/129.52 (~E(x81291,f13(a39,f13(a39,x81291,f3(a39)),x81292))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,7406,7426,7751,3123,4640,2760,485,1996,3914,8068,1999,3237,5177,6630,4626,8073,8078,5480,6388,6379,6385,7409,7328,7368,7275,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689])). % 129.81/129.52 cnf(8134,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x81341),f9(a38,f3(a38)))),f9(a38,f3(a38))),x81341)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8140,plain, % 129.81/129.52 (~P7(a39,f13(a39,f13(a39,f13(a39,x81401,f3(a39)),x81402),x81403),x81401)), % 129.81/129.52 inference(rename_variables,[],[3914])). % 129.81/129.52 cnf(8147,plain, % 129.81/129.52 (~P6(a39,f13(a39,x81471,f13(a39,f13(a39,x81472,f13(a39,x81473,f3(a39))),x81474)),x81473)), % 129.81/129.52 inference(rename_variables,[],[7208])). % 129.81/129.52 cnf(8150,plain, % 129.81/129.52 (~P7(a39,f13(a39,f13(a39,f13(a39,x81501,f3(a39)),x81502),x81503),x81501)), % 129.81/129.52 inference(rename_variables,[],[3914])). % 129.81/129.52 cnf(8153,plain, % 129.81/129.52 (P6(a39,x81531,f13(a39,x81532,f11(a39,f13(a39,f13(a39,x81533,f13(a39,x81531,x81534)),f3(a39)),f3(a39))))), % 129.81/129.52 inference(rename_variables,[],[7406])). % 129.81/129.52 cnf(8159,plain, % 129.81/129.52 (P6(a39,x81591,f13(a39,x81592,f11(a39,f13(a39,f13(a39,x81593,f13(a39,x81591,x81594)),f3(a39)),f3(a39))))), % 129.81/129.52 inference(rename_variables,[],[7406])). % 129.81/129.52 cnf(8161,plain, % 129.81/129.52 (P6(a38,x81611,f30(f30(f12(a38),f25(a38,f13(a38,a27,x81611),f9(a38,f3(a38)))),f9(a38,f3(a38))))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,7406,8121,8153,7426,7751,3123,4640,2760,485,1996,3914,8068,8092,8140,1999,3237,5177,5490,6630,4626,8073,8078,5480,6388,5789,5398,6379,6385,7409,7328,7368,5306,7157,7208,7275,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737])). % 129.81/129.52 cnf(8164,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x81641),f9(a38,f3(a38)))),f9(a38,f3(a38))),x81641)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8168,plain, % 129.81/129.52 (~P6(a38,f3(a38),f17(f17(f18(a38,f2(a1)))))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,7406,8121,8153,7426,7751,3123,4640,2760,485,1996,3914,8068,8092,8140,1999,3237,5177,5490,6630,4626,8073,8078,8118,5480,6388,5789,5398,6379,6385,6275,7409,7328,7368,5306,7157,7208,7275,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856])). % 129.81/129.52 cnf(8171,plain, % 129.81/129.52 (P6(a39,x81711,f13(a39,x81712,f11(a39,f13(a39,f13(a39,x81713,f13(a39,x81711,x81714)),f3(a39)),f3(a39))))), % 129.81/129.52 inference(rename_variables,[],[7406])). % 129.81/129.52 cnf(8173,plain, % 129.81/129.52 (~E(f13(a39,f13(a39,f13(a39,f13(a39,x81731,f3(a39)),f3(a39)),x81732),x81733),f2(a39))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,7406,8121,8153,8159,7426,7751,3123,4640,2760,485,1996,3914,8068,8092,8140,8150,1999,3237,5177,5490,6630,4626,8073,8078,8118,5480,6388,5789,5398,6379,6385,6275,7409,7328,7368,5306,7157,7208,7275,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874])). % 129.81/129.52 cnf(8174,plain, % 129.81/129.52 (~P7(a39,f13(a39,f13(a39,f13(a39,x81741,f3(a39)),x81742),x81743),x81741)), % 129.81/129.52 inference(rename_variables,[],[3914])). % 129.81/129.52 cnf(8185,plain, % 129.81/129.52 (~P7(a39,f13(a39,f13(a39,f13(a39,x81851,f3(a39)),x81852),x81853),x81851)), % 129.81/129.52 inference(rename_variables,[],[3914])). % 129.81/129.52 cnf(8188,plain, % 129.81/129.52 (~P6(a38,f30(f30(f12(a38),f25(a38,f13(a38,a27,x81881),f9(a38,f3(a38)))),f9(a38,f3(a38))),x81881)), % 129.81/129.52 inference(rename_variables,[],[5490])). % 129.81/129.52 cnf(8193,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x81931),f9(a38,f3(a38)))),f9(a38,f3(a38))),x81931)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8196,plain, % 129.81/129.52 (E(f13(a39,f13(a1,f2(a1),f2(a39)),x81961),x81961)), % 129.81/129.52 inference(rename_variables,[],[2760])). % 129.81/129.52 cnf(8199,plain, % 129.81/129.52 (P6(a38,x81991,f9(a38,f9(a38,x81991)))), % 129.81/129.52 inference(rename_variables,[],[7490])). % 129.81/129.52 cnf(8205,plain, % 129.81/129.52 (P6(a39,x82051,f13(a39,f13(a39,f13(a39,x82051,f3(a39)),x82052),f3(a39)))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,6433,7406,8121,8153,8159,7490,7426,7751,3123,4640,2760,8060,485,1996,3914,8068,8092,8140,8150,8174,1999,2442,3237,5177,5490,6630,4626,8073,8078,8118,5480,6388,5434,5789,5398,6927,6379,6385,6275,7409,7328,7368,5306,7157,7208,7275,7817,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082])). % 129.81/129.52 cnf(8209,plain, % 129.81/129.52 (P6(a39,x82091,f13(a39,x82092,f11(a39,f13(a39,f13(a39,x82093,f13(a39,x82091,x82094)),f3(a39)),f3(a39))))), % 129.81/129.52 inference(rename_variables,[],[7406])). % 129.81/129.52 cnf(8218,plain, % 129.81/129.52 (~P7(a38,x82181,f25(a38,f30(f30(f12(a38),x82181),f13(a38,f3(a38),f9(a38,x82182))),f13(a38,f3(a38),f9(a38,x82182))))), % 129.81/129.52 inference(rename_variables,[],[5101])). % 129.81/129.52 cnf(8220,plain, % 129.81/129.52 (P6(a39,x82201,f11(a39,f13(a39,f13(a39,f13(a39,x82201,x82202),x82203),f3(a39)),x82203))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,6433,7406,8121,8153,8159,8171,7490,7426,7751,6654,3123,4640,2760,8060,485,1996,3914,8068,8092,8140,8150,8174,1999,2442,3237,5177,5490,5101,6630,4626,8073,8078,8118,3693,5480,6388,5434,5789,5398,6927,6870,6379,6385,6275,7409,7328,7368,5306,7157,7208,7275,7817,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738])). % 129.81/129.52 cnf(8223,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x82231),f9(a38,f3(a38)))),f9(a38,f3(a38))),x82231)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8227,plain, % 129.81/129.52 (~E(f13(a39,x82271,f13(a39,f13(a39,x82272,x82273),f3(a39))),x82273)), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,6433,7406,8121,8153,8159,8171,7490,7426,7751,6654,3123,4640,2760,8060,485,1996,3914,8068,8092,8140,8150,8174,1999,2442,3237,5177,5490,6287,5101,6630,4626,8073,8078,8118,3693,5480,6388,6027,5434,5789,5398,6927,6870,6379,6385,6275,7409,7328,7368,5306,7157,7208,7275,7817,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14])). % 129.81/129.52 cnf(8229,plain, % 129.81/129.52 (~E(x82291,f13(a39,x82292,f30(f30(f12(a38),f25(a38,f13(a39,x82291,f3(a39)),f3(a38))),f3(a38))))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,6433,7406,8121,8153,8159,8171,7490,7426,7751,6654,3123,4640,2760,8060,485,1996,3914,8068,8092,8140,8150,8174,1999,2442,3237,5177,5490,3754,6287,5101,6630,4626,8073,8078,8118,3693,5480,6388,6027,5434,5789,5398,6927,6870,6379,6385,6275,7409,7328,7368,5306,7157,7208,7275,7817,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13])). % 129.81/129.52 cnf(8234,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x82341),f9(a38,f3(a38)))),f9(a38,f3(a38))),x82341)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8236,plain, % 129.81/129.52 (~P7(a39,f2(a39),f11(a39,x82361,x82361))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,6433,7406,8121,8153,8159,8171,7490,7426,7751,6654,3123,4640,5666,2760,8060,485,1993,1996,3914,8068,8092,8140,8150,8174,1999,2442,3237,5177,5490,3754,6287,5101,6630,4626,8073,8078,8118,3693,5480,6388,6027,6411,5434,5789,5398,6927,6870,6379,6385,6275,7409,7328,7368,5306,7157,7208,7275,7817,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106])). % 129.81/129.52 cnf(8237,plain, % 129.81/129.52 (P7(a39,x82371,f13(a39,f13(a39,x82372,f13(a39,x82371,x82373)),f3(a39)))), % 129.81/129.52 inference(rename_variables,[],[1993])). % 129.81/129.52 cnf(8239,plain, % 129.81/129.52 (~E(f30(f30(f12(a38),f25(a38,f13(a39,f13(a39,f2(a39),f3(a39)),f3(a39)),f3(a38))),f3(a38)),f2(a39))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,6433,7406,8121,8153,8159,8171,7490,7426,7751,6654,2679,3123,4640,5666,2760,8060,485,1993,1996,3914,8068,8092,8140,8150,8174,1999,2442,3237,5177,5490,3754,6287,5101,6630,4626,8073,8078,8118,3693,5480,6388,6027,6411,5434,5789,5398,6927,6870,6379,6385,6275,7409,7328,7368,5306,7157,7208,7275,7817,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941])). % 129.81/129.52 cnf(8240,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x82401),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x82401),x82402)),x82402)), % 129.81/129.52 inference(rename_variables,[],[2679])). % 129.81/129.52 cnf(8242,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x82421),f13(a39,f30(f30(f12(a39),f13(a39,f2(a39),f2(a39))),x82421),f13(a39,f2(a39),f3(a39)))),f13(a39,f2(a39),f3(a39)))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,6433,7406,8121,8153,8159,8171,7490,7426,7751,6654,2679,3123,4640,5666,2760,8060,485,1993,1996,3914,8068,8092,8140,8150,8174,1999,2442,3237,3744,5177,5490,3754,6287,5101,6630,4626,8073,8078,8118,3693,5480,6388,6027,6411,5434,5789,5398,6927,6870,6379,6385,6275,7409,8049,7328,7368,5306,7157,7208,7275,7817,7543,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989])). % 129.81/129.52 cnf(8246,plain, % 129.81/129.52 (~P7(a39,f13(a39,f13(a39,x82461,f13(a39,f13(a39,x82462,x82463),x82464)),x82465),x82463)), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,6433,7406,8121,8153,8159,8171,7490,7426,7751,6654,2679,3123,4640,5666,2760,8060,485,1993,1996,3914,8068,8092,8140,8150,8174,1999,2442,3237,3744,5177,5490,3754,6287,5101,6630,4626,8073,8078,8118,3693,5480,6388,6027,6411,5434,5789,5398,6927,6870,6379,6385,6275,7409,8049,7328,7368,5306,7157,7168,7208,7275,7817,7543,329,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165])). % 129.81/129.52 cnf(8259,plain, % 129.81/129.52 (~P7(a39,f13(a39,f13(a39,x82591,f13(a39,f13(a39,f13(a39,x82592,f3(a39)),x82593),x82594)),f3(a39)),x82592)), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,6433,5059,7406,8121,8153,8159,8171,7490,7426,7751,6654,2679,3123,4640,241,5666,2760,8060,485,1993,8237,1996,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,3744,5177,5490,3754,6287,5101,6630,4626,8073,8078,8118,3693,5480,6388,6027,1990,6411,5434,5789,5398,6927,6870,6466,6379,6385,6275,7409,8049,7328,7368,5306,7157,7168,7208,7275,7817,7314,7543,231,329,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116])). % 129.81/129.52 cnf(8261,plain, % 129.81/129.52 (P7(a39,x82611,f13(a39,f13(a39,x82612,f13(a39,x82611,x82613)),f3(a39)))), % 129.81/129.52 inference(rename_variables,[],[1993])). % 129.81/129.52 cnf(8263,plain, % 129.81/129.52 (P7(a39,x82631,f13(a39,x82632,f13(a39,f13(a39,f13(a39,x82633,x82631),x82634),f3(a39))))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,6433,5059,7406,8121,8153,8159,8171,7490,7426,7751,6654,2679,3123,4640,241,5666,2760,8060,485,1993,8237,1996,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,3744,5177,5490,3754,6287,5101,6630,4626,8073,8078,8118,3693,5480,6388,6027,1990,6411,5434,5789,5398,6927,6870,6466,6379,6385,6275,7409,8049,7328,7368,5306,7157,7168,7208,7275,7817,7566,7314,7543,273,231,329,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370])). % 129.81/129.52 cnf(8269,plain, % 129.81/129.52 (E(x82691,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x82692),f13(a39,f30(f30(f12(a39),f2(a39)),x82692),x82691)))), % 129.81/129.52 inference(rename_variables,[],[4640])). % 129.81/129.52 cnf(8270,plain, % 129.81/129.52 (P6(a39,x82701,x82701)), % 129.81/129.52 inference(rename_variables,[],[365])). % 129.81/129.52 cnf(8272,plain, % 129.81/129.52 (E(f11(a1,x82721,x82721),f2(a1))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,6433,5059,7406,8121,8153,8159,8171,7490,7426,7751,6654,2679,3123,4640,241,5666,365,2760,8060,485,1993,8237,1996,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,3744,5177,5490,3754,6287,5101,6630,4626,8073,8078,8118,3693,5132,5480,6388,6027,1990,248,6411,5434,5789,5398,5321,6927,6870,6466,6379,6385,6275,7409,8049,7328,7368,5306,7157,7168,7208,7275,7817,7566,7314,7543,6221,273,231,329,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745])). % 129.81/129.52 cnf(8277,plain, % 129.81/129.52 (~P7(a39,f13(a39,x82771,f11(a39,f13(a39,f13(a39,x82772,x82773),f3(a39)),f3(a39))),x82772)), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,6433,5059,7406,8121,8153,8159,8171,7490,7426,7751,6654,2679,3123,4640,241,5666,365,2760,8060,178,485,1993,8237,1996,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,3744,5177,5490,3754,6287,5101,6630,4626,8073,8078,8118,3693,5132,5480,6388,6027,1990,248,6411,6612,5434,5789,5398,5321,6927,6870,6466,6379,6385,6275,7409,8049,7328,7368,5306,7157,7168,7208,7275,7817,7566,7314,7543,6221,273,231,329,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166])). % 129.81/129.52 cnf(8281,plain, % 129.81/129.52 (P6(a39,x82811,f13(a39,x82812,x82811))), % 129.81/129.52 inference(rename_variables,[],[398])). % 129.81/129.52 cnf(8297,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x82971),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x82971),x82972)),x82972)), % 129.81/129.52 inference(rename_variables,[],[3123])). % 129.81/129.52 cnf(8306,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x83061),f9(a38,f3(a38)))),f9(a38,f3(a38))),x83061)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8313,plain, % 129.81/129.52 (~E(f13(a39,x83131,f13(a39,f13(a39,x83132,f3(a39)),x83133)),x83133)), % 129.81/129.52 inference(rename_variables,[],[2690])). % 129.81/129.52 cnf(8320,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x83201),f9(a38,f3(a38)))),f9(a38,f3(a38))),x83201)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8322,plain, % 129.81/129.52 (~E(f30(f30(f12(a38),f25(a38,f13(a38,a27,x83221),f9(a38,f3(a38)))),f9(a38,f3(a38))),x83221)), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,6433,5059,7231,7406,8121,8153,8159,8171,7490,7426,7751,6654,2679,3123,8127,8297,4640,2186,241,5666,365,8270,2760,8060,178,485,1993,8237,242,1996,4323,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,3744,5177,5490,8188,3754,2007,6287,5101,6630,4626,8073,8078,8118,3693,5132,5480,6388,6027,1990,3278,250,248,6411,6612,5434,5789,5398,5321,6927,6870,6466,6379,6385,8052,6491,6275,398,7409,8049,7328,7670,7368,7529,7954,5306,7157,7168,7208,7275,7817,7566,7314,7543,373,6221,273,7616,7716,143,231,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622])). % 129.81/129.52 cnf(8327,plain, % 129.81/129.52 (~P6(a39,f13(a39,f13(a39,f11(a39,f13(a39,x83271,x83272),x83273),x83273),f3(a39)),x83271)), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,6433,5059,7231,7406,8121,8153,8159,8171,7490,7426,7751,6654,2679,3123,8127,8297,4640,2186,241,5666,365,8270,2760,8060,178,485,1993,8237,242,1996,4323,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,3744,5177,5490,8188,3754,2007,6287,5101,6630,4626,8073,8078,8118,3693,5132,5480,6388,6027,1990,3278,250,248,6411,6612,5434,5789,5398,5321,6927,6870,6466,6379,6385,8052,6491,6275,398,7409,8049,7328,7670,7368,7529,7954,5306,7200,7157,7168,7208,7275,7817,7566,7314,7218,7543,373,6221,273,7616,7716,143,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163])). % 129.81/129.52 cnf(8332,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x83321),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x83321),x83322)),x83322)), % 129.81/129.52 inference(rename_variables,[],[2679])). % 129.81/129.52 cnf(8336,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x83361),f9(a38,f3(a38)))),f9(a38,f3(a38))),x83361)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8339,plain, % 129.81/129.52 (P6(a38,f13(a39,f30(f30(f12(a39),f2(a39)),x83391),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x83391),x83392)),x83392)), % 129.81/129.52 inference(rename_variables,[],[7829])). % 129.81/129.52 cnf(8350,plain, % 129.81/129.52 (E(f2(a39),f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x83501),f2(a39)))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,3607,6433,5059,7231,7829,7406,8121,8153,8159,8171,7490,7426,7751,6654,2427,2679,8240,3123,8127,8297,4640,2186,241,5666,551,365,8270,2760,8060,178,485,1993,8237,242,1996,4323,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,5490,8188,5735,3754,2007,6287,5101,6630,4626,8073,8078,8118,3693,5132,5480,6388,6027,1990,3278,250,248,6411,6612,5434,5789,5398,5321,6927,6870,6466,6379,6385,8052,6491,6275,398,7409,8049,7192,7328,7670,7368,7529,7954,5306,7200,7157,7168,7208,7275,7817,7566,7314,7218,7738,6614,7543,373,6221,273,7616,7716,143,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744])). % 129.81/129.52 cnf(8351,plain, % 129.81/129.52 (~P7(a39,f13(a39,x83511,x83512),x83512)), % 129.81/129.52 inference(rename_variables,[],[551])). % 129.81/129.52 cnf(8361,plain, % 129.81/129.52 (E(f25(a38,x83611,f2(a38)),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,3607,6433,5059,7231,7829,7406,8121,8153,8159,8171,7490,7426,7751,6654,3240,2427,2679,8240,3123,8127,8297,4640,2186,241,5666,551,365,8270,243,2760,8060,178,485,1993,8237,2445,242,1996,4323,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,5490,8188,5735,3754,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5480,6388,6027,1990,3278,250,248,6411,6612,5434,5789,5398,5321,6927,6870,2179,6466,6379,6385,8052,6491,6275,398,7409,8049,7192,7328,7670,7368,7529,7954,5306,7200,7157,7168,7208,7275,7817,7566,7314,7218,7738,6614,7543,373,6221,2515,273,7616,7716,143,232,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791])). % 129.81/129.52 cnf(8366,plain, % 129.81/129.52 (P6(a39,x83661,f13(a39,f13(a39,x83662,f11(a39,f13(a39,f11(a39,f13(a39,x83661,x83663),x83663),f3(a39)),f3(a39))),x83664))), % 129.81/129.52 inference(rename_variables,[],[5059])). % 129.81/129.52 cnf(8382,plain, % 129.81/129.52 (P6(a38,x83821,f25(a38,f13(a38,a27,f30(f30(f12(a38),f9(a38,x83821)),f9(a38,f3(a38)))),f9(a38,f3(a38))))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,3607,6433,5368,5059,8366,7231,7385,7829,7406,8121,8153,8159,8171,7490,7426,7751,5613,6654,3240,2427,2679,8240,3123,8127,8297,4640,2186,241,5666,551,365,8270,243,2760,8060,178,485,1993,8237,2445,242,1996,4323,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,5490,8188,5735,3754,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5480,6388,6027,1990,3278,250,248,6411,6612,5434,5789,5398,5321,2002,6927,6870,2179,4755,6466,6379,6385,8052,6491,6275,398,7409,8049,7192,7328,7670,7368,7529,7954,5306,7200,7157,7168,7547,7208,7275,7817,7566,7314,7218,7738,6614,7430,7543,373,6221,2515,174,273,7616,7716,143,297,232,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923])). % 129.81/129.52 cnf(8383,plain, % 129.81/129.52 (P6(a38,x83831,f25(a38,f13(a38,a27,f30(f30(f12(a38),x83831),f9(a38,f3(a38)))),f9(a38,f3(a38))))), % 129.81/129.52 inference(rename_variables,[],[5368])). % 129.81/129.52 cnf(8392,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x83921),f9(a38,f3(a38)))),f9(a38,f3(a38))),x83921)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8395,plain, % 129.81/129.52 (~E(f13(a39,x83951,f11(a39,f13(a39,f13(a39,f2(a39),x83952),f3(a39)),x83952)),x83951)), % 129.81/129.52 inference(rename_variables,[],[6373])). % 129.81/129.52 cnf(8399,plain, % 129.81/129.52 (P7(a39,x83991,f13(a39,f13(a39,x83992,f13(a39,x83991,x83993)),f3(a39)))), % 129.81/129.52 inference(rename_variables,[],[1993])). % 129.81/129.52 cnf(8402,plain, % 129.81/129.52 (E(f13(a39,f30(f30(f12(a39),f11(a39,f11(a39,f2(a39),f2(a39)),f11(a39,f3(a39),f3(a39)))),x84021),f13(a39,f30(f30(f12(a39),f11(a39,f3(a39),f3(a39))),x84021),x84022)),x84022)), % 129.81/129.52 inference(rename_variables,[],[3123])). % 129.81/129.52 cnf(8407,plain, % 129.81/129.52 (P7(a39,f2(a39),f13(a39,f30(f30(f12(a39),f2(a39)),x84071),f13(a39,x84072,f3(a39))))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,4244,3607,6433,5368,5059,8366,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3240,2427,2679,8240,3123,8127,8297,4640,2186,241,5666,551,365,8270,243,5721,2760,8060,178,485,1993,8237,8261,2445,242,1996,4323,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,5490,8188,5735,3754,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,5434,5789,5398,5321,2873,2002,6927,6870,2179,4755,6466,6379,6385,8052,6491,6275,398,7409,8049,7192,7328,7670,7368,7529,7954,5306,7200,7157,7168,7547,7208,7275,7817,7566,7314,7218,7738,7465,6614,7430,7543,4549,373,6357,6221,2515,174,273,7616,7658,7716,143,297,232,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189])). % 129.81/129.52 cnf(8409,plain, % 129.81/129.52 (~P7(a39,x84091,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x84092))), % 129.81/129.52 inference(rename_variables,[],[5721])). % 129.81/129.52 cnf(8418,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x84181),f9(a38,f3(a38)))),f9(a38,f3(a38))),x84181)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8444,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x84441),f9(a38,f3(a38)))),f9(a38,f3(a38))),x84441)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8446,plain, % 129.81/129.52 (~E(f11(a39,f25(a38,f13(a38,a27,f30(f30(f12(a38),f13(a39,x84461,f11(a39,f2(a39),x84462))),f9(a38,f3(a38)))),f9(a38,f3(a38))),f11(a39,f2(a39),x84462)),x84461)), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,4244,3607,6433,5368,5059,8366,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,2427,2679,8240,3123,8127,8297,4640,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,178,485,1993,8237,8261,2445,242,1996,4323,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6491,6480,6275,398,7409,8049,7192,7328,7670,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,7543,4549,373,4597,6357,6221,2515,272,174,273,7616,7658,7716,7698,143,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951])). % 129.81/129.52 cnf(8447,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x84471),f9(a38,f3(a38)))),f9(a38,f3(a38))),x84471)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8451,plain, % 129.81/129.52 (E(x84511,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x84512),f13(a39,f30(f30(f12(a39),f2(a39)),x84512),x84511)))), % 129.81/129.52 inference(rename_variables,[],[4640])). % 129.81/129.52 cnf(8454,plain, % 129.81/129.52 (~P7(a38,f17(f25(a38,a27,a27)),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,4244,3607,6433,5368,5059,8366,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,2427,2679,8240,3123,8127,8297,4640,8269,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,178,485,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6491,6480,6275,398,7409,8049,7192,7328,7670,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,7543,4549,373,4597,6357,6221,2515,272,174,273,7616,7658,7716,7698,143,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802])). % 129.81/129.52 cnf(8459,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x84591),f9(a38,f3(a38)))),f9(a38,f3(a38))),x84591)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8468,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x84681),f9(a38,f3(a38)))),f9(a38,f3(a38))),x84681)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8473,plain, % 129.81/129.52 (P7(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x84731),f13(a39,f30(f30(f12(a39),f2(a39)),x84731),a1)),a14,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),a14),a14))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,4244,3607,6433,5368,5059,8366,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,2427,2679,8240,3123,8127,8297,4640,8269,8451,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,178,485,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7670,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,7543,4549,373,4597,6357,6221,2515,245,272,174,273,7616,7654,7658,7716,7698,143,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61])). % 129.81/129.52 cnf(8474,plain, % 129.81/129.52 (E(x84741,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x84742),f13(a39,f30(f30(f12(a39),f2(a39)),x84742),x84741)))), % 129.81/129.52 inference(rename_variables,[],[4640])). % 129.81/129.52 cnf(8476,plain, % 129.81/129.52 (P6(a39,f2(a39),x84761)), % 129.81/129.52 inference(rename_variables,[],[375])). % 129.81/129.52 cnf(8479,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x84791,x84792),x84793),f13(a39,x84791,f13(a39,x84792,x84793)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8481,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x84811,x84812),x84813),f13(a39,x84811,f13(a39,x84812,x84813)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8483,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x84831,x84832),x84833),f13(a39,x84831,f13(a39,x84832,x84833)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8485,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x84851,x84852),x84853),f13(a39,x84851,f13(a39,x84852,x84853)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8487,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x84871,x84872),x84873),f13(a39,x84871,f13(a39,x84872,x84873)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8489,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x84891,x84892),x84893),f13(a39,x84891,f13(a39,x84892,x84893)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8491,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x84911,x84912),x84913),f13(a39,x84911,f13(a39,x84912,x84913)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8493,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x84931,x84932),x84933),f13(a39,x84931,f13(a39,x84932,x84933)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8495,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x84951,x84952),x84953),f13(a39,x84951,f13(a39,x84952,x84953)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8497,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x84971,x84972),x84973),f13(a39,x84971,f13(a39,x84972,x84973)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8499,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x84991,x84992),x84993),f13(a39,x84991,f13(a39,x84992,x84993)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8500,plain, % 129.81/129.52 (P33(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x85001,x85001)),x85002)),f13(a39,f30(f30(f12(a39),f11(a39,x85003,x85003)),x85004),f2(a39))))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,4244,3607,6433,5368,5059,8366,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,2427,2679,8240,3123,8127,8297,4640,8269,8451,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,178,485,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7670,6716,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,4597,6357,6221,2515,245,375,272,174,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6694,6696,6700,6722,6724,6730,143,6698,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72])). % 129.81/129.52 cnf(8501,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85011,x85012),x85013),f13(a39,x85011,f13(a39,x85012,x85013)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8503,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85031,x85032),x85033),f13(a39,x85031,f13(a39,x85032,x85033)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8505,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85051,x85052),x85053),f13(a39,x85051,f13(a39,x85052,x85053)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8507,plain, % 129.81/129.52 (~P7(a1,f13(a1,f2(a1),x85071),x85071)), % 129.81/129.52 inference(rename_variables,[],[2945])). % 129.81/129.52 cnf(8509,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85091,x85092),x85093),f13(a39,x85091,f13(a39,x85092,x85093)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8511,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85111,x85112),x85113),f13(a39,x85111,f13(a39,x85112,x85113)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8513,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85131,x85132),x85133),f13(a39,x85131,f13(a39,x85132,x85133)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8515,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85151,x85152),x85153),f13(a39,x85151,f13(a39,x85152,x85153)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8517,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85171,x85172),x85173),f13(a39,x85171,f13(a39,x85172,x85173)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8519,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85191,x85192),x85193),f13(a39,x85191,f13(a39,x85192,x85193)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8521,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85211,x85212),x85213),f13(a39,x85211,f13(a39,x85212,x85213)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8522,plain, % 129.81/129.52 (P17(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x85221,x85221)),x85222)),f13(a39,f30(f30(f12(a39),f11(a39,x85223,x85223)),x85224),f2(a39))))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,4244,3607,6433,5368,5059,8366,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,2427,2679,8240,3123,8127,8297,4640,8269,8451,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7670,6688,6716,6744,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,4597,6357,6221,2515,245,375,272,174,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6714,6718,6720,6722,6724,6728,6730,6748,6774,143,6698,6734,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118])). % 129.81/129.52 cnf(8523,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85231,x85232),x85233),f13(a39,x85231,f13(a39,x85232,x85233)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8525,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85251,x85252),x85253),f13(a39,x85251,f13(a39,x85252,x85253)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8527,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85271,x85272),x85273),f13(a39,x85271,f13(a39,x85272,x85273)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8528,plain, % 129.81/129.52 (P15(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x85281),f13(a39,f30(f30(f12(a39),f2(a39)),x85281),a38)))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,4244,3607,6433,5368,5059,8366,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,2427,2679,8240,3123,8127,8297,4640,8269,8451,8474,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7670,6688,6716,6744,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,4597,6357,6221,2515,245,375,272,174,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6714,6718,6720,6722,6724,6728,6730,6748,6762,6774,143,6698,6734,190,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95])). % 129.81/129.52 cnf(8529,plain, % 129.81/129.52 (E(x85291,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x85292),f13(a39,f30(f30(f12(a39),f2(a39)),x85292),x85291)))), % 129.81/129.52 inference(rename_variables,[],[4640])). % 129.81/129.52 cnf(8531,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85311,x85312),x85313),f13(a39,x85311,f13(a39,x85312,x85313)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8533,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85331,x85332),x85333),f13(a39,x85331,f13(a39,x85332,x85333)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8535,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85351,x85352),x85353),f13(a39,x85351,f13(a39,x85352,x85353)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8537,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85371,x85372),x85373),f13(a39,x85371,f13(a39,x85372,x85373)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8539,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85391,x85392),x85393),f13(a39,x85391,f13(a39,x85392,x85393)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8541,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85411,x85412),x85413),f13(a39,x85411,f13(a39,x85412,x85413)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8543,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85431,x85432),x85433),f13(a39,x85431,f13(a39,x85432,x85433)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8545,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85451,x85452),x85453),f13(a39,x85451,f13(a39,x85452,x85453)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8547,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85471,x85472),x85473),f13(a39,x85471,f13(a39,x85472,x85473)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8549,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85491,x85492),x85493),f13(a39,x85491,f13(a39,x85492,x85493)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8551,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85511,x85512),x85513),f13(a39,x85511,f13(a39,x85512,x85513)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8553,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85531,x85532),x85533),f13(a39,x85531,f13(a39,x85532,x85533)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8554,plain, % 129.81/129.52 (P27(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x85541),f13(a39,f30(f30(f12(a39),f2(a39)),x85541),a38)))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,4244,3607,6433,5368,5059,8366,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,2427,2679,8240,3123,8127,8297,4640,8269,8451,8474,8529,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7670,6688,6716,6744,6770,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,4597,6357,6221,6736,2515,245,375,272,174,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6710,6712,6714,6718,6720,6722,6724,6728,6730,6748,6754,6756,6758,6760,6762,6766,6768,6774,4117,143,6698,6734,190,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64])). % 129.81/129.52 cnf(8555,plain, % 129.81/129.52 (E(x85551,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x85552),f13(a39,f30(f30(f12(a39),f2(a39)),x85552),x85551)))), % 129.81/129.52 inference(rename_variables,[],[4640])). % 129.81/129.52 cnf(8557,plain, % 129.81/129.52 (E(x85571,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x85572),f13(a39,f30(f30(f12(a39),f2(a39)),x85572),x85571)))), % 129.81/129.52 inference(rename_variables,[],[4640])). % 129.81/129.52 cnf(8561,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85611,x85612),x85613),f13(a39,x85611,f13(a39,x85612,x85613)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8563,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x85631),f9(a38,f3(a38)))),f9(a38,f3(a38))),x85631)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8565,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85651,x85652),x85653),f13(a39,x85651,f13(a39,x85652,x85653)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8567,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85671,x85672),x85673),f13(a39,x85671,f13(a39,x85672,x85673)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8569,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85691,x85692),x85693),f13(a39,x85691,f13(a39,x85692,x85693)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8571,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85711,x85712),x85713),f13(a39,x85711,f13(a39,x85712,x85713)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8573,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85731,x85732),x85733),f13(a39,x85731,f13(a39,x85732,x85733)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8575,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85751,x85752),x85753),f13(a39,x85751,f13(a39,x85752,x85753)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8577,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85771,x85772),x85773),f13(a39,x85771,f13(a39,x85772,x85773)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8579,plain, % 129.81/129.52 (E(x85791,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x85792),f13(a39,f30(f30(f12(a39),f2(a39)),x85792),x85791)))), % 129.81/129.52 inference(rename_variables,[],[4640])). % 129.81/129.52 cnf(8581,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85811,x85812),x85813),f13(a39,x85811,f13(a39,x85812,x85813)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8582,plain, % 129.81/129.52 (P44(f13(a39,f13(a39,f13(a39,f11(a39,a38,a38),a38),f30(f30(f12(a39),f11(a39,x85821,x85821)),x85822)),f13(a39,f30(f30(f12(a39),f11(a39,x85823,x85823)),x85824),f2(a39))))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,3463,4244,3607,6433,5368,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,2427,2679,8240,8332,3123,8127,8297,4640,8269,8451,8474,8529,8555,8557,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7662,7670,6688,6716,6744,6770,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,4597,6357,6221,6736,2515,245,375,272,174,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6788,6796,6810,4087,4117,143,6698,6734,6786,190,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80])). % 129.81/129.52 cnf(8583,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85831,x85832),x85833),f13(a39,x85831,f13(a39,x85832,x85833)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8585,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85851,x85852),x85853),f13(a39,x85851,f13(a39,x85852,x85853)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8586,plain, % 129.81/129.52 (~E(f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f30(f30(f12(a38),f2(a38)),f2(a38)))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,3463,4244,3607,6433,5368,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,4640,8269,8451,8474,8529,8555,8557,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7662,7670,6688,6716,6744,6770,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,4597,6357,6221,6736,2515,245,375,272,174,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6788,6796,6804,6810,4087,4117,143,6698,6734,6786,190,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63])). % 129.81/129.52 cnf(8588,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85881,x85882),x85883),f13(a39,x85881,f13(a39,x85882,x85883)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8590,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85901,x85902),x85903),f13(a39,x85901,f13(a39,x85902,x85903)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8592,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85921,x85922),x85923),f13(a39,x85921,f13(a39,x85922,x85923)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8593,plain, % 129.81/129.52 (P3(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x85931),f13(a39,f30(f30(f12(a39),f2(a39)),x85931),a16)))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,3463,4244,3607,6433,5368,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,4640,8269,8451,8474,8529,8555,8557,8579,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7662,7670,6688,6716,6744,6770,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,4597,6357,6221,6736,2515,245,375,272,174,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6782,6788,6796,6798,6804,6810,4087,4117,143,6698,6734,6786,190,195,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122])). % 129.81/129.52 cnf(8594,plain, % 129.81/129.52 (E(x85941,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x85942),f13(a39,f30(f30(f12(a39),f2(a39)),x85942),x85941)))), % 129.81/129.52 inference(rename_variables,[],[4640])). % 129.81/129.52 cnf(8596,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85961,x85962),x85963),f13(a39,x85961,f13(a39,x85962,x85963)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8598,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x85981,x85982),x85983),f13(a39,x85981,f13(a39,x85982,x85983)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8600,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x86001,x86002),x86003),f13(a39,x86001,f13(a39,x86002,x86003)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8602,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x86021,x86022),x86023),f13(a39,x86021,f13(a39,x86022,x86023)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8603,plain, % 129.81/129.52 (P34(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x86031),f13(a39,f30(f30(f12(a39),f2(a39)),x86031),a1)))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,3463,4244,3607,6433,5368,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,4640,8269,8451,8474,8529,8555,8557,8579,8594,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7662,7670,6688,6716,6744,6770,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,4597,6357,6221,6736,2515,245,375,272,174,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6782,6788,6796,6798,6804,6806,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81])). % 129.81/129.52 cnf(8604,plain, % 129.81/129.52 (E(x86041,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x86042),f13(a39,f30(f30(f12(a39),f2(a39)),x86042),x86041)))), % 129.81/129.52 inference(rename_variables,[],[4640])). % 129.81/129.52 cnf(8606,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x86061,x86062),x86063),f13(a39,x86061,f13(a39,x86062,x86063)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8608,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x86081,x86082),x86083),f13(a39,x86081,f13(a39,x86082,x86083)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8610,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x86101,x86102),x86103),f13(a39,x86101,f13(a39,x86102,x86103)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8612,plain, % 129.81/129.52 (E(x86121,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x86122),f13(a39,f30(f30(f12(a39),f2(a39)),x86122),x86121)))), % 129.81/129.52 inference(rename_variables,[],[4640])). % 129.81/129.52 cnf(8614,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x86141,x86142),x86143),f13(a39,x86141,f13(a39,x86142,x86143)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8616,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x86161,x86162),x86163),f13(a39,x86161,f13(a39,x86162,x86163)))), % 129.81/129.52 inference(rename_variables,[],[423])). % 129.81/129.52 cnf(8617,plain, % 129.81/129.52 (P31(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x86171),f13(a39,f30(f30(f12(a39),f2(a39)),x86171),a1)))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,2045,3463,4244,3607,6433,5368,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7662,7670,6688,6716,6744,6770,6822,7368,7529,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,4597,6357,6221,6736,2515,245,375,272,174,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100])). % 129.81/129.52 cnf(8622,plain, % 129.81/129.52 (~P7(a1,f11(a1,x86221,f11(a1,x86222,x86222)),x86221)), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,2045,3463,4244,3607,6433,5368,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7662,7670,7821,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,4597,6357,6221,235,6736,2515,245,375,272,174,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,232,275,159,231,276,329,220,296,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331])). % 129.81/129.52 cnf(8625,plain, % 129.81/129.52 (~P7(a38,f2(a38),f25(a38,f30(f30(f12(a38),f2(a38)),f2(a38)),f13(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))))), % 129.81/129.52 inference(scs_inference,[],[7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,2045,3792,3463,4244,3607,6433,5368,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7490,7644,7426,7751,5613,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7662,7670,7821,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,4597,6357,6221,235,6736,2515,245,375,272,174,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,232,275,159,231,276,329,220,296,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238])). % 129.81/129.52 cnf(8638,plain, % 129.81/129.52 (P6(a38,f25(a38,x86381,a27),f25(a38,f13(a38,a27,x86381),a27))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,2045,3792,3463,4244,3607,6433,5368,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7216,7490,7644,7426,7751,5613,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6918,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,7459,7409,8049,7192,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,4597,6357,6221,235,6736,2515,245,375,272,174,371,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,232,275,159,231,276,329,220,308,296,153,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400])). % 129.81/129.52 cnf(8642,plain, % 129.81/129.52 (~P6(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),a14),a14),a14),a14),a14)), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,2045,3792,3463,4244,3607,6433,5368,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7216,7490,7644,7426,7751,5613,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,241,5666,551,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2376,5735,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,5480,6388,6027,1990,3476,3278,250,248,6373,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6918,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,2072,7459,7409,8049,7192,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,4597,6357,6221,235,6736,2515,245,361,375,272,185,174,371,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,232,275,159,231,276,329,220,308,296,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096])). % 129.81/129.52 cnf(8648,plain, % 129.81/129.52 (~P7(a38,f13(a38,f30(f30(f12(a38),f11(a38,x86481,x86482)),x86483),f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x86482,x86481)),x86483),x86484))),x86484)), % 129.81/129.52 inference(rename_variables,[],[6348])). % 129.81/129.52 cnf(8649,plain, % 129.81/129.52 (P7(a38,x86491,f25(a38,f13(a38,a27,f30(f30(f12(a38),x86491),a27)),a27))), % 129.81/129.52 inference(rename_variables,[],[6027])). % 129.81/129.52 cnf(8671,plain, % 129.81/129.52 (P6(a38,f2(a38),f25(a38,f13(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f13(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,2045,3792,3463,4244,3607,6433,5368,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7216,7490,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,241,5666,551,8351,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2216,2376,5735,6109,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,6396,5480,6388,6027,1990,3476,3278,250,248,249,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6918,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,398,2072,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7893,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,4597,6357,6221,235,6736,2515,245,2550,361,375,272,185,174,371,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,232,275,159,231,276,328,329,220,308,296,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242])). % 129.81/129.52 cnf(8674,plain, % 129.81/129.52 (P6(a38,f2(a38),f25(a38,f13(a38,a27,f2(a38)),f9(a38,f3(a38))))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,2045,3792,3463,4244,3607,6433,5368,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7216,7490,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,241,5666,551,8351,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,2445,242,1996,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,2690,8313,3744,5177,2112,5490,8188,1960,2216,2376,5735,6109,5938,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5379,6396,5480,6388,6027,1990,3476,3278,250,248,249,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6918,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,2527,398,2072,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7893,7430,6352,7543,4549,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,4597,6357,6221,235,6736,2515,245,2550,361,375,272,185,174,371,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,232,275,159,231,276,328,329,220,308,296,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237])). % 129.81/129.52 cnf(8681,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,x86811,f2(a38)),f25(a38,x86811,f2(a38))),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[4035])). % 129.81/129.52 cnf(8682,plain, % 129.81/129.52 (~P7(a38,f2(a38),f13(a38,f25(a38,f17(f2(a38)),x86821),f25(a38,f17(f2(a38)),x86821)))), % 129.81/129.52 inference(rename_variables,[],[7536])). % 129.81/129.52 cnf(8685,plain, % 129.81/129.52 (P7(a39,x86851,f18(a1,f13(a39,f13(a39,x86851,x86852),f3(a39))))), % 129.81/129.52 inference(rename_variables,[],[1996])). % 129.81/129.52 cnf(8688,plain, % 129.81/129.52 (P6(a38,x86881,f9(a38,x86881))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(8690,plain, % 129.81/129.52 (~P6(a38,f25(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38))),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38)))),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,2045,3792,3463,4244,3607,2040,6433,5368,8383,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7216,7490,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,241,4035,5666,551,8351,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,2690,8313,3744,5177,2112,5490,8188,1960,2216,2376,5735,6109,5938,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,5480,6388,6027,1990,3476,3278,250,248,249,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6918,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,2527,398,2072,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7893,7430,6352,7543,4549,7536,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,4597,6357,6221,235,6736,2515,245,2550,361,375,272,185,174,371,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,232,275,159,231,276,328,329,220,308,296,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232])). % 129.81/129.52 cnf(8691,plain, % 129.81/129.52 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x86911),f9(a38,f3(a38)))),f9(a38,f3(a38))),x86911)), % 129.81/129.52 inference(rename_variables,[],[3237])). % 129.81/129.52 cnf(8695,plain, % 129.81/129.52 (~P7(a38,f25(a38,f13(a38,f25(a38,f17(f2(a38)),f2(a38)),f25(a38,f17(f2(a38)),f2(a38))),x86951),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,2045,3792,3463,4244,3607,2040,6433,5368,8383,5059,8366,134,7231,7385,7829,7406,8121,8153,8159,8171,7216,7490,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,241,4035,8681,5666,551,8351,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,2690,8313,3744,5177,2112,5490,8188,1960,2216,2376,5735,6109,5938,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,5480,6388,6027,1990,3476,3278,250,248,249,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6918,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,2527,398,2072,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7465,6614,7893,7430,6352,7543,4549,7536,8682,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,4597,6357,6221,235,6736,2515,245,2550,361,375,272,185,174,371,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,232,275,159,231,276,328,329,220,308,296,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245])). % 129.81/129.52 cnf(8696,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,x86961,f2(a38)),f25(a38,x86961,f2(a38))),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[4035])). % 129.81/129.52 cnf(8697,plain, % 129.81/129.52 (~P7(a38,f2(a38),f13(a38,f25(a38,f17(f2(a38)),x86971),f25(a38,f17(f2(a38)),x86971)))), % 129.81/129.52 inference(rename_variables,[],[7536])). % 129.81/129.52 cnf(8700,plain, % 129.81/129.52 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x87001,x87001)),x87002),f13(a38,a27,x87003)),x87003)), % 129.81/129.52 inference(rename_variables,[],[4581])). % 129.81/129.52 cnf(8703,plain, % 129.81/129.52 (~P7(a38,f13(a38,f2(a38),x87031),x87031)), % 129.81/129.52 inference(rename_variables,[],[2417])). % 129.81/129.52 cnf(8710,plain, % 129.81/129.52 (~P7(a38,f13(a38,f2(a38),x87101),x87101)), % 129.81/129.52 inference(rename_variables,[],[2417])). % 129.81/129.52 cnf(8721,plain, % 129.81/129.52 (P7(a1,a15,f13(a39,f30(f30(f12(a39),f11(a39,x87211,x87211)),x87212),a14))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,2045,3792,3463,4244,3607,2040,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,7216,7490,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,4664,2690,8313,3744,5177,2112,5490,8188,1960,2216,2376,5735,4581,6109,5170,5938,3754,2193,2007,367,6287,5101,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,5480,6388,6027,1990,3476,3278,250,248,249,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6918,6837,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,2527,398,2072,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,4597,6357,6221,235,6736,2515,245,156,2550,361,375,272,185,174,371,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970])). % 129.81/129.52 cnf(8724,plain, % 129.81/129.52 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x87241),f9(a38,f3(a38)))),f9(a38,f3(a38))),x87241)), % 129.81/129.52 inference(rename_variables,[],[7174])). % 129.81/129.52 cnf(8738,plain, % 129.81/129.52 (~P7(a38,x87381,f25(a38,f13(a38,f30(f30(f12(a38),f11(a38,x87382,x87382)),x87383),f30(f30(f12(a38),x87381),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,2045,3792,3463,4244,3607,2040,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,7216,7490,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,552,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,4664,2690,8313,3744,5177,2112,5490,8188,1960,2050,2216,2376,5735,4581,6109,5170,5938,3754,2193,2007,367,410,6287,5101,8218,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,1990,3476,3278,250,248,249,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6918,6837,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,2527,398,2072,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2213,4597,6357,6221,235,6736,2515,245,156,2550,361,375,272,185,174,371,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422])). % 129.81/129.52 cnf(8741,plain, % 129.81/129.52 (~E(f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f25(a38,x87411,f13(a39,f13(a1,f2(a1),f2(a39)),f2(a38))))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,2045,3792,3463,4244,3607,2040,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,7216,7490,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,8196,552,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,4664,2690,8313,3744,5177,2112,5490,8188,1960,2050,2216,2376,5735,4581,6109,5170,5938,3754,2193,2007,367,410,6287,5101,8218,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,1990,3476,3278,250,248,249,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6918,6837,6870,7005,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,2527,398,2072,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2213,4597,6357,6221,235,6736,2515,245,156,2550,361,375,272,185,174,371,273,7616,7654,7658,7716,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741])). % 129.81/129.52 cnf(8742,plain, % 129.81/129.52 (E(f13(a39,f13(a1,f2(a1),f2(a39)),x87421),x87421)), % 129.81/129.52 inference(rename_variables,[],[2760])). % 129.81/129.52 cnf(8748,plain, % 129.81/129.52 (E(f13(a1,a14,x87481),x87481)), % 129.81/129.52 inference(rename_variables,[],[362])). % 129.81/129.52 cnf(8753,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),f2(a38)),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,7216,7490,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,8196,552,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,4664,2690,8313,3744,5177,2112,5490,8188,1960,2050,2216,2376,5735,4581,362,6109,5170,5938,3754,2193,2007,367,410,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,1990,3476,3278,250,248,249,4571,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6918,6837,6870,7005,6940,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,2527,398,2072,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2213,4597,6357,6221,235,6736,2515,245,156,2550,361,375,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213])). % 129.81/129.52 cnf(8757,plain, % 129.81/129.52 (~P7(a38,f2(a38),f25(a38,f13(a38,f25(a38,f17(f2(a38)),f2(a38)),f25(a38,f17(f2(a38)),f2(a38))),x87571))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,7216,7490,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,8196,552,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,4664,2690,8313,3744,5177,2112,5490,8188,1960,2050,2216,2376,5735,4581,362,6109,5170,5938,3754,2193,2007,367,410,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,1990,3476,3278,250,248,249,4571,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2873,2002,6927,6918,6837,6870,7005,6940,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,2527,398,2072,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8697,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241])). % 129.81/129.52 cnf(8758,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,x87581,f2(a38)),f25(a38,x87581,f2(a38))),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[4035])). % 129.81/129.52 cnf(8759,plain, % 129.81/129.52 (~P7(a38,f2(a38),f13(a38,f25(a38,f17(f2(a38)),x87591),f25(a38,f17(f2(a38)),x87591)))), % 129.81/129.52 inference(rename_variables,[],[7536])). % 129.81/129.52 cnf(8788,plain, % 129.81/129.52 (~P6(a1,f11(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),f2(a1))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,8196,552,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,4664,3339,2690,8313,401,3744,3402,5177,2112,5490,8188,1960,2050,2216,2376,402,5735,4581,8700,362,6109,5170,5938,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,1990,3476,3278,250,248,249,4571,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2236,2873,2002,6927,6918,6837,4590,6870,7005,6940,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,2527,398,2072,3506,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8697,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815])). % 129.81/129.52 cnf(8793,plain, % 129.81/129.52 (~E(f25(a38,x87931,f13(a39,f13(a1,f2(a1),f2(a39)),f2(a38))),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,8196,8742,552,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,4664,3339,2690,8313,401,3744,3402,5177,2112,5490,8188,1960,2050,2216,2376,402,5735,4581,8700,362,6109,5170,5938,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2236,2873,2002,6927,6918,6837,4590,6870,7005,6940,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,2527,398,2072,3506,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8697,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742])). % 129.81/129.52 cnf(8798,plain, % 129.81/129.52 (~P7(a38,f25(a38,f13(a38,f9(a38,a27),f2(a38)),a27),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,8196,8742,552,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,4664,3339,2690,8313,401,3744,3402,5177,2112,5490,8188,1960,2050,2216,2376,402,5735,4581,8700,362,6109,5170,5938,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,5321,2236,2873,2002,6927,6918,6837,4590,6870,7005,6940,2179,4755,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,2527,398,2072,3506,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8697,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186])). % 129.81/129.52 cnf(8804,plain, % 129.81/129.52 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),a27),a27)),a27),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,6654,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,8196,8742,552,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,364,4664,3339,2690,8313,401,3744,3402,5177,2112,5490,8188,1960,2050,2216,2376,402,5735,4581,8700,362,6109,5170,5938,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,2527,398,2072,3506,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8697,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202])). % 129.81/129.52 cnf(8806,plain, % 129.81/129.52 (P6(a38,x88061,x88061)), % 129.81/129.52 inference(rename_variables,[],[364])). % 129.81/129.52 cnf(8808,plain, % 129.81/129.52 (~P7(a38,f30(f30(f12(a38),f25(a38,f13(a38,f9(a38,a27),x88081),f9(a38,f3(a38)))),f9(a38,f3(a38))),x88081)), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,6654,5551,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,8196,8742,552,1844,178,485,2945,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,364,4664,3339,2690,8313,401,3744,3402,5177,2112,5490,8188,1960,2050,2216,2376,402,5735,4581,8700,362,6109,5170,5938,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,2527,398,2072,3506,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8697,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312])). % 129.81/129.52 cnf(8810,plain, % 129.81/129.52 (P6(a38,x88101,f9(a38,x88101))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(8817,plain, % 129.81/129.52 (P7(a38,x88171,f25(a38,f13(a38,a27,f30(f30(f12(a38),x88171),a27)),a27))), % 129.81/129.52 inference(rename_variables,[],[6027])). % 129.81/129.52 cnf(8822,plain, % 129.81/129.52 (P7(a38,x88221,f25(a38,f13(a38,a27,f30(f30(f12(a38),f9(a38,x88221)),a27)),a27))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,8810,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,8648,6654,5551,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,8196,8742,552,1844,178,485,2945,8507,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,364,4664,3339,2690,8313,401,3744,3402,5177,2112,5490,8188,1960,2050,2216,2376,402,5735,4581,8700,362,6109,5170,5938,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,8649,8817,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,2527,398,2072,3506,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,6949,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8697,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312,1211,1311,1155,973])). % 129.81/129.52 cnf(8829,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,x88291,f2(a38)),f25(a38,x88291,f2(a38))),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[4035])). % 129.81/129.52 cnf(8830,plain, % 129.81/129.52 (~P7(a38,f2(a38),f13(a38,f25(a38,f17(f2(a38)),x88301),f25(a38,f17(f2(a38)),x88301)))), % 129.81/129.52 inference(rename_variables,[],[7536])). % 129.81/129.52 cnf(8836,plain, % 129.81/129.52 (~P6(a38,f13(a38,f9(a38,a27),x88361),x88361)), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,8810,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,8648,6654,5551,3896,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,8758,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,8196,8742,552,1844,178,485,2945,8507,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,364,4664,3339,2690,8313,401,3744,3402,5177,2112,5490,8188,1960,2050,2216,2376,402,2414,5735,4581,8700,362,8748,6109,5170,5938,2953,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,8649,8817,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,387,2527,398,2072,3506,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,6949,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7543,4549,7536,8682,8697,8759,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312,1211,1311,1155,973,843,1244,671,1310])). % 129.81/129.52 cnf(8838,plain, % 129.81/129.52 (P6(a38,x88381,f9(a38,x88381))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(8846,plain, % 129.81/129.52 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x88461,f2(a38))),f9(a38,f3(a38)))),f9(a38,f3(a38))),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,8810,6433,5368,8383,5059,8366,4888,134,7231,7385,7829,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,8648,6654,5551,3896,2043,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,8758,5666,2417,8703,551,8351,365,8270,243,5753,5721,2760,8060,8196,8742,552,1844,1799,178,485,2945,8507,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,8691,364,4664,3339,2690,8313,401,3744,3402,5177,475,2112,5490,8188,1960,2050,2216,2376,402,2414,5735,4581,8700,362,8748,6109,5170,5938,2953,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,8649,8817,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,387,2527,398,2072,3506,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,6949,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7987,7543,4549,7536,8682,8697,8759,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,316,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312,1211,1311,1155,973,843,1244,671,1310,1058,1491,1228])). % 129.81/129.52 cnf(8847,plain, % 129.81/129.52 (~P7(a38,x88471,x88471)), % 129.81/129.52 inference(rename_variables,[],[1799])). % 129.81/129.52 cnf(8851,plain, % 129.81/129.52 (P6(a38,x88511,f9(a38,x88511))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(8857,plain, % 129.81/129.52 (P7(a38,f2(a38),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38))))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,8810,8838,6433,5368,8383,5059,8366,5483,4888,134,7231,7385,7829,8339,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,8648,6654,5551,3896,2043,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,8758,5666,2417,8703,8710,551,8351,365,8270,243,5753,5721,2760,8060,8196,8742,552,1844,1799,178,485,2945,8507,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,1999,2442,3237,8100,8691,364,8806,2141,4664,3339,2690,8313,401,3744,3402,5177,475,2112,5490,8188,1960,2050,2216,2376,402,2414,5735,4581,8700,362,8748,6109,5170,5938,2953,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,8649,8817,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,387,2527,398,2072,3506,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,6949,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7987,7543,4549,7536,8682,8697,8759,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,143,6698,6734,6786,190,195,316,297,230,232,275,159,231,276,328,329,228,220,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312,1211,1311,1155,973,843,1244,671,1310,1058,1491,1228,1499,1298,1230])). % 129.81/129.52 cnf(8858,plain, % 129.81/129.52 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x88581),f9(a38,f3(a38)))),f9(a38,f3(a38))),x88581)), % 129.81/129.52 inference(rename_variables,[],[5483])). % 129.81/129.52 cnf(8862,plain, % 129.81/129.52 (P6(a39,f2(a39),x88621)), % 129.81/129.52 inference(rename_variables,[],[375])). % 129.81/129.52 cnf(8869,plain, % 129.81/129.52 (~P7(a38,f13(a38,f25(a38,x88691,f2(a38)),f25(a38,x88691,f2(a38))),f2(a38))), % 129.81/129.52 inference(rename_variables,[],[4035])). % 129.81/129.52 cnf(8870,plain, % 129.81/129.52 (~P7(a38,f2(a38),f13(a38,f25(a38,f17(f2(a38)),x88701),f25(a38,f17(f2(a38)),x88701)))), % 129.81/129.52 inference(rename_variables,[],[7536])). % 129.81/129.52 cnf(8875,plain, % 129.81/129.52 (P6(a38,x88751,f9(a38,x88751))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(8877,plain, % 129.81/129.52 (~P7(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,x88771,f11(a38,x88772,x88772))),f9(a38,f3(a38)))),f9(a38,f3(a38))),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,8810,8838,8851,6433,5368,8383,5059,8366,5483,8858,4888,134,7231,7385,7829,8339,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,8648,6654,5551,3896,2043,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,8758,8829,8869,5666,2417,8703,8710,551,8351,365,8270,243,5753,5721,2760,8060,8196,8742,552,1844,1799,178,485,2945,8507,1993,8237,8261,8399,2445,242,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,3394,1999,2442,3237,8100,8691,364,8806,2141,4664,3339,2690,8313,401,3744,3402,5177,475,2112,5490,8188,1960,2050,2216,2376,402,2414,5735,4581,8700,362,8748,6140,6109,5170,5938,2953,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,8649,8817,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,387,2527,398,8281,2072,3506,6092,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,6949,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7987,7543,6825,4549,7536,8682,8697,8759,8830,8870,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,8476,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,2247,143,6698,6734,6786,190,195,316,297,230,232,275,159,231,276,328,329,228,220,229,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312,1211,1311,1155,973,843,1244,671,1310,1058,1491,1228,1499,1298,1230,1066,1299,1301,1300,1229])). % 129.81/129.52 cnf(8886,plain, % 129.81/129.52 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38)))),f9(a38,a27))),a27),f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,8810,8838,8851,8875,6433,5368,8383,5059,8366,5483,8858,4888,134,7231,7385,7829,8339,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,8648,6654,5551,3896,2043,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,8758,8829,8869,5666,2417,8703,8710,551,8351,365,8270,243,5753,5721,2760,8060,8196,8742,552,1844,1799,8847,178,485,2945,8507,1993,8237,8261,8399,2445,242,4305,1996,8087,4323,176,3914,8068,8092,8140,8150,8174,8185,3394,1999,2442,3237,8100,8691,364,8806,2141,4664,2519,3339,2690,8313,401,3744,3402,5177,475,2112,5490,8188,1960,2050,2216,2376,402,2414,5735,4581,8700,4719,362,8748,6140,6109,5170,5938,2953,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,8649,8817,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,370,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,387,2527,398,8281,2072,3506,6092,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,6949,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7987,7543,6825,4549,7536,8682,8697,8759,8830,8870,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,6736,2515,245,156,2087,2550,361,375,8476,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,2247,143,6698,6734,6786,190,195,298,316,297,230,232,275,159,231,276,328,329,228,220,229,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312,1211,1311,1155,973,843,1244,671,1310,1058,1491,1228,1499,1298,1230,1066,1299,1301,1300,1229,1231,1522])). % 129.81/129.52 cnf(8888,plain, % 129.81/129.52 (P6(a38,x88881,f9(a38,x88881))), % 129.81/129.52 inference(rename_variables,[],[2040])). % 129.81/129.52 cnf(8892,plain, % 129.81/129.52 (P6(a39,x88921,f13(a39,f13(a39,x88922,f11(a39,f13(a39,f11(a39,f13(a39,x88921,x88923),x88923),f3(a39)),f3(a39))),x88924))), % 129.81/129.52 inference(rename_variables,[],[5059])). % 129.81/129.52 cnf(8911,plain, % 129.81/129.52 (~P7(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x89111),f13(a39,f30(f30(f12(a39),f2(a39)),x89111),a1)),x89112,x89112)), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,8810,8838,8851,8875,8888,6433,5368,8383,5059,8366,5483,8858,4888,134,7231,7385,7829,8339,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,8648,6654,5551,3896,2043,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,8758,8829,8869,5666,2417,8703,8710,551,8351,365,8270,243,5753,5721,8409,2760,8060,8196,8742,552,1844,1799,8847,178,485,2945,8507,1993,8237,8261,8399,2445,242,4305,1996,8087,8685,4323,176,3914,8068,8092,8140,8150,8174,8185,3564,3394,1999,2442,3237,8100,8691,364,8806,2141,4664,2519,3339,2690,8313,401,3744,3402,5177,475,2112,5490,8188,1960,2050,2216,2376,402,2414,5735,4581,8700,4719,362,8748,6140,6109,5170,5938,2953,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,8649,8817,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,370,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,387,2527,398,8281,2072,3506,6092,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,6949,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7987,7543,6825,4549,7536,8682,8697,8759,8830,8870,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,326,6736,2515,245,156,2087,2550,361,375,8476,8862,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,2247,143,6698,6734,6786,190,195,298,316,297,230,232,275,159,231,276,328,329,228,220,229,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312,1211,1311,1155,973,843,1244,671,1310,1058,1491,1228,1499,1298,1230,1066,1299,1301,1300,1229,1231,1522,1525,1533,1050,698,789,1789,609,705])). % 129.81/129.52 cnf(8915,plain, % 129.81/129.52 (~E(f25(a38,a27,f9(a38,f3(a38))),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,8810,8838,8851,8875,8888,6433,5368,8383,5059,8366,5483,8858,4888,134,7231,7385,7829,8339,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,8648,6654,5551,3896,2043,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,8758,8829,8869,5666,2417,8703,8710,551,8351,365,8270,243,5753,5721,8409,2760,8060,8196,8742,552,1844,1799,8847,178,485,2945,8507,1993,8237,8261,8399,2445,242,4305,1996,8087,8685,4323,176,3914,8068,8092,8140,8150,8174,8185,3564,3394,1999,2442,3237,8100,8691,364,8806,2141,4664,2519,3339,2690,8313,401,3744,3402,5177,475,2112,5490,8188,1960,2050,2216,2376,402,2414,5735,4581,8700,4719,362,8748,6140,6109,5170,5938,2953,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,8649,8817,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,370,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,387,2527,398,8281,2072,3506,6092,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,6949,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7987,7543,6825,4549,7536,8682,8697,8759,8830,8870,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,326,6736,2515,245,156,2087,2550,361,375,8476,8862,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,2247,143,6698,6734,6786,190,195,286,298,316,297,230,232,275,159,231,276,328,329,228,220,229,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312,1211,1311,1155,973,843,1244,671,1310,1058,1491,1228,1499,1298,1230,1066,1299,1301,1300,1229,1231,1522,1525,1533,1050,698,789,1789,609,705,796,652])). % 129.81/129.52 cnf(8917,plain, % 129.81/129.52 (E(f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x89171),f13(a39,f2(a39),f3(a39)))+E(f13(a39,f30(f30(f12(a39),f13(a39,f2(a39),f2(a39))),x89171),f13(a39,f2(a39),f3(a39))),f13(a39,f2(a39),f3(a39)))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,8810,8838,8851,8875,8888,6433,5368,8383,5059,8366,5483,8858,4888,134,7231,7385,7829,8339,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,8648,6654,5551,3896,2043,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,8758,8829,8869,5666,2417,8703,8710,551,8351,365,8270,243,5753,5721,8409,2760,8060,8196,8742,552,1844,1799,8847,178,485,2945,8507,1993,8237,8261,8399,2445,242,4305,1996,8087,8685,4323,176,3914,8068,8092,8140,8150,8174,8185,3564,3394,1999,2442,3237,8100,8691,364,8806,2141,4664,2519,3339,2690,8313,401,3744,3402,5177,475,2112,5490,8188,1960,2050,2216,2376,402,2414,5735,4581,8700,4719,362,8748,6140,6109,5170,5938,2953,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,8649,8817,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,370,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,387,2527,398,8281,2072,3506,6092,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,6949,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7987,7543,6825,4549,7536,8682,8697,8759,8830,8870,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,326,6736,2515,245,156,2087,2550,361,375,8476,8862,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,2247,143,6698,6734,6786,190,195,286,298,316,297,230,232,275,159,231,276,328,329,228,220,229,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312,1211,1311,1155,973,843,1244,671,1310,1058,1491,1228,1499,1298,1230,1066,1299,1301,1300,1229,1231,1522,1525,1533,1050,698,789,1789,609,705,796,652,1069])). % 129.81/129.52 cnf(8919,plain, % 129.81/129.52 (~P6(a39,f13(a39,f2(a39),f3(a39)),f11(a39,x89191,x89191))), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,8810,8838,8851,8875,8888,6433,5368,8383,5059,8366,8892,5483,8858,4888,134,7231,7385,7829,8339,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,8648,6654,5551,3896,2043,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,8758,8829,8869,5666,2417,8703,8710,551,8351,365,8270,243,5753,5721,8409,2760,8060,8196,8742,552,1844,1799,8847,178,485,2945,8507,1993,8237,8261,8399,2445,242,4305,1996,8087,8685,4323,176,3914,8068,8092,8140,8150,8174,8185,3564,3394,1999,2442,3237,8100,8691,364,8806,2141,4664,2519,3339,2690,8313,401,3744,3402,5177,475,2112,5490,8188,1960,2050,2216,2376,402,2414,5735,4581,8700,4719,362,8748,6140,6109,5170,5938,2953,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,8649,8817,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,370,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,387,2527,398,8281,2072,3506,6092,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,6949,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7987,7543,6825,4549,7536,8682,8697,8759,8830,8870,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,326,6736,2515,245,156,2087,2550,361,375,8476,8862,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,2247,143,6698,6734,6786,190,195,286,298,316,297,230,232,275,159,231,276,328,329,228,220,229,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312,1211,1311,1155,973,843,1244,671,1310,1058,1491,1228,1499,1298,1230,1066,1299,1301,1300,1229,1231,1522,1525,1533,1050,698,789,1789,609,705,796,652,1069,1622])). % 129.81/129.52 cnf(8924,plain, % 129.81/129.52 (~P7(a38,f25(a38,f13(a38,f9(a38,a27),f30(f30(f12(a38),x89241),f9(a38,f3(a38)))),f9(a38,f3(a38))),x89241)), % 129.81/129.52 inference(scs_inference,[],[3619,7174,8084,8107,8110,8115,8124,8134,8164,8193,8223,8234,8306,8320,8336,8392,8418,8444,8447,8459,8468,8563,8724,2045,3792,3463,4244,3607,2040,8688,8810,8838,8851,8875,8888,6433,5368,8383,5059,8366,8892,5483,8858,4888,134,7231,7385,7829,8339,7406,8121,8153,8159,8171,8209,7216,7490,8199,5935,7644,7426,7751,5613,6348,8648,6654,5551,3896,2043,3240,5113,2427,2679,8240,8332,3123,8127,8297,8402,4640,8269,8451,8474,8529,8555,8557,8579,8594,8604,8612,2186,366,241,4035,8681,8696,8758,8829,8869,5666,2417,8703,8710,551,8351,365,8270,243,5753,5721,8409,2760,8060,8196,8742,552,1844,1799,8847,178,485,2945,8507,1993,8237,8261,8399,2445,242,4305,1996,8087,8685,4323,176,3914,8068,8092,8140,8150,8174,8185,3564,3394,1999,2442,3237,8100,8691,364,8806,2141,4664,2519,3339,2690,8313,401,3744,3402,5177,475,2112,5490,8188,1960,2050,2216,2376,402,2414,5735,4581,8700,4719,362,8748,6140,6109,5170,5938,2953,3754,2193,2007,367,410,3480,6287,5101,8218,5576,6630,4626,8073,8078,8118,3693,5132,5026,5379,6396,6574,5480,6388,6027,8649,8817,1990,3476,3278,250,248,249,4571,6415,6373,8395,6411,6612,6240,5434,5789,6266,5398,6151,5321,2236,2873,2002,370,6927,6918,6837,4590,6870,7005,6940,2179,4755,5469,6466,6379,6385,8052,6204,6491,6480,6275,5750,6106,387,2527,398,8281,2072,3506,6092,7459,7409,8049,7192,7786,7328,4989,7662,7670,7821,6443,6688,6716,6744,6770,6822,7368,7529,7998,7954,5306,8027,5679,6949,7200,7157,7168,7547,7208,8147,7275,7817,7566,7314,7218,7738,7861,7465,6614,7893,7430,6352,7987,7543,6825,4549,7536,8682,8697,8759,8830,8870,8025,373,423,8479,8481,8483,8485,8487,8489,8491,8493,8495,8497,8499,8501,8503,8505,8509,8511,8513,8515,8517,8519,8521,8523,8525,8527,8531,8533,8535,8537,8539,8541,8543,8545,8547,8549,8551,8553,8561,8565,8567,8569,8571,8573,8575,8577,8581,8583,8585,8588,8590,8592,8596,8598,8600,8602,8606,8608,8610,8614,8616,6121,2026,2213,4597,6357,6221,235,326,6736,2515,245,156,2087,2550,361,375,8476,8862,325,272,185,174,371,273,7616,7654,7658,7716,7680,7698,6672,6680,6684,6686,6692,6694,6696,6700,6704,6706,6708,6710,6712,6714,6718,6720,6722,6724,6728,6730,6732,6738,6742,6746,6748,6754,6756,6758,6760,6762,6766,6768,6774,6776,6778,6780,6782,6788,6792,6796,6798,6800,6804,6806,6808,6810,6814,6818,4087,4117,5925,2247,143,6698,6734,6786,190,195,286,298,316,297,230,232,275,159,231,276,328,329,228,220,229,308,296,314,153,321,320,26,867,697,1362,1146,1255,800,602,1355,998,690,996,787,1254,1080,577,1075,739,870,1842,999,853,605,780,590,599,725,564,1141,1073,579,696,689,785,580,1145,1012,1017,1133,1138,997,1352,1364,1074,737,578,784,856,1086,874,945,1139,995,944,852,855,692,607,1873,11,859,1082,1134,854,1137,858,738,563,684,14,13,25,10,2,1106,941,989,1165,1697,1661,717,1693,1116,1370,804,1662,745,620,1166,1289,847,877,629,1368,1663,1375,718,645,1118,1117,1683,896,1701,733,622,1366,1163,940,1130,947,1682,1187,1162,744,1680,757,1123,791,1694,1119,1376,1164,1698,1702,923,1135,949,589,1660,1290,730,1696,1189,948,952,807,1160,1700,1699,1372,647,1121,1091,1161,646,951,1076,802,1035,724,1167,1704,726,794,61,878,102,115,124,130,79,132,123,69,91,104,74,72,85,125,62,121,90,101,106,110,71,131,118,129,117,95,92,99,70,86,116,76,73,89,68,77,88,105,64,67,107,94,3,93,114,82,112,128,119,109,87,133,80,78,63,96,120,111,122,75,126,97,127,81,108,60,84,65,83,103,100,113,66,1331,1238,1239,850,932,1414,1207,1400,1402,1096,929,1313,1233,848,769,1423,1416,740,823,1242,1237,1345,1240,971,967,1232,969,1245,1152,1154,1203,1153,845,1417,1208,970,661,976,817,1429,1346,1422,741,1243,670,930,1213,974,1241,910,1431,851,846,1122,1247,977,968,1151,815,842,742,972,1186,849,1202,1312,1211,1311,1155,973,843,1244,671,1310,1058,1491,1228,1499,1298,1230,1066,1299,1301,1300,1229,1231,1522,1525,1533,1050,698,789,1789,609,705,796,652,1069,1622,898,1259])). % 129.81/129.52 cnf(8962,plain, % 129.81/129.52 (P34(f41(x89621,f13(a1,f2(a1),a1)))), % 129.81/129.52 inference(scs_inference,[],[6812,6764,4127,8617,3188,4010,615,1803,1804,585,586,587])). % 129.81/129.52 cnf(8964,plain, % 129.81/129.52 (~E(f3(a16),f2(a16))), % 129.81/129.52 inference(scs_inference,[],[6812,6764,4127,8617,211,3188,4010,615,1803,1804,585,586,587,567])). % 129.81/129.52 cnf(8966,plain, % 129.81/129.52 (P6(a1,x89661,f9(a1,x89661))), % 129.81/129.52 inference(scs_inference,[],[175,6812,6764,4127,8617,211,3188,4010,615,1803,1804,585,586,587,567,691])). % 129.81/129.52 cnf(8970,plain, % 129.81/129.52 (P6(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f3(f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[2030,175,6812,6764,4127,8617,211,2234,3188,4010,615,1803,1804,585,586,587,567,691,565,656])). % 129.81/129.52 cnf(8972,plain, % 129.81/129.52 (P7(f13(a39,f11(a39,a38,a38),a38),f2(f13(a39,f11(a39,a38,a38),a38)),f3(f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[2030,175,6812,6764,4127,8617,211,2234,3188,4010,615,1803,1804,585,586,587,567,691,565,656,657])). % 129.81/129.52 cnf(8976,plain, % 129.81/129.52 (~P7(f13(a39,f11(a39,a38,a38),a38),f3(f13(a39,f11(a39,a38,a38),a38)),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.52 inference(scs_inference,[],[2030,175,6812,6764,4127,8617,211,2234,3188,4010,615,1803,1804,585,586,587,567,691,565,656,657,748,749])). % 129.81/129.52 cnf(8990,plain, % 129.81/129.52 (E(f11(a16,x89901,x89901),f2(a16))), % 129.81/129.52 inference(scs_inference,[],[2030,155,175,192,2025,6812,6764,4127,8617,211,2234,3188,4010,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623])). % 129.81/129.52 cnf(9000,plain, % 129.81/129.52 (E(f25(a16,x90001,f3(a16)),x90001)), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,2025,6812,6764,4127,8617,211,212,309,2282,2234,3188,4010,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634])). % 129.81/129.52 cnf(9010,plain, % 129.81/129.52 (~P7(a1,f9(a1,x90101),f2(a1))), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,2025,6812,6764,4127,8617,211,212,309,2282,2234,3188,4010,2233,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798])). % 129.81/129.52 cnf(9012,plain, % 129.81/129.52 (E(f11(a38,x90121,x90121),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,2025,6812,6764,4127,8617,193,211,212,309,2282,2234,3188,4010,2233,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791])). % 129.81/129.52 cnf(9055,plain, % 129.81/129.52 (E(f13(a1,f30(f30(f23(x90551,a14,x90552),x90553),f2(a39)),f30(f30(f23(x90551,a14,x90552),x90553),f2(a39))),a14)), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,279,283,2025,8062,6812,6764,414,3275,4127,8617,193,211,212,309,2282,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601])). % 129.81/129.52 cnf(9056,plain, % 129.81/129.52 (E(f30(f30(f23(x90561,x90562,x90563),x90564),f2(a39)),x90562)), % 129.81/129.52 inference(rename_variables,[],[414])). % 129.81/129.52 cnf(9060,plain, % 129.81/129.52 (E(f25(a16,f2(a16),x90601),f2(a16))), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,279,283,313,2025,8062,6812,6764,414,3275,4127,8617,193,211,212,309,2282,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649])). % 129.81/129.52 cnf(9062,plain, % 129.81/129.52 (E(f25(a38,f2(a38),x90621),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,279,283,313,2025,8062,6812,6764,414,3275,4127,8617,193,211,212,309,310,2282,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650])). % 129.81/129.52 cnf(9066,plain, % 129.81/129.52 (~E(f13(a1,a15,a15),a14)), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,279,283,313,2025,2895,8062,6812,6764,414,3275,4127,8617,193,211,212,309,310,2282,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679])). % 129.81/129.52 cnf(9070,plain, % 129.81/129.52 (E(f13(a16,f18(a16,a14),x90701),x90701)), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,279,283,313,2025,2895,8062,6812,6764,414,3275,4127,8617,193,211,212,309,310,2282,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681])). % 129.81/129.52 cnf(9072,plain, % 129.81/129.52 (P6(a38,f2(a38),f21(a16,x90721))), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,279,283,313,2025,2895,8062,6812,6764,414,3275,4127,8617,193,211,212,309,310,2282,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694])). % 129.81/129.52 cnf(9074,plain, % 129.81/129.52 (E(f13(a16,x90741,x90742),f13(a16,x90742,x90741))), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,279,283,313,2025,2895,8062,6812,6764,414,3275,4127,8617,193,211,212,309,310,2282,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750])). % 129.81/129.52 cnf(9076,plain, % 129.81/129.52 (~P7(a38,f21(a16,x90761),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,279,283,313,2025,2895,8062,6812,6764,414,3275,4127,8617,193,211,212,309,310,2282,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778])). % 129.81/129.52 cnf(9078,plain, % 129.81/129.52 (E(f11(a16,f13(a16,x90781,x90782),x90782),x90781)), % 129.81/129.52 inference(scs_inference,[],[2030,152,155,175,192,279,283,313,2025,2895,8062,6812,6764,414,3275,4127,8617,193,211,212,309,310,2282,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876])). % 129.81/129.52 cnf(9106,plain, % 129.81/129.52 (E(f30(f30(f12(a16),x91061),f3(a16)),x91061)), % 129.81/129.52 inference(scs_inference,[],[2030,138,152,155,175,192,279,283,313,2025,6055,2895,2068,8062,6812,6764,414,3275,4127,8617,193,211,212,309,310,2282,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624])). % 129.81/129.52 cnf(9120,plain, % 129.81/129.52 (~P7(a38,f2(a38),f21(a16,f2(a16)))), % 129.81/129.52 inference(scs_inference,[],[2030,138,152,155,175,181,192,279,283,313,2025,6055,2895,2068,8062,6812,6764,414,3275,4127,8617,149,193,211,212,309,310,2282,2269,2253,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814])). % 129.81/129.52 cnf(9127,plain, % 129.81/129.52 (~P6(a1,f13(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),x91271),x91271)), % 129.81/129.52 inference(rename_variables,[],[6901])). % 129.81/129.52 cnf(9131,plain, % 129.81/129.52 (P6(a1,f2(a1),f30(f30(f12(a1),x91311),x91311))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,6055,2895,2068,8062,6812,6764,414,3275,4127,8617,6901,149,193,211,212,309,310,2282,2269,2253,2234,3188,4010,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880])). % 129.81/129.52 cnf(9133,plain, % 129.81/129.52 (P7(a1,f2(a1),f13(a1,f3(a1),f3(a1)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,6055,2895,2068,8062,6812,6764,414,3275,4127,8617,6901,149,193,211,212,309,310,2282,2269,2253,2234,3188,4010,158,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927])). % 129.81/129.52 cnf(9145,plain, % 129.81/129.52 (E(f30(f30(f12(a38),x91451),f2(a38)),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,6055,2895,2068,8062,6812,6764,414,3275,4127,8617,6901,149,193,203,211,212,284,309,310,2282,2269,2253,2234,3188,4010,158,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644])). % 129.81/129.52 cnf(9159,plain, % 129.81/129.52 (P6(a1,f13(a1,a15,a15),a15)), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,6055,2895,2068,6544,8062,6812,6764,414,3275,4127,8617,6901,149,193,203,211,212,284,309,310,2282,2269,2253,2234,3188,4010,4727,158,366,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982])). % 129.81/129.52 cnf(9160,plain, % 129.81/129.52 (P6(a1,x91601,x91601)), % 129.81/129.52 inference(rename_variables,[],[366])). % 129.81/129.52 cnf(9162,plain, % 129.81/129.52 (~P6(a1,f13(a1,f13(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14),f13(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),a14)),a14)), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,6055,2895,2068,6544,8062,6812,6764,414,3275,4127,8617,6901,9127,149,193,203,211,212,284,309,310,2282,2269,2253,2234,3188,4010,4727,158,366,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061])). % 129.81/129.52 cnf(9163,plain, % 129.81/129.52 (~P6(a1,f13(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),x91631),x91631)), % 129.81/129.52 inference(rename_variables,[],[6901])). % 129.81/129.52 cnf(9167,plain, % 129.81/129.52 (~P7(a1,f13(a1,f11(a1,a14,f11(a1,x91671,x91671)),f11(a1,a14,f11(a1,x91671,x91671))),a14)), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,4434,6055,2895,2068,6544,8062,6812,8622,6764,414,3275,4127,8617,6901,9127,149,193,203,211,212,284,309,310,2282,2269,2253,2234,3188,4010,4727,158,366,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063])). % 129.81/129.52 cnf(9168,plain, % 129.81/129.52 (~P7(a1,f11(a1,x91681,f11(a1,x91682,x91682)),x91681)), % 129.81/129.52 inference(rename_variables,[],[8622])). % 129.81/129.52 cnf(9170,plain, % 129.81/129.52 (~P6(a1,a14,f13(a1,a15,a15))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,4434,6055,2895,2068,6544,8062,6812,8622,6764,414,3275,4127,8617,6901,9127,149,193,203,211,212,284,309,310,2282,2269,2253,2234,3188,4010,4727,158,531,366,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064])). % 129.81/129.52 cnf(9172,plain, % 129.81/129.52 (~P7(a1,a14,f13(a1,f11(a1,a14,f11(a1,x91721,x91721)),f11(a1,a14,f11(a1,x91721,x91721))))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,4434,6055,2895,2068,6544,8062,6812,8622,6764,414,3275,4127,8617,6901,9127,149,193,203,211,212,284,309,310,2282,2269,2253,2234,8027,3188,4010,4727,158,531,366,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065])). % 129.81/129.52 cnf(9173,plain, % 129.81/129.52 (~P7(a1,x91731,f11(a1,x91731,f11(a1,x91732,x91732)))), % 129.81/129.52 inference(rename_variables,[],[8027])). % 129.81/129.52 cnf(9190,plain, % 129.81/129.52 (~P7(a1,x91901,f11(a1,x91901,f11(a1,x91902,x91902)))), % 129.81/129.52 inference(rename_variables,[],[8027])). % 129.81/129.52 cnf(9200,plain, % 129.81/129.52 (P6(a38,f11(a38,f2(a38),f17(a27)),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,4434,6055,2895,2068,3912,6544,3314,4503,8062,6812,8622,6764,414,3275,4127,8617,6901,9127,476,149,183,193,203,211,212,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,4727,158,531,366,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008])). % 129.81/129.52 cnf(9202,plain, % 129.81/129.52 (~P6(a38,f11(a38,f3(a38),f18(a38,a14)),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,4161,4434,6055,2895,2068,3912,6544,3314,4503,8062,6812,8622,6764,414,3275,4127,8617,6901,9127,476,149,183,193,203,211,212,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,4727,158,531,366,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079])). % 129.81/129.52 cnf(9204,plain, % 129.81/129.52 (P6(a39,f18(a39,a15),f18(a39,x92041))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,4161,4434,6055,2895,2068,3912,6544,3314,4503,8062,6812,8622,6764,414,3275,4127,8617,6901,9127,476,149,183,193,203,211,212,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,355,4727,158,531,366,2233,144,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899])). % 129.81/129.52 cnf(9225,plain, % 129.81/129.52 (~E(f13(a39,x92251,f13(a39,f13(a39,x92252,x92253),f3(a39))),x92253)), % 129.81/129.52 inference(rename_variables,[],[8227])). % 129.81/129.52 cnf(9228,plain, % 129.81/129.52 (~E(f13(a39,x92281,f13(a39,f13(a39,x92282,x92283),f3(a39))),x92283)), % 129.81/129.52 inference(rename_variables,[],[8227])). % 129.81/129.52 cnf(9234,plain, % 129.81/129.52 (E(f13(a1,f13(a1,f3(a1),f25(a38,f30(f30(f12(a38),f3(a38)),a15),f3(a38))),f25(a38,f30(f30(f12(a38),f3(a38)),a15),f3(a38))),a15)), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,4161,4434,2157,6055,2895,2068,3912,6544,3314,4503,344,8062,6812,8622,6764,414,3275,8227,9225,2332,4127,8617,6901,9127,476,149,183,193,203,211,212,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,355,4727,158,531,366,2233,144,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868])). % 129.81/129.52 cnf(9235,plain, % 129.81/129.52 (E(x92351,f25(a38,f30(f30(f12(a38),f3(a38)),x92351),f3(a38)))), % 129.81/129.52 inference(rename_variables,[],[2332])). % 129.81/129.52 cnf(9237,plain, % 129.81/129.52 (E(f13(a1,f13(a1,f3(a1),f30(f30(f23(x92371,a15,x92372),x92373),f2(a39))),f30(f30(f23(x92371,a15,x92372),x92373),f2(a39))),a15)), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,4161,4434,2157,6055,2895,2068,3912,6544,3314,4503,344,8062,6812,8622,6764,414,9056,3275,8227,9225,2332,4127,8617,6901,9127,476,149,183,193,203,211,212,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,355,4727,158,531,366,2233,144,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869])). % 129.81/129.52 cnf(9238,plain, % 129.81/129.52 (E(f30(f30(f23(x92381,x92382,x92383),x92384),f2(a39)),x92382)), % 129.81/129.52 inference(rename_variables,[],[414])). % 129.81/129.52 cnf(9242,plain, % 129.81/129.52 (~E(f13(a1,f13(a1,f3(a1),f2(a1)),f2(a1)),a15)), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,151,152,155,175,181,192,240,279,283,313,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,4503,344,8062,6812,8622,6764,414,9056,3275,8227,9225,2332,4127,8617,6901,9127,476,149,183,193,203,211,212,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,355,4727,158,531,366,2233,144,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031])). % 129.81/129.52 cnf(9252,plain, % 129.81/129.52 (E(f13(a39,f13(a39,x92521,x92522),x92523),f13(a39,f13(a39,x92521,x92523),x92522))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,150,151,152,155,175,181,192,240,279,283,313,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,4503,344,6085,8062,6812,8622,6764,414,9056,3275,8227,9225,2332,4127,8617,6901,9127,476,149,183,193,203,211,212,256,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,355,4727,158,531,366,2233,144,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115])). % 129.81/129.52 cnf(9254,plain, % 129.81/129.52 (E(x92541,f13(a16,f30(f30(f12(a16),f11(a16,x92542,x92542)),x92543),x92541))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,150,151,152,155,175,181,192,233,240,279,283,313,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,4503,344,6085,8062,6812,8622,6764,414,9056,3275,8227,9225,2332,4127,8617,6901,9127,476,149,183,193,203,211,212,256,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,355,4727,158,531,366,2233,144,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864])). % 129.81/129.52 cnf(9281,plain, % 129.81/129.52 (~P7(a39,x92811,f13(a1,f2(a1),f2(a39)))), % 129.81/129.52 inference(rename_variables,[],[2785])). % 129.81/129.52 cnf(9287,plain, % 129.81/129.52 (E(f13(a16,f25(a16,x92871,x92872),f25(a16,x92873,x92872)),f25(a16,f13(a16,x92871,x92873),x92872))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,150,151,152,155,175,181,192,233,240,279,283,313,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4503,344,6085,8062,8361,6812,8622,6764,414,9056,3275,8227,9225,2332,4127,8617,6901,9127,476,2785,149,183,193,203,211,212,256,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,355,4727,158,531,366,2233,144,2247,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293])). % 129.81/129.52 cnf(9289,plain, % 129.81/129.52 (E(f13(a38,f25(a38,x92891,x92892),f25(a38,x92893,x92892)),f25(a38,f13(a38,x92891,x92893),x92892))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,150,151,152,155,175,181,192,233,240,279,283,313,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4503,344,6085,8062,8361,6812,8622,6764,414,9056,3275,8227,9225,2332,4127,8617,6901,9127,476,2785,149,183,193,203,211,212,256,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,355,4727,158,531,366,2233,144,2247,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294])). % 129.81/129.52 cnf(9300,plain, % 129.81/129.52 (P6(a1,x93001,x93001)), % 129.81/129.52 inference(rename_variables,[],[366])). % 129.81/129.52 cnf(9312,plain, % 129.81/129.52 (~P7(a1,f13(a1,f13(a1,f3(a1),f11(a1,a14,f11(a1,x93121,x93121))),f11(a1,a14,f11(a1,x93121,x93121))),a14)), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,150,151,152,155,175,181,192,233,240,279,283,313,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4503,344,6085,8062,8361,6812,8622,9168,6764,414,9056,3275,8227,9225,2332,4127,8617,6901,9127,476,2785,149,183,193,203,211,212,256,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,2852,355,4727,158,531,366,9160,2233,144,2247,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537])). % 129.81/129.52 cnf(9313,plain, % 129.81/129.52 (~P7(a1,f11(a1,x93131,f11(a1,x93132,x93132)),x93131)), % 129.81/129.52 inference(rename_variables,[],[8622])). % 129.81/129.52 cnf(9347,plain, % 129.81/129.52 (P6(a1,f2(a1),f13(a1,f30(f30(f12(a1),x93471),x93471),f30(f30(f12(a1),x93472),x93472)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,150,151,152,155,175,181,192,233,240,279,283,305,313,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,6085,8062,8361,6812,8622,9168,6764,5185,414,9056,3275,8227,9225,2332,4127,8617,6901,9127,476,2785,149,183,193,203,211,212,256,284,309,310,2289,2282,2269,2253,2234,8027,9173,3188,4010,2852,355,4727,158,531,366,9160,2233,144,2247,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510])). % 129.81/129.52 cnf(9408,plain, % 129.81/129.52 (~E(f13(a38,f30(f30(f12(a38),f25(a38,f25(a38,a27,a27),f25(a38,a27,a27))),f25(a38,f25(a38,a27,a27),f25(a38,a27,a27))),f30(f30(f12(a38),x94081),x94081)),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,150,151,152,155,175,181,192,233,240,279,283,285,305,313,315,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,6085,8062,8361,6812,8622,9168,6764,5185,414,9056,3275,8227,9225,2332,4127,8617,6901,9127,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2852,355,4727,158,531,366,9160,2233,144,2247,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217])). % 129.81/129.52 cnf(9417,plain, % 129.81/129.52 (E(f30(f30(f12(a1),f3(a1)),x94171),x94171)), % 129.81/129.52 inference(rename_variables,[],[369])). % 129.81/129.52 cnf(9429,plain, % 129.81/129.52 (E(f13(a38,f30(f30(f12(a38),x94291),x94292),f30(f30(f12(a38),x94291),x94293)),f30(f30(f12(a38),x94291),f13(a38,x94292,x94293)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,150,151,152,155,175,181,182,192,233,240,279,283,285,305,313,315,2056,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,6085,8062,8361,6812,8622,9168,6764,5185,414,9056,3275,8227,9225,369,2332,4127,8617,6901,9127,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2852,355,4727,158,531,366,9160,2233,144,2247,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281])). % 129.81/129.52 cnf(9466,plain, % 129.81/129.52 (P6(a39,x94661,f13(a39,x94661,x94662))), % 129.81/129.52 inference(rename_variables,[],[399])). % 129.81/129.52 cnf(9503,plain, % 129.81/129.52 (~P7(a1,f30(f30(f22(a1),x95031),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))),f2(a1))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,150,151,152,155,165,172,175,181,182,192,233,237,240,279,283,285,305,313,315,2056,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,6085,8062,8361,8919,6812,8622,9168,6764,5185,414,9056,3275,8227,9225,369,2332,4127,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2852,355,4727,158,399,531,366,9160,159,2233,144,2247,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733])). % 129.81/129.52 cnf(9512,plain, % 129.81/129.52 (~E(x95121,f13(a39,f13(a39,f18(a1,x95121),x95122),f3(a39)))), % 129.81/129.52 inference(rename_variables,[],[7109])). % 129.81/129.52 cnf(9532,plain, % 129.81/129.52 (P7(a38,x95321,f25(a38,f13(a38,x95321,f25(a38,f13(a38,a27,f30(f30(f12(a38),x95321),a27)),a27)),f18(a38,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,6085,8062,8361,8919,6812,8622,9168,6764,5185,414,9056,3275,8227,9225,369,2332,4127,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6027,399,531,366,9160,159,2233,144,365,2247,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730])). % 129.81/129.52 cnf(9556,plain, % 129.81/129.52 (~P6(a1,f13(a1,f11(a1,a14,a15),f11(a1,a14,a15)),f13(a1,a15,a15))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,6085,8062,8361,8919,6812,8622,9168,6764,5185,414,9056,3275,8227,9225,369,2332,2496,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354])). % 129.81/129.52 cnf(9564,plain, % 129.81/129.52 (E(f17(f21(a16,a43)),f3(a38))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,5185,414,9056,3275,8227,9225,369,2332,2496,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561])). % 129.81/129.52 cnf(9576,plain, % 129.81/129.52 (P7(a1,f13(a1,a15,a15),f2(a1))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,5185,415,414,9056,3275,8227,9225,369,2332,8239,2496,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022])). % 129.81/129.52 cnf(9578,plain, % 129.81/129.52 (P6(a39,x95781,f11(a39,f13(a39,a14,x95781),f2(a1)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,5185,415,414,9056,3275,8227,9225,369,2332,8239,2496,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314])). % 129.81/129.52 cnf(9580,plain, % 129.81/129.52 (P7(a1,f13(a1,a15,a15),a14)), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,5185,415,414,9056,3275,8227,9225,369,2332,8239,2496,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983])). % 129.81/129.52 cnf(9588,plain, % 129.81/129.52 (E(f18(a39,a15),f2(a39))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,5185,415,414,9056,3275,8227,9225,369,2332,2715,8239,2496,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711])). % 129.81/129.52 cnf(9593,plain, % 129.81/129.52 (P6(a1,f13(a1,a15,a15),a14)), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,5185,415,414,9056,3275,8227,9225,369,2332,2715,8239,2496,7959,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981])). % 129.81/129.52 cnf(9602,plain, % 129.81/129.52 (~E(f13(a39,x96021,a14),f13(a39,x96021,a15))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,5185,415,414,9056,3275,8227,9225,369,2332,2715,8239,2496,7959,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871])). % 129.81/129.52 cnf(9610,plain, % 129.81/129.52 (~E(f13(a39,x96101,f13(a39,f13(a39,x96102,x96103),f3(a39))),x96103)), % 129.81/129.52 inference(rename_variables,[],[8227])). % 129.81/129.52 cnf(9615,plain, % 129.81/129.52 (~E(f13(a39,f3(a39),x96151),f2(a39))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,5185,415,414,9056,3275,8227,9225,9228,369,2332,2715,8239,2496,7959,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698])). % 129.81/129.52 cnf(9635,plain, % 129.81/129.52 (~E(f11(a39,x96351,x96351),f13(a39,x96352,f3(a39)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,3653,5185,415,414,9056,7396,3275,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800])). % 129.81/129.52 cnf(9643,plain, % 129.81/129.52 (P6(a1,f18(a1,a14),f3(a1))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,3281,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,3653,5185,415,414,9056,7396,3275,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739])). % 129.81/129.52 cnf(9648,plain, % 129.81/129.52 (P6(a39,x96481,f13(a1,f2(a1),f13(a39,x96481,x96482)))), % 129.81/129.52 inference(rename_variables,[],[2717])). % 129.81/129.52 cnf(9652,plain, % 129.81/129.52 (P7(a39,f11(a39,f2(a39),x96521),f3(a39))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,3281,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8857,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999])). % 129.81/129.52 cnf(9659,plain, % 129.81/129.52 (~E(f2(a1),f13(a39,f13(a39,a14,x96591),f3(a39)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,3281,8236,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080])). % 129.81/129.52 cnf(9665,plain, % 129.81/129.52 (~P7(a1,f13(a1,x96651,x96652),f13(a1,x96652,x96651))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690])). % 129.81/129.52 cnf(9669,plain, % 129.81/129.52 (~P7(a39,f2(a1),f11(a1,x96691,x96691))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689])). % 129.81/129.52 cnf(9671,plain, % 129.81/129.52 (P6(a39,f2(a1),f13(a39,a14,x96711))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996])). % 129.81/129.52 cnf(9681,plain, % 129.81/129.52 (P7(a39,f13(a39,x96811,f2(a39)),f13(a39,x96811,f3(a39)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145])). % 129.81/129.52 cnf(9685,plain, % 129.81/129.52 (P6(a39,f11(a39,f2(a1),x96851),f11(a39,a14,x96851))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141])). % 129.81/129.52 cnf(9689,plain, % 129.81/129.52 (P6(a39,f2(a1),f13(a39,x96891,a14))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995])). % 129.81/129.52 cnf(9691,plain, % 129.81/129.52 (~P6(a39,f13(a39,x96911,f3(a39)),f13(a39,x96911,f2(a39)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352])). % 129.81/129.52 cnf(9693,plain, % 129.81/129.52 (~E(f11(a39,f3(a39),f2(a39)),f2(a39))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796])). % 129.81/129.52 cnf(9697,plain, % 129.81/129.52 (P6(a39,f13(a39,f2(a39),f3(a39)),f13(a39,f3(a39),x96971))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,369,2332,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017])). % 129.81/129.52 cnf(9701,plain, % 129.81/129.52 (P7(a39,f18(a39,a14),f13(a39,x97011,f3(a39)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,2775,369,2332,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874])). % 129.81/129.52 cnf(9714,plain, % 129.81/129.52 (~E(f13(a39,f13(a39,x97141,f11(a39,f3(a39),x97142)),x97142),f2(a39))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,475,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607])). % 129.81/129.52 cnf(9715,plain, % 129.81/129.52 (~E(f13(a39,f13(a39,f13(a39,x97151,f11(a39,x97152,x97153)),x97153),f3(a39)),x97152)), % 129.81/129.52 inference(rename_variables,[],[7334])). % 129.81/129.52 cnf(9717,plain, % 129.81/129.52 (P6(a38,f18(a38,a14),f3(a38))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,6812,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,158,6121,6027,399,475,531,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737])). % 129.81/129.52 cnf(9737,plain, % 129.81/129.52 (~P6(a39,f13(a39,f11(a39,f3(a39),f3(a39)),f3(a39)),f11(a39,x97371,x97371))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,3631,158,6121,6027,399,475,531,493,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134])). % 129.81/129.52 cnf(9743,plain, % 129.81/129.52 (E(f13(x97431,a14,x97432),f13(x97431,f2(a1),x97432))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,492,3631,158,6121,6027,399,475,531,493,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13])). % 129.81/129.52 cnf(9747,plain, % 129.81/129.52 (~E(f2(a39),f3(a39))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,492,3631,158,6121,6027,399,475,531,493,366,9160,2087,159,2233,144,365,2247,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2])). % 129.81/129.52 cnf(9756,plain, % 129.81/129.52 (E(f9(a1,f18(a1,a15)),f3(a1))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,278,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,492,3631,158,6121,6027,399,475,531,493,366,9160,2087,154,159,2233,144,365,2247,174,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598])). % 129.81/129.52 cnf(9762,plain, % 129.81/129.52 (P6(a38,f21(a16,f10(f2(a16))),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,415,414,9056,7396,3275,7525,8227,9225,9228,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,6901,9127,2421,476,2785,9281,149,183,193,203,211,212,256,278,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,492,3631,158,6121,6027,399,475,531,493,366,9160,2087,154,159,2233,144,365,2247,174,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720])). % 129.81/129.52 cnf(9792,plain, % 129.81/129.52 (~P6(a1,f13(a1,f11(a1,f11(a1,f11(a1,a14,a15),a14),a14),x97921),x97921)), % 129.81/129.52 inference(rename_variables,[],[6901])). % 129.81/129.52 cnf(9794,plain, % 129.81/129.52 (~P7(a39,f18(a39,a15),f18(a39,f2(a1)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,223,226,233,237,240,279,283,285,305,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,414,9056,7396,3275,7525,8227,9225,9228,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,7084,6901,9127,9163,2421,476,2785,9281,149,157,183,193,203,211,212,256,278,284,309,310,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,7109,2852,355,4727,492,3631,158,6121,6027,399,475,539,531,493,156,366,9160,2087,154,159,2233,144,365,2247,174,220,308,371,143,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057])). % 129.81/129.52 cnf(9803,plain, % 129.81/129.52 (E(f30(f30(f23(x98031,x98032,x98033),x98034),f2(a39)),x98032)), % 129.81/129.52 inference(rename_variables,[],[414])). % 129.81/129.52 cnf(9812,plain, % 129.81/129.52 (~E(f13(a39,x98121,f13(a39,f13(a39,x98122,x98123),f3(a39))),x98123)), % 129.81/129.52 inference(rename_variables,[],[8227])). % 129.81/129.52 cnf(9815,plain, % 129.81/129.52 (~E(f13(a39,x98151,f13(a39,f13(a39,x98152,x98153),f3(a39))),x98153)), % 129.81/129.52 inference(rename_variables,[],[8227])). % 129.81/129.52 cnf(9819,plain, % 129.81/129.52 (~E(f13(a39,x98191,f13(a39,f13(a39,x98192,x98193),f3(a39))),x98193)), % 129.81/129.52 inference(rename_variables,[],[8227])). % 129.81/129.52 cnf(9823,plain, % 129.81/129.52 (P6(a38,f2(a38),f25(a38,x98231,f18(a38,a14)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,305,311,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,7396,3275,7525,8227,9225,9228,9610,9812,9815,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,7084,6901,9127,9163,2421,6413,476,2785,9281,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,4727,492,3631,158,6121,6027,399,475,539,531,493,156,366,9160,2087,154,159,2233,144,365,2247,174,220,308,371,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125])). % 129.81/129.52 cnf(9825,plain, % 129.81/129.52 (P6(a38,f2(a38),f25(a38,f18(a38,a14),x98251))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,305,311,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,7396,3275,7525,8227,9225,9228,9610,9812,9815,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,7084,6901,9127,9163,2421,6413,476,2785,9281,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,4727,492,3631,158,6121,6027,399,475,539,531,493,156,366,9160,2087,154,159,2233,144,365,2247,174,220,308,371,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126])). % 129.81/129.52 cnf(9827,plain, % 129.81/129.52 (P6(a38,f2(a38),f25(a38,f17(a27),f17(a27)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,305,311,313,315,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,7396,3275,7525,8227,9225,9228,9610,9812,9815,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8229,8857,8822,8617,2022,7084,6901,9127,9163,2421,6413,476,2785,9281,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,4727,492,3631,158,6121,6027,399,475,539,531,493,156,366,9160,2087,154,159,2233,144,365,2247,174,220,308,371,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127])). % 129.81/129.52 cnf(9836,plain, % 129.81/129.52 (P7(a39,x98361,f13(a39,f13(a39,x98361,x98362),f3(a39)))), % 129.81/129.52 inference(rename_variables,[],[446])). % 129.81/129.52 cnf(9839,plain, % 129.81/129.52 (E(f30(f30(f23(x98391,x98392,x98393),x98394),f2(a39)),x98392)), % 129.81/129.52 inference(rename_variables,[],[414])). % 129.81/129.52 cnf(9848,plain, % 129.81/129.52 (P7(a39,x98481,f13(a39,f13(a39,x98482,f13(a39,f13(a39,x98483,x98481),f3(a39))),x98484))), % 129.81/129.52 inference(rename_variables,[],[8064])). % 129.81/129.52 cnf(9876,plain, % 129.81/129.52 (~P6(a38,f9(a38,f25(a38,f25(a38,a27,a27),f25(a38,a27,a27))),f30(f30(f12(a38),f18(a38,a14)),f9(a38,x98761)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,7396,3275,7525,8227,9225,9228,9610,9812,9815,2775,369,2332,7334,8205,2715,8239,2496,7959,4127,8064,8229,8857,8822,8617,2022,7084,6901,9127,9163,2421,6413,476,2785,9281,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,235,4727,492,446,3631,158,316,6121,6027,399,475,539,531,493,156,366,9160,2087,154,159,2233,144,365,2247,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284])). % 129.81/129.52 cnf(9895,plain, % 129.81/129.52 (E(f30(f30(f12(a1),f3(a1)),x98951),x98951)), % 129.81/129.52 inference(rename_variables,[],[369])). % 129.81/129.52 cnf(9901,plain, % 129.81/129.52 (E(f17(f25(a38,f30(f30(f12(a38),f3(a38)),f30(f30(f22(a38),f17(a27)),f18(a39,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14))))),f3(a38))),f17(a27))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,7396,3275,7525,8227,9225,9228,9610,9812,9815,2775,369,9417,2332,9235,7334,8205,2715,8239,2496,7959,4127,8064,8229,8857,8822,8617,2022,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,235,4727,492,446,3631,158,316,6121,6027,399,475,539,531,493,156,366,9160,2087,154,159,2233,144,365,2247,231,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719])). % 129.81/129.52 cnf(9902,plain, % 129.81/129.52 (E(x99021,f25(a38,f30(f30(f12(a38),f3(a38)),x99021),f3(a38)))), % 129.81/129.52 inference(rename_variables,[],[2332])). % 129.81/129.52 cnf(9925,plain, % 129.81/129.52 (E(f30(f30(f23(x99251,x99252,x99253),x99254),f2(a39)),x99252)), % 129.81/129.52 inference(rename_variables,[],[414])). % 129.81/129.52 cnf(9930,plain, % 129.81/129.52 (~E(f13(a39,x99301,f13(a39,f13(a39,x99302,x99303),f3(a39))),x99303)), % 129.81/129.52 inference(rename_variables,[],[8227])). % 129.81/129.52 cnf(9936,plain, % 129.81/129.52 (~E(f13(a39,f3(a39),f3(a39)),f13(a39,f2(a39),f3(a39)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,7396,3275,7525,8227,9225,9228,9610,9812,9815,9819,2775,369,9417,2332,9235,7334,8205,2715,8239,2496,7959,4127,8064,8229,8857,8822,8617,2022,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,235,4727,492,446,3631,158,316,6121,6027,399,475,539,531,493,156,366,9160,2087,154,159,2233,144,365,2247,231,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919])). % 129.81/129.52 cnf(9943,plain, % 129.81/129.52 (~P6(a1,f11(a1,f11(a1,a14,a15),a15),f2(a1))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,7396,3275,7525,8227,9225,9228,9610,9812,9815,9819,2775,369,9417,2332,9235,7334,9715,8205,2715,8239,2496,7959,4127,8064,8229,8857,8822,8617,2022,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,235,4727,492,446,3631,158,316,6121,6027,399,475,539,531,493,156,366,9160,2087,154,159,2233,144,365,185,2247,231,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107])). % 129.81/129.52 cnf(9945,plain, % 129.81/129.52 (~E(f30(f30(f22(a1),a15),x99451),f2(a1))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,7396,3275,7525,8227,9225,9228,9610,9812,9815,9819,2775,369,9417,2332,9235,7334,9715,8205,2715,8239,2496,7959,4127,8064,8229,8857,8822,8617,2022,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,235,4727,492,446,3631,158,316,6121,6027,399,475,539,531,493,156,366,9160,2087,154,159,2233,144,365,185,2247,231,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727])). % 129.81/129.52 cnf(9947,plain, % 129.81/129.52 (P7(a1,f13(a1,f13(a1,a15,a15),f13(a1,a15,a15)),f2(a1))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,7396,3275,7525,8227,9225,9228,9610,9812,9815,9819,2775,369,9417,2332,9235,7334,9715,8205,2715,8239,2496,7959,4127,8064,8229,8857,8822,8617,2022,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,235,4727,492,446,3631,158,316,6121,6027,399,475,539,531,221,493,156,366,9160,2087,154,159,2233,144,365,185,2247,231,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048])). % 129.81/129.52 cnf(9954,plain, % 129.81/129.52 (~E(f11(a39,f13(a39,f13(a39,x99541,f3(a39)),x99542),x99542),x99541)), % 129.81/129.52 inference(rename_variables,[],[8102])). % 129.81/129.52 cnf(9955,plain, % 129.81/129.52 (~E(f11(a39,f13(a39,f13(a39,f13(a39,x99551,x99552),f3(a39)),x99553),x99552),x99551)), % 129.81/129.52 inference(rename_variables,[],[7249])). % 129.81/129.52 cnf(9960,plain, % 129.81/129.52 (~E(f13(a39,x99601,f13(a39,f13(a39,x99602,x99603),f3(a39))),x99603)), % 129.81/129.52 inference(rename_variables,[],[8227])). % 129.81/129.52 cnf(9961,plain, % 129.81/129.52 (~E(f13(a39,f13(a39,f13(a39,f13(a39,x99611,f3(a39)),f3(a39)),x99612),x99613),f2(a39))), % 129.81/129.52 inference(rename_variables,[],[8173])). % 129.81/129.52 cnf(9965,plain, % 129.81/129.52 (~E(f30(f30(f12(a39),f3(a39)),f3(a39)),f2(a39))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,7396,3275,7525,8227,9225,9228,9610,9812,9815,9819,9930,2775,369,9417,2332,9235,7334,9715,8205,2715,8239,2496,7959,8102,4127,8064,8173,8229,8857,8822,8617,2022,7249,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,235,4727,492,446,3631,158,316,6121,6027,399,475,539,531,221,493,156,366,9160,2087,154,159,2233,144,365,185,2247,231,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677])). % 129.81/129.52 cnf(9975,plain, % 129.81/129.52 (P7(a39,f2(a39),f30(f30(f12(a39),f3(a39)),f3(a39)))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,7396,3275,7525,8227,9225,9228,9610,9812,9815,9819,9930,2775,369,9417,2332,9235,7334,9715,8205,2715,8239,2496,7959,8102,4127,8064,8173,8229,8857,8822,8617,2022,7249,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,235,4727,492,446,3631,158,316,6121,6027,399,475,539,531,221,493,156,366,9160,2087,154,159,2233,144,365,185,2247,231,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106])). % 129.81/129.52 cnf(9979,plain, % 129.81/129.52 (~E(f11(a38,a14,a15),f2(a38))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,7396,3275,7525,8227,9225,9228,9610,9812,9815,9819,9930,2775,369,9417,2332,9235,7334,9715,8205,2715,8239,2496,7959,8102,4127,8064,8173,8229,8857,8822,8617,2022,7249,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,475,539,531,221,493,156,366,9160,2087,154,159,2233,144,365,185,2247,231,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729])). % 129.81/129.52 cnf(9992,plain, % 129.81/129.52 (~E(f13(a39,x99921,f13(a39,f13(a39,x99922,x99923),f3(a39))),x99923)), % 129.81/129.52 inference(rename_variables,[],[8227])). % 129.81/129.52 cnf(9995,plain, % 129.81/129.52 (~E(f13(a39,x99951,f13(a39,f13(a39,x99952,x99953),f3(a39))),x99953)), % 129.81/129.52 inference(rename_variables,[],[8227])). % 129.81/129.52 cnf(9996,plain, % 129.81/129.52 (~E(f13(a39,f13(a39,f13(a39,f13(a39,x99961,f3(a39)),f3(a39)),x99962),x99963),f2(a39))), % 129.81/129.52 inference(rename_variables,[],[8173])). % 129.81/129.52 cnf(9998,plain, % 129.81/129.52 (~E(f13(a16,x99981,a14),f13(a16,x99981,a15))), % 129.81/129.52 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,7396,3275,7525,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,2775,369,9417,2332,9235,7334,9715,8205,2715,8239,2496,7959,8102,9954,4127,8064,8173,9961,8229,8857,8822,8617,2022,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,475,539,531,221,493,156,366,9160,2087,154,159,2233,144,365,185,2247,231,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902])). % 129.81/129.52 cnf(10001,plain, % 129.81/129.52 (~P7(a1,f11(a1,x100011,f11(a1,x100012,x100012)),x100011)), % 129.81/129.52 inference(rename_variables,[],[8622])). % 129.81/129.52 cnf(10004,plain, % 129.81/129.52 (~E(f13(a39,x100041,f13(a39,f13(a39,x100042,x100043),f3(a39))),x100043)), % 129.81/129.52 inference(rename_variables,[],[8227])). % 129.81/129.52 cnf(10011,plain, % 129.81/129.52 (E(f30(f30(f23(x100111,x100112,x100113),x100114),f2(a39)),x100112)), % 129.81/129.52 inference(rename_variables,[],[414])). % 129.81/129.52 cnf(10013,plain, % 129.81/129.52 (E(f13(a1,a14,a14),f2(a1))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,8062,8361,8919,4519,5137,6812,3597,8622,9168,9313,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,2775,369,9417,2332,9235,7334,9715,8205,2715,8239,2496,7959,8102,9954,4127,8064,8173,9961,8229,8857,8822,8617,2022,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,475,539,531,221,493,156,366,9160,2087,154,159,2233,144,365,185,2247,231,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659])). % 129.81/129.53 cnf(10026,plain, % 129.81/129.53 (P7(a38,f11(a38,f2(a38),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38)))),f2(a38))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,2775,369,9417,2332,9235,7334,9715,8205,2715,8239,2496,7959,8102,9954,4127,8064,8173,9961,8229,8857,8822,8617,2022,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,2087,154,159,2233,144,365,243,185,2247,231,174,220,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034])). % 129.81/129.53 cnf(10032,plain, % 129.81/129.53 (~P6(a39,f13(a39,x100321,f13(a39,f13(a39,x100322,f13(a39,f2(a39),f3(a39))),f3(a39))),f13(a39,f2(a39),f3(a39)))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,2775,369,9417,2332,9235,7334,9715,8205,2715,8239,2496,7959,8102,9954,4127,8064,8173,9961,8229,8857,8822,8617,2022,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,278,284,309,310,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,2087,154,159,2233,144,365,243,185,2247,231,174,220,250,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215])). % 129.81/129.53 cnf(10033,plain, % 129.81/129.53 (~E(f13(a39,x100331,f13(a39,f13(a39,x100332,x100333),f3(a39))),x100333)), % 129.81/129.53 inference(rename_variables,[],[8227])). % 129.81/129.53 cnf(10039,plain, % 129.81/129.53 (P6(a1,f2(a1),f9(a1,x100391))), % 129.81/129.53 inference(rename_variables,[],[2222])). % 129.81/129.53 cnf(10044,plain, % 129.81/129.53 (~P7(a39,f18(a1,f13(a39,f13(a39,f13(a39,x100441,x100442),x100443),f3(a39))),x100441)), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,2775,369,9417,2332,9235,7334,9715,8205,8086,2715,8239,2496,7959,8102,9954,4127,8064,8173,9961,8229,8857,8822,449,8617,2022,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,7109,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,2087,154,232,159,2233,144,365,243,242,185,2247,231,174,220,250,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897])). % 129.81/129.53 cnf(10049,plain, % 129.81/129.53 (~E(f13(a39,x100491,f13(a39,f13(a39,x100492,x100493),f3(a39))),x100493)), % 129.81/129.53 inference(rename_variables,[],[8227])). % 129.81/129.53 cnf(10050,plain, % 129.81/129.53 (~E(f13(a39,f13(a39,f13(a39,f13(a39,x100501,f3(a39)),f3(a39)),x100502),x100503),f2(a39))), % 129.81/129.53 inference(rename_variables,[],[8173])). % 129.81/129.53 cnf(10052,plain, % 129.81/129.53 (P7(a1,f13(a1,a15,a15),a15)), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,279,283,285,287,305,311,313,315,317,319,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,2775,369,9417,2332,9235,7334,9715,8205,8086,2715,8239,2496,7959,8102,9954,4127,8064,8721,8173,9961,9996,8229,8857,8822,449,8617,2022,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,535,7109,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,2087,154,232,159,2233,144,365,243,242,185,2247,231,174,178,220,250,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795])). % 129.81/129.53 cnf(10071,plain, % 129.81/129.53 (E(f13(a1,x100711,x100712),f13(a1,x100712,x100711))), % 129.81/129.53 inference(rename_variables,[],[391])). % 129.81/129.53 cnf(10075,plain, % 129.81/129.53 (P7(a1,f13(a1,x100751,a15),f13(a1,x100751,f11(a1,f11(a1,a14,a15),a14)))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,2775,369,9417,9895,2332,9235,7334,9715,8205,8086,2715,8239,2496,7959,8102,9954,4127,8064,9848,8721,8173,9961,9996,8229,8857,8822,449,8617,2022,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,2087,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,220,250,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165])). % 129.81/129.53 cnf(10082,plain, % 129.81/129.53 (P34(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x100821),f13(a39,f30(f30(f12(a39),f2(a39)),x100821),a1)))), % 129.81/129.53 inference(rename_variables,[],[8603])). % 129.81/129.53 cnf(10084,plain, % 129.81/129.53 (P6(a1,x100841,f13(a1,f30(f30(f12(a1),f11(a1,x100842,x100842)),x100843),x100841))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,2775,369,9417,9895,2332,9235,7334,9715,8205,8086,2715,8239,2496,7959,8102,9954,4127,8064,9848,8721,8173,9961,9996,8229,8857,8822,449,8603,8617,2022,8473,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,2087,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,220,250,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695])). % 129.81/129.53 cnf(10085,plain, % 129.81/129.53 (P6(a1,x100851,x100851)), % 129.81/129.53 inference(rename_variables,[],[366])). % 129.81/129.53 cnf(10091,plain, % 129.81/129.53 (~E(f13(a39,x100911,f13(a39,f13(a39,x100912,x100913),f3(a39))),x100913)), % 129.81/129.53 inference(rename_variables,[],[8227])). % 129.81/129.53 cnf(10093,plain, % 129.81/129.53 (P6(a1,f13(a1,f30(f30(f12(a1),f11(a1,x100931,x100931)),x100932),x100933),x100933)), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,2775,369,9417,9895,2332,9235,7334,9715,8205,8263,8086,2715,8239,2496,7959,8102,9954,4127,8064,9848,8721,8173,9961,9996,8229,8857,8822,449,8603,8617,2022,8473,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,220,250,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697])). % 129.81/129.53 cnf(10094,plain, % 129.81/129.53 (P6(a1,x100941,x100941)), % 129.81/129.53 inference(rename_variables,[],[366])). % 129.81/129.53 cnf(10104,plain, % 129.81/129.53 (P6(a39,x101041,f13(a39,f13(a39,f13(a39,x101041,f3(a39)),x101042),f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[8205])). % 129.81/129.53 cnf(10110,plain, % 129.81/129.53 (~P7(a39,x101101,f30(f30(f12(a39),f11(a39,x101102,x101102)),x101103))), % 129.81/129.53 inference(rename_variables,[],[8054])). % 129.81/129.53 cnf(10112,plain, % 129.81/129.53 (P6(f13(a1,f2(a1),a1),a14,f2(a1))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,8054,2775,369,9417,9895,2332,9235,7334,9715,8205,8263,8086,2715,8239,2496,7959,6852,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8857,8822,449,8603,8617,2022,8473,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,220,250,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622])). % 129.81/129.53 cnf(10114,plain, % 129.81/129.53 (~P7(a1,f11(a1,a14,a15),f2(a1))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,8054,2775,369,9417,9895,2332,9235,7334,9715,8205,8263,8086,2715,8239,2496,7959,6852,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8857,8822,449,8603,8617,2022,8473,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,220,250,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889])). % 129.81/129.53 cnf(10120,plain, % 129.81/129.53 (~P7(a1,f3(a1),a14)), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,8054,2775,369,9417,9895,2332,9235,7334,9715,8205,8263,8086,2715,8239,2496,7959,6852,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8857,8822,449,8603,8617,2022,8473,7249,9955,7084,6901,9127,9163,2421,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,220,250,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896])). % 129.81/129.53 cnf(10122,plain, % 129.81/129.53 (E(f13(a39,f30(f30(f12(a39),f2(a39)),x101221),f2(a39)),f13(a39,f30(f30(f12(a39),f13(a39,f2(a39),f2(a39))),x101221),f2(a39)))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,8054,2775,369,9417,9895,2332,9235,7334,9715,8205,8263,8086,2715,8239,2496,7959,6852,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8857,8822,8350,449,8603,8617,2022,8473,7249,9955,7084,6901,9127,9163,2421,2697,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,220,250,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682])). % 129.81/129.53 cnf(10123,plain, % 129.81/129.53 (P6(a39,f13(a39,x101231,f2(a39)),x101231)), % 129.81/129.53 inference(rename_variables,[],[2697])). % 129.81/129.53 cnf(10128,plain, % 129.81/129.53 (~P7(a39,f11(a39,f13(a39,f13(a39,f13(a39,x101281,x101282),x101283),f3(a39)),x101283),x101281)), % 129.81/129.53 inference(rename_variables,[],[7239])). % 129.81/129.53 cnf(10134,plain, % 129.81/129.53 (~E(x101341,f13(a39,f13(a39,x101341,f3(a39)),x101342))), % 129.81/129.53 inference(rename_variables,[],[8129])). % 129.81/129.53 cnf(10137,plain, % 129.81/129.53 (~P7(a1,f11(a1,x101371,f11(a1,x101372,x101372)),x101371)), % 129.81/129.53 inference(rename_variables,[],[8622])). % 129.81/129.53 cnf(10139,plain, % 129.81/129.53 (~P7(f13(a1,f2(a1),a1),a14,f2(a1))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,8054,2775,369,9417,9895,2332,9235,7334,9715,8205,7239,8263,8086,2715,8239,2496,7959,6852,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8857,8822,8350,449,8603,8617,2022,8473,7249,9955,7084,6901,9127,9163,2421,2697,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,4417,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,220,250,308,371,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718])). % 129.81/129.53 cnf(10153,plain, % 129.81/129.53 (P7(a38,f18(a38,a14),f3(a38))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,2169,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,8054,2775,369,9417,9895,2332,9235,7334,9715,8205,7239,8263,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8857,8822,8350,449,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,4417,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757])). % 129.81/129.53 cnf(10156,plain, % 129.81/129.53 (P6(a39,f13(a39,x101561,f2(a39)),x101561)), % 129.81/129.53 inference(rename_variables,[],[2697])). % 129.81/129.53 cnf(10160,plain, % 129.81/129.53 (P7(a38,f13(a38,x101601,f2(a38)),f13(a38,x101601,f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38)))))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,2169,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,8054,2775,369,9417,9895,2332,9235,7334,9715,8205,7239,8263,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8857,8822,8350,449,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,4417,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164])). % 129.81/129.53 cnf(10165,plain, % 129.81/129.53 (P6(a38,x101651,f30(f30(f12(a38),f25(a38,f13(a38,a27,x101651),f9(a38,f3(a38)))),f9(a38,f3(a38))))), % 129.81/129.53 inference(rename_variables,[],[8161])). % 129.81/129.53 cnf(10167,plain, % 129.81/129.53 (~P6(a1,f3(a1),a15)), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,3653,5185,350,415,1781,2169,414,9056,9238,9803,9839,9925,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,8054,2775,369,9417,9895,2332,9235,7334,9715,8205,7239,8263,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,8857,8822,8350,449,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,4417,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949])). % 129.81/129.53 cnf(10170,plain, % 129.81/129.53 (E(f30(f30(f23(x101701,x101702,x101703),x101704),f2(a39)),x101702)), % 129.81/129.53 inference(rename_variables,[],[414])). % 129.81/129.53 cnf(10175,plain, % 129.81/129.53 (P6(a39,x101751,f13(a1,f2(a1),f13(a39,x101751,x101752)))), % 129.81/129.53 inference(rename_variables,[],[2717])). % 129.81/129.53 cnf(10177,plain, % 129.81/129.53 (~P7(a39,f2(a39),f13(a39,f11(a39,x101771,x101771),f11(a39,x101771,x101771)))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,3653,5185,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,8054,2775,369,9417,9895,2332,9235,7334,9715,8205,7239,8263,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,8857,8822,8350,449,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,4417,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189])). % 129.81/129.53 cnf(10180,plain, % 129.81/129.53 (P6(a39,x101801,f13(a39,x101802,f13(a39,f13(a39,x101801,f3(a39)),f3(a39))))), % 129.81/129.53 inference(rename_variables,[],[6329])). % 129.81/129.53 cnf(10183,plain, % 129.81/129.53 (P6(a39,x101831,f13(a1,f2(a1),f13(a39,x101831,x101832)))), % 129.81/129.53 inference(rename_variables,[],[2717])). % 129.81/129.53 cnf(10196,plain, % 129.81/129.53 (E(f13(a1,x101961,x101962),f13(a1,x101962,x101961))), % 129.81/129.53 inference(rename_variables,[],[391])). % 129.81/129.53 cnf(10198,plain, % 129.81/129.53 (~E(f13(a39,f2(a39),f11(a39,x101981,x101981)),f13(a39,f2(a39),f3(a39)))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,8054,2775,369,9417,9895,2332,9235,7334,9715,8205,10104,7239,8263,6329,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,8857,8822,8350,449,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,184,235,4727,492,4417,5017,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076])). % 129.81/129.53 cnf(10206,plain, % 129.81/129.53 (E(f13(a1,x102061,f11(a1,x102062,x102062)),x102061)), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,8054,2775,369,9417,9895,2332,9235,7334,9715,8205,10104,7239,8263,6329,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,8857,8822,8350,449,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,492,4417,5017,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647])). % 129.81/129.53 cnf(10209,plain, % 129.81/129.53 (E(f13(a39,x102091,f13(a39,x102092,x102093)),f13(a39,x102092,f13(a39,x102091,x102093)))), % 129.81/129.53 inference(rename_variables,[],[421])). % 129.81/129.53 cnf(10213,plain, % 129.81/129.53 (~P7(a39,x102131,f30(f30(f12(a39),f11(a39,x102132,x102132)),x102133))), % 129.81/129.53 inference(rename_variables,[],[8054])). % 129.81/129.53 cnf(10214,plain, % 129.81/129.53 (~E(f13(a39,x102141,f13(a39,f13(a39,x102142,x102143),f3(a39))),x102143)), % 129.81/129.53 inference(rename_variables,[],[8227])). % 129.81/129.53 cnf(10219,plain, % 129.81/129.53 (E(f11(a39,x102191,x102191),f11(a39,f3(a39),f3(a39)))), % 129.81/129.53 inference(scs_inference,[],[2030,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,421,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,8857,8822,8350,449,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794])). % 129.81/129.53 cnf(10223,plain, % 129.81/129.53 (E(f30(f30(f23(x102231,x102232,x102233),x102234),f2(a39)),x102232)), % 129.81/129.53 inference(rename_variables,[],[414])). % 129.81/129.53 cnf(10225,plain, % 129.81/129.53 (P6(a39,x102251,f30(f30(f12(a39),x102251),x102251))), % 129.81/129.53 inference(rename_variables,[],[396])). % 129.81/129.53 cnf(10226,plain, % 129.81/129.53 (P6(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x102261),x102262)), % 129.81/129.53 inference(rename_variables,[],[8075])). % 129.81/129.53 cnf(10228,plain, % 129.81/129.53 (P67(f25(a38,f30(f30(f12(a38),f3(a38)),a39),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,223,226,233,237,240,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,8857,8075,8822,8350,449,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102])). % 129.81/129.53 cnf(10229,plain, % 129.81/129.53 (E(x102291,f25(a38,f30(f30(f12(a38),f3(a38)),x102291),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10231,plain, % 129.81/129.53 (E(x102311,f25(a38,f30(f30(f12(a38),f3(a38)),x102311),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10232,plain, % 129.81/129.53 (P52(f25(a38,f30(f30(f12(a38),f3(a38)),a39),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,192,197,201,223,226,233,237,240,253,263,277,279,283,285,287,305,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,8857,8075,8822,8350,449,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79])). % 129.81/129.53 cnf(10233,plain, % 129.81/129.53 (E(x102331,f25(a38,f30(f30(f12(a38),f3(a38)),x102331),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10235,plain, % 129.81/129.53 (E(x102351,f25(a38,f30(f30(f12(a38),f3(a38)),x102351),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10237,plain, % 129.81/129.53 (E(x102371,f25(a38,f30(f30(f12(a38),f3(a38)),x102371),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10239,plain, % 129.81/129.53 (E(x102391,f25(a38,f30(f30(f12(a38),f3(a38)),x102391),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10241,plain, % 129.81/129.53 (E(f13(a39,x102411,f13(a39,x102412,x102413)),f13(a39,x102412,f13(a39,x102411,x102413)))), % 129.81/129.53 inference(rename_variables,[],[421])). % 129.81/129.53 cnf(10243,plain, % 129.81/129.53 (E(x102431,f25(a38,f30(f30(f12(a38),f3(a38)),x102431),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10244,plain, % 129.81/129.53 (P38(f25(a38,f30(f30(f12(a38),f3(a38)),a16),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,187,192,197,201,223,226,233,237,240,253,263,269,277,279,283,285,287,305,307,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,8857,8075,8822,8350,449,8500,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91])). % 129.81/129.53 cnf(10245,plain, % 129.81/129.53 (E(x102451,f25(a38,f30(f30(f12(a38),f3(a38)),x102451),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10247,plain, % 129.81/129.53 (E(f13(a39,x102471,f13(a39,x102472,x102473)),f13(a39,x102472,f13(a39,x102471,x102473)))), % 129.81/129.53 inference(rename_variables,[],[421])). % 129.81/129.53 cnf(10249,plain, % 129.81/129.53 (E(f13(a39,x102491,f13(a39,x102492,x102493)),f13(a39,x102492,f13(a39,x102491,x102493)))), % 129.81/129.53 inference(rename_variables,[],[421])). % 129.81/129.53 cnf(10251,plain, % 129.81/129.53 (E(x102511,f25(a38,f30(f30(f12(a38),f3(a38)),x102511),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10252,plain, % 129.81/129.53 (P35(f25(a38,f30(f30(f12(a38),f3(a38)),a39),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,187,192,197,201,223,226,233,237,240,253,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,330,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,8857,8075,8822,8350,449,8500,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101])). % 129.81/129.53 cnf(10253,plain, % 129.81/129.53 (E(x102531,f25(a38,f30(f30(f12(a38),f3(a38)),x102531),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10255,plain, % 129.81/129.53 (E(x102551,f25(a38,f30(f30(f12(a38),f3(a38)),x102551),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10256,plain, % 129.81/129.53 (P58(f25(a38,f30(f30(f12(a38),f3(a38)),a1),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,187,192,197,201,223,226,233,237,240,253,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,8857,8075,8822,8350,449,8500,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132])). % 129.81/129.53 cnf(10257,plain, % 129.81/129.53 (E(x102571,f25(a38,f30(f30(f12(a38),f3(a38)),x102571),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10259,plain, % 129.81/129.53 (E(x102591,f25(a38,f30(f30(f12(a38),f3(a38)),x102591),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10260,plain, % 129.81/129.53 (P12(f25(a38,f30(f30(f12(a38),f3(a38)),a39),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,187,192,197,201,223,226,233,237,240,253,257,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,8857,8075,8822,8350,449,8500,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129])). % 129.81/129.53 cnf(10261,plain, % 129.81/129.53 (E(x102611,f25(a38,f30(f30(f12(a38),f3(a38)),x102611),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10262,plain, % 129.81/129.53 (P16(f25(a38,f30(f30(f12(a38),f3(a38)),a39),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,187,192,197,201,213,223,226,233,237,240,253,257,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,8857,8075,8822,8350,449,8500,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117])). % 129.81/129.53 cnf(10263,plain, % 129.81/129.53 (E(x102631,f25(a38,f30(f30(f12(a38),f3(a38)),x102631),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10265,plain, % 129.81/129.53 (~P7(a37,x102651,x102651)), % 129.81/129.53 inference(rename_variables,[],[1922])). % 129.81/129.53 cnf(10266,plain, % 129.81/129.53 (P66(f25(a38,f30(f30(f12(a38),f3(a38)),a1),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,187,192,197,201,213,223,226,233,237,240,253,257,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,8857,8075,8822,8350,449,8500,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121])). % 129.81/129.53 cnf(10267,plain, % 129.81/129.53 (E(x102671,f25(a38,f30(f30(f12(a38),f3(a38)),x102671),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10269,plain, % 129.81/129.53 (E(x102691,f25(a38,f30(f30(f12(a38),f3(a38)),x102691),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10271,plain, % 129.81/129.53 (E(f13(a39,x102711,f13(a39,x102712,x102713)),f13(a39,x102712,f13(a39,x102711,x102713)))), % 129.81/129.53 inference(rename_variables,[],[421])). % 129.81/129.53 cnf(10273,plain, % 129.81/129.53 (E(x102731,f25(a38,f30(f30(f12(a38),f3(a38)),x102731),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10274,plain, % 129.81/129.53 (P41(f25(a38,f30(f30(f12(a38),f3(a38)),a16),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,187,192,197,201,213,223,226,233,237,240,253,257,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,8857,8075,8822,8350,449,8500,8522,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86])). % 129.81/129.53 cnf(10275,plain, % 129.81/129.53 (E(x102751,f25(a38,f30(f30(f12(a38),f3(a38)),x102751),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10277,plain, % 129.81/129.53 (E(f13(a39,x102771,f13(a39,x102772,x102773)),f13(a39,x102772,f13(a39,x102771,x102773)))), % 129.81/129.53 inference(rename_variables,[],[421])). % 129.81/129.53 cnf(10278,plain, % 129.81/129.53 (P69(f25(a38,f30(f30(f12(a38),f3(a38)),a39),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,187,192,197,201,209,213,223,226,233,237,240,253,257,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7652,8857,8075,8822,8350,449,8500,8522,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131])). % 129.81/129.53 cnf(10279,plain, % 129.81/129.53 (E(x102791,f25(a38,f30(f30(f12(a38),f3(a38)),x102791),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10281,plain, % 129.81/129.53 (E(f13(a39,x102811,f13(a39,x102812,x102813)),f13(a39,x102812,f13(a39,x102811,x102813)))), % 129.81/129.53 inference(rename_variables,[],[421])). % 129.81/129.53 cnf(10282,plain, % 129.81/129.53 (P19(f25(a38,f30(f30(f12(a38),f3(a38)),a1),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,187,192,197,201,209,213,223,226,233,237,240,253,257,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70])). % 129.81/129.53 cnf(10283,plain, % 129.81/129.53 (E(x102831,f25(a38,f30(f30(f12(a38),f3(a38)),x102831),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10284,plain, % 129.81/129.53 (P37(f25(a38,f30(f30(f12(a38),f3(a38)),a16),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,172,175,181,182,187,192,197,201,209,213,223,226,233,237,240,253,257,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73])). % 129.81/129.53 cnf(10285,plain, % 129.81/129.53 (E(x102851,f25(a38,f30(f30(f12(a38),f3(a38)),x102851),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10287,plain, % 129.81/129.53 (E(f13(a39,x102871,f13(a39,x102872,x102873)),f13(a39,x102872,f13(a39,x102871,x102873)))), % 129.81/129.53 inference(rename_variables,[],[421])). % 129.81/129.53 cnf(10288,plain, % 129.81/129.53 (P2(f25(a38,f30(f30(f12(a38),f3(a38)),a39),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,171,172,175,181,182,187,192,197,201,209,213,223,226,233,237,240,253,257,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99])). % 129.81/129.53 cnf(10289,plain, % 129.81/129.53 (E(x102891,f25(a38,f30(f30(f12(a38),f3(a38)),x102891),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10291,plain, % 129.81/129.53 (E(f13(a39,x102911,f13(a39,x102912,x102913)),f13(a39,x102912,f13(a39,x102911,x102913)))), % 129.81/129.53 inference(rename_variables,[],[421])). % 129.81/129.53 cnf(10292,plain, % 129.81/129.53 (~P6(a39,f3(a39),f18(a39,a14))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,171,172,175,181,182,187,192,197,201,209,213,223,226,233,237,240,253,257,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67])). % 129.81/129.53 cnf(10296,plain, % 129.81/129.53 (E(x102961,f25(a38,f30(f30(f12(a38),f3(a38)),x102961),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10297,plain, % 129.81/129.53 (P13(f25(a38,f30(f30(f12(a38),f3(a38)),a16),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,165,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,269,277,279,283,285,287,294,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2265,3912,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112])). % 129.81/129.53 cnf(10298,plain, % 129.81/129.53 (E(x102981,f25(a38,f30(f30(f12(a38),f3(a38)),x102981),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10300,plain, % 129.81/129.53 (E(x103001,f25(a38,f30(f30(f12(a38),f3(a38)),x103001),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10302,plain, % 129.81/129.53 (E(x103021,f25(a38,f30(f30(f12(a38),f3(a38)),x103021),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10304,plain, % 129.81/129.53 (E(x103041,f25(a38,f30(f30(f12(a38),f3(a38)),x103041),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10307,plain, % 129.81/129.53 (E(x103071,f25(a38,f30(f30(f12(a38),f3(a38)),x103071),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10309,plain, % 129.81/129.53 (E(x103091,f25(a38,f30(f30(f12(a38),f3(a38)),x103091),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10310,plain, % 129.81/129.53 (P50(f25(a38,f30(f30(f12(a38),f3(a38)),a1),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,269,277,279,283,285,287,294,299,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133])). % 129.81/129.53 cnf(10311,plain, % 129.81/129.53 (E(x103111,f25(a38,f30(f30(f12(a38),f3(a38)),x103111),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10313,plain, % 129.81/129.53 (E(x103131,f25(a38,f30(f30(f12(a38),f3(a38)),x103131),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10315,plain, % 129.81/129.53 (E(x103151,f25(a38,f30(f30(f12(a38),f3(a38)),x103151),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10316,plain, % 129.81/129.53 (P32(f25(a38,f30(f30(f12(a38),f3(a38)),f13(a39,a38,f11(a39,a38,a38))),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,283,285,287,294,299,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87])). % 129.81/129.53 cnf(10317,plain, % 129.81/129.53 (E(x103171,f25(a38,f30(f30(f12(a38),f3(a38)),x103171),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10319,plain, % 129.81/129.53 (E(x103191,f25(a38,f30(f30(f12(a38),f3(a38)),x103191),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10320,plain, % 129.81/129.53 (P29(f25(a38,f30(f30(f12(a38),f3(a38)),a16),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82])). % 129.81/129.53 cnf(10321,plain, % 129.81/129.53 (E(x103211,f25(a38,f30(f30(f12(a38),f3(a38)),x103211),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10322,plain, % 129.81/129.53 (P39(f25(a38,f30(f30(f12(a38),f3(a38)),a16),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94])). % 129.81/129.53 cnf(10323,plain, % 129.81/129.53 (E(x103231,f25(a38,f30(f30(f12(a38),f3(a38)),x103231),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10324,plain, % 129.81/129.53 (P68(f25(a38,f30(f30(f12(a38),f3(a38)),a16),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88])). % 129.81/129.53 cnf(10325,plain, % 129.81/129.53 (E(x103251,f25(a38,f30(f30(f12(a38),f3(a38)),x103251),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10327,plain, % 129.81/129.53 (E(x103271,f25(a38,f30(f30(f12(a38),f3(a38)),x103271),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10329,plain, % 129.81/129.53 (E(x103291,f25(a38,f30(f30(f12(a38),f3(a38)),x103291),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10331,plain, % 129.81/129.53 (E(x103311,f25(a38,f30(f30(f12(a38),f3(a38)),x103311),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10332,plain, % 129.81/129.53 (P45(f25(a38,f30(f30(f12(a38),f3(a38)),a16),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,302,305,307,311,313,315,317,319,323,330,332,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93])). % 129.81/129.53 cnf(10333,plain, % 129.81/129.53 (E(x103331,f25(a38,f30(f30(f12(a38),f3(a38)),x103331),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10337,plain, % 129.81/129.53 (~E(a38,a39)), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,302,305,307,311,313,315,317,319,323,330,332,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107])). % 129.81/129.53 cnf(10338,plain, % 129.81/129.53 (P42(f25(a38,f30(f30(f12(a38),f3(a38)),a16),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,302,305,307,311,313,315,317,319,323,330,332,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97])). % 129.81/129.53 cnf(10339,plain, % 129.81/129.53 (E(x103391,f25(a38,f30(f30(f12(a38),f3(a38)),x103391),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10340,plain, % 129.81/129.53 (P5(f25(a38,f30(f30(f12(a38),f3(a38)),a16),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,302,305,307,311,313,315,317,319,323,330,332,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108])). % 129.81/129.53 cnf(10341,plain, % 129.81/129.53 (E(x103411,f25(a38,f30(f30(f12(a38),f3(a38)),x103411),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10342,plain, % 129.81/129.53 (P4(f25(a38,f30(f30(f12(a38),f3(a38)),a16),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,302,305,307,311,313,315,317,319,323,330,332,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75])). % 129.81/129.53 cnf(10343,plain, % 129.81/129.53 (E(x103431,f25(a38,f30(f30(f12(a38),f3(a38)),x103431),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10344,plain, % 129.81/129.53 (P34(f13(a1,a1,f2(a1)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,302,305,307,311,313,315,317,319,323,330,332,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81])). % 129.81/129.53 cnf(10345,plain, % 129.81/129.53 (E(f13(a1,x103451,x103452),f13(a1,x103452,x103451))), % 129.81/129.53 inference(rename_variables,[],[391])). % 129.81/129.53 cnf(10347,plain, % 129.81/129.53 (E(x103471,f25(a38,f30(f30(f12(a38),f3(a38)),x103471),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10349,plain, % 129.81/129.53 (E(f30(f30(f23(x103491,x103492,x103493),x103494),f2(a39)),x103492)), % 129.81/129.53 inference(rename_variables,[],[414])). % 129.81/129.53 cnf(10351,plain, % 129.81/129.53 (E(x103511,f25(a38,f30(f30(f12(a38),f3(a38)),x103511),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10352,plain, % 129.81/129.53 (P28(f25(a38,f30(f30(f12(a38),f3(a38)),a39),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,302,305,307,311,313,315,317,319,323,330,332,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,8857,8075,8822,8350,449,8500,8522,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78])). % 129.81/129.53 cnf(10353,plain, % 129.81/129.53 (E(x103531,f25(a38,f30(f30(f12(a38),f3(a38)),x103531),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10355,plain, % 129.81/129.53 (E(f13(a39,x103551,f13(a39,x103552,x103553)),f13(a39,x103552,f13(a39,x103551,x103553)))), % 129.81/129.53 inference(rename_variables,[],[421])). % 129.81/129.53 cnf(10357,plain, % 129.81/129.53 (E(f13(a39,x103571,f13(a39,x103572,x103573)),f13(a39,x103572,f13(a39,x103571,x103573)))), % 129.81/129.53 inference(rename_variables,[],[421])). % 129.81/129.53 cnf(10358,plain, % 129.81/129.53 (P1(f25(a38,f30(f30(f12(a38),f3(a38)),a39),f3(a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,302,305,307,311,313,315,317,319,323,330,332,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,7696,8857,8075,8822,8350,449,8500,8522,8582,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60])). % 129.81/129.53 cnf(10359,plain, % 129.81/129.53 (E(x103591,f25(a38,f30(f30(f12(a38),f3(a38)),x103591),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10360,plain, % 129.81/129.53 (P31(f13(a1,a1,f2(a1)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,294,299,302,305,307,311,313,315,317,319,323,330,332,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,7696,8857,8075,8822,8350,449,8500,8522,8582,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,6802,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100])). % 129.81/129.53 cnf(10361,plain, % 129.81/129.53 (E(f13(a1,x103611,x103612),f13(a1,x103612,x103611))), % 129.81/129.53 inference(rename_variables,[],[391])). % 129.81/129.53 cnf(10365,plain, % 129.81/129.53 (E(x103651,f25(a38,f30(f30(f12(a38),f3(a38)),x103651),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10377,plain, % 129.81/129.53 (~E(f30(f30(f12(a1),a15),a15),f2(a1))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,305,307,311,313,315,317,319,323,330,332,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,3248,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8161,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,8822,8350,449,8500,8522,8582,484,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,6802,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,8027,9173,9190,2082,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,3631,158,316,6121,6027,399,9466,475,539,531,221,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736])). % 129.81/129.53 cnf(10390,plain, % 129.81/129.53 (P7(a39,x103901,f13(a39,f13(a39,x103901,x103902),f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[446])). % 129.81/129.53 cnf(10399,plain, % 129.81/129.53 (P6(a38,x103991,f30(f30(f12(a38),f25(a38,f13(a38,a27,x103991),f9(a38,f3(a38)))),f9(a38,f3(a38))))), % 129.81/129.53 inference(rename_variables,[],[8161])). % 129.81/129.53 cnf(10402,plain, % 129.81/129.53 (~P7(a38,f25(a38,f13(a38,f25(a38,f17(f2(a38)),f2(a38)),f25(a38,f17(f2(a38)),f2(a38))),x104021),f2(a38))), % 129.81/129.53 inference(rename_variables,[],[8695])). % 129.81/129.53 cnf(10405,plain, % 129.81/129.53 (~P7(a38,f25(a38,f13(a38,f25(a38,f17(f2(a38)),f2(a38)),f25(a38,f17(f2(a38)),f2(a38))),x104051),f2(a38))), % 129.81/129.53 inference(rename_variables,[],[8695])). % 129.81/129.53 cnf(10411,plain, % 129.81/129.53 (P7(a39,x104111,f13(a39,f13(a39,x104111,x104112),f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[446])). % 129.81/129.53 cnf(10421,plain, % 129.81/129.53 (P6(a38,f30(f30(f12(a38),f9(a38,f25(a38,a27,a27))),f2(a38)),f30(f30(f12(a38),f9(a38,f25(a38,a27,a27))),f17(a27)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,305,307,311,313,315,317,319,323,330,332,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,3248,7799,6812,4058,3597,8622,9168,9313,10001,6764,2717,9648,10175,3653,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,8822,8350,449,8500,8522,8582,484,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,6802,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,2362,386,2289,2282,2269,2253,2234,6667,8027,9173,9190,2082,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,4727,396,492,4417,5017,2586,446,9836,10390,3631,158,293,316,6121,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,325,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323])). % 129.81/129.53 cnf(10428,plain, % 129.81/129.53 (P6(a38,f25(a38,x104281,a27),f25(a38,f13(a38,a27,x104281),a27))), % 129.81/129.53 inference(rename_variables,[],[8638])). % 129.81/129.53 cnf(10447,plain, % 129.81/129.53 (~P7(a1,f11(a1,x104471,f11(a1,x104472,x104472)),x104471)), % 129.81/129.53 inference(rename_variables,[],[8622])). % 129.81/129.53 cnf(10454,plain, % 129.81/129.53 (P7(a39,x104541,f13(a39,f13(a39,x104541,x104542),f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[446])). % 129.81/129.53 cnf(10459,plain, % 129.81/129.53 (P7(a39,x104591,f13(a39,f13(a39,x104591,x104592),f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[446])). % 129.81/129.53 cnf(10462,plain, % 129.81/129.53 (~P7(a1,f11(a1,x104621,f11(a1,x104622,x104622)),x104621)), % 129.81/129.53 inference(rename_variables,[],[8622])). % 129.81/129.53 cnf(10463,plain, % 129.81/129.53 (~P7(a1,x104631,f11(a1,x104631,f11(a1,x104632,x104632)))), % 129.81/129.53 inference(rename_variables,[],[8027])). % 129.81/129.53 cnf(10466,plain, % 129.81/129.53 (~P7(a1,f11(a1,x104661,f11(a1,x104662,x104662)),x104661)), % 129.81/129.53 inference(rename_variables,[],[8622])). % 129.81/129.53 cnf(10473,plain, % 129.81/129.53 (P6(a1,f13(a1,f30(f30(f12(a1),a14),a14),f30(f30(f12(a1),a14),a14)),f2(a1))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,5137,3248,7799,6812,4058,3597,8622,9168,9313,10001,10137,10447,10462,6764,2717,9648,10175,8638,3653,7436,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,8822,8350,449,8500,8522,8582,484,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,5072,6802,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,298,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,3631,158,293,316,6121,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,325,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518])). % 129.81/129.53 cnf(10493,plain, % 129.81/129.53 (P6(a1,f2(a1),f18(a1,f11(a1,a14,a15)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,3390,5137,3248,7799,6812,4058,3597,8622,9168,9313,10001,10137,10447,10462,6764,2717,9648,10175,8638,3653,7436,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,8822,8350,449,8500,8522,8582,484,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,5072,6802,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,298,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,3631,158,293,316,6121,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,325,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222])). % 129.81/129.53 cnf(10498,plain, % 129.81/129.53 (P6(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x104981),x104982)), % 129.81/129.53 inference(rename_variables,[],[8075])). % 129.81/129.53 cnf(10499,plain, % 129.81/129.53 (P6(a39,x104991,f13(a1,f2(a1),f13(a39,x104991,x104992)))), % 129.81/129.53 inference(rename_variables,[],[2717])). % 129.81/129.53 cnf(10505,plain, % 129.81/129.53 (P7(a38,f2(a38),f25(a38,f25(a38,a27,a27),f25(a38,a27,a27)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,3390,5137,3248,7799,6812,4058,3597,8622,9168,9313,10001,10137,10447,10462,6764,2717,9648,10175,10183,8638,3653,7436,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,7334,9715,8205,10104,7239,8263,6329,10180,8086,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,8822,8350,449,8500,8522,8582,484,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,5072,6802,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,298,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,325,365,243,272,242,185,2247,231,174,178,241,220,250,308,371,296,314,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766])). % 129.81/129.53 cnf(10518,plain, % 129.81/129.53 (P7(a39,x105181,f13(a39,f13(a39,x105181,x105182),f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[446])). % 129.81/129.53 cnf(10521,plain, % 129.81/129.53 (P7(a39,x105211,f13(a39,f13(a39,x105211,x105212),f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[446])). % 129.81/129.53 cnf(10524,plain, % 129.81/129.53 (~P6(a38,f13(a38,f9(a38,a27),x105241),x105241)), % 129.81/129.53 inference(rename_variables,[],[8836])). % 129.81/129.53 cnf(10527,plain, % 129.81/129.53 (~P6(a38,f13(a38,f9(a38,a27),x105271),x105271)), % 129.81/129.53 inference(rename_variables,[],[8836])). % 129.81/129.53 cnf(10549,plain, % 129.81/129.53 (P6(a38,f25(a38,f17(a27),f11(a38,f2(a38),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38))))),f2(a38))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,8622,9168,9313,10001,10137,10447,10462,6764,2717,9648,10175,10183,8638,3653,7436,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,7334,9715,8205,10104,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,8822,8350,449,8500,8522,8582,484,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,5072,6802,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,2087,542,297,154,232,159,2233,144,325,365,243,272,242,185,2247,231,174,178,241,220,250,229,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209])). % 129.81/129.53 cnf(10559,plain, % 129.81/129.53 (P7(a38,f2(a38),f25(a38,f13(a38,a27,f2(a38)),a27))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,8622,9168,9313,10001,10137,10447,10462,6764,2717,9648,10175,10183,8638,3653,7436,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,7334,9715,8205,10104,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,8822,8350,449,8500,8522,8582,484,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,5072,6802,6030,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,174,178,241,220,250,229,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760])). % 129.81/129.53 cnf(10563,plain, % 129.81/129.53 (P7(a1,f13(a1,f2(a1),a15),f2(a1))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,8622,9168,9313,10001,10137,10447,10462,6764,2717,9648,10175,10183,8638,3653,7436,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,7334,9715,8205,10104,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,8822,8350,449,8500,8522,8582,484,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,5072,6802,6030,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,2228,3188,4010,2359,535,7109,9512,2852,355,161,184,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,10094,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,174,178,241,220,250,229,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204])). % 129.81/129.53 cnf(10564,plain, % 129.81/129.53 (P6(a1,x105641,x105641)), % 129.81/129.53 inference(rename_variables,[],[366])). % 129.81/129.53 cnf(10577,plain, % 129.81/129.53 (E(x105771,f25(a38,f30(f30(f12(a38),f3(a38)),x105771),f3(a38)))), % 129.81/129.53 inference(rename_variables,[],[2332])). % 129.81/129.53 cnf(10583,plain, % 129.81/129.53 (P7(a38,f2(a38),f17(a27))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,8622,9168,9313,10001,10137,10447,10462,6764,2717,9648,10175,10183,8638,3653,7436,5185,427,350,415,1781,2169,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,8822,8350,8671,449,8500,8522,8582,484,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,5072,6802,6030,6901,9127,9163,2421,2697,10123,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,355,2755,161,184,204,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,10094,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,174,178,176,241,220,250,229,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933])). % 129.81/129.53 cnf(10587,plain, % 129.81/129.53 (P6(a39,x105871,f13(a1,f2(a1),f13(a39,x105871,x105872)))), % 129.81/129.53 inference(rename_variables,[],[2717])). % 129.81/129.53 cnf(10598,plain, % 129.81/129.53 (~P6(a38,f30(f30(f12(a38),f13(a38,f9(a38,a27),f25(a38,x105981,a27))),a27),x105981)), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,10527,8622,9168,9313,10001,10137,10447,10462,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,8822,8350,8671,449,8500,8522,8582,484,8048,8554,8593,8603,8617,2022,8473,7249,9955,6943,7084,5072,6802,6030,6901,9127,9163,2421,2697,10123,10156,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,355,2755,161,184,204,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,10094,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,174,178,176,241,220,250,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394])). % 129.81/129.53 cnf(10599,plain, % 129.81/129.53 (~P6(a38,f13(a38,f9(a38,a27),x105991),x105991)), % 129.81/129.53 inference(rename_variables,[],[8836])). % 129.81/129.53 cnf(10607,plain, % 129.81/129.53 (P7(a1,a14,f13(a1,f13(a1,f13(a1,f3(a1),a14),a14),f13(a1,f13(a1,f3(a1),a14),a14)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,10527,8622,9168,9313,10001,10137,10447,10462,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,8822,8350,8671,449,8500,8522,8582,484,8048,8554,8593,8603,8617,8690,2022,8473,7249,9955,6943,7084,5072,6802,6030,6901,9127,9163,2421,2697,10123,10156,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,355,2755,161,184,204,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,10094,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,174,178,176,241,220,250,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932])). % 129.81/129.53 cnf(10610,plain, % 129.81/129.53 (P6(f13(a39,f11(a39,a38,a38),a38),x106101,f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),x106101))))), % 129.81/129.53 inference(rename_variables,[],[4782])). % 129.81/129.53 cnf(10612,plain, % 129.81/129.53 (~P44(a39)), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,10527,8622,9168,9313,10001,10137,10447,10462,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,8054,10110,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,10050,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,8822,8350,8671,449,8500,8522,8582,4782,484,8048,8554,8593,8603,8617,8690,2022,8473,7249,9955,6943,7084,5072,6802,6030,6901,9127,9163,2421,2697,10123,10156,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,355,2755,161,184,204,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,10094,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,174,178,176,241,220,250,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850])). % 129.81/129.53 cnf(10613,plain, % 129.81/129.53 (~E(f13(a39,f13(a39,f13(a39,f13(a39,x106131,f3(a39)),f3(a39)),x106132),x106133),f2(a39))), % 129.81/129.53 inference(rename_variables,[],[8173])). % 129.81/129.53 cnf(10614,plain, % 129.81/129.53 (E(f30(f30(f23(x106141,x106142,x106143),x106144),f2(a39)),x106142)), % 129.81/129.53 inference(rename_variables,[],[414])). % 129.81/129.53 cnf(10621,plain, % 129.81/129.53 (P6(a38,f25(a38,f25(a38,f30(f30(f12(a38),f30(f30(f12(a38),x106211),a27)),a27),a27),a27),x106211)), % 129.81/129.53 inference(rename_variables,[],[2472])). % 129.81/129.53 cnf(10633,plain, % 129.81/129.53 (~P7(a1,f11(a1,x106331,f11(a1,x106332,x106332)),x106331)), % 129.81/129.53 inference(rename_variables,[],[8622])). % 129.81/129.53 cnf(10639,plain, % 129.81/129.53 (~E(f25(a38,f13(a39,x106391,f13(a39,f13(a39,x106392,f25(a38,f25(a38,a27,a27),f25(a38,a27,a27))),f3(a39))),f25(a38,f25(a38,a27,a27),f25(a38,a27,a27))),f3(a38))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,10527,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,8054,10110,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,10050,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,8822,8350,8671,449,8500,8522,8582,4782,484,8048,8554,8593,8603,8617,2472,8690,2022,8473,7249,9955,6943,7084,5072,6802,6030,6901,9127,9163,9792,2421,2697,10123,10156,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,355,2755,161,184,204,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,10094,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,328,174,178,176,228,241,220,250,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740])). % 129.81/129.53 cnf(10640,plain, % 129.81/129.53 (~E(f13(a39,x106401,f13(a39,f13(a39,x106402,x106403),f3(a39))),x106403)), % 129.81/129.53 inference(rename_variables,[],[8227])). % 129.81/129.53 cnf(10648,plain, % 129.81/129.53 (E(f30(f30(f23(x106481,x106482,x106483),x106484),f2(a39)),x106482)), % 129.81/129.53 inference(rename_variables,[],[414])). % 129.81/129.53 cnf(10650,plain, % 129.81/129.53 (P7(a1,a14,f13(a1,f13(a1,f3(a1),a14),a14))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,10527,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,8054,10110,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,10050,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,8822,8350,8671,449,8500,8522,8582,4782,484,8048,8554,8593,8603,8617,2472,8690,2022,8473,7249,9955,6622,6943,7802,7084,5072,6802,6030,6901,9127,9163,9792,2421,2697,10123,10156,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,5041,355,2755,161,184,204,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,10094,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,328,174,178,176,228,241,220,250,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429])). % 129.81/129.53 cnf(10653,plain, % 129.81/129.53 (E(f25(a38,f17(x106531),f17(x106532)),f17(f25(a38,x106531,x106532)))), % 129.81/129.53 inference(rename_variables,[],[409])). % 129.81/129.53 cnf(10657,plain, % 129.81/129.53 (E(f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x106571),f30(f30(f12(a39),f11(a39,x106572,x106572)),x106573))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,10527,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,409,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,8054,10110,10213,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,10050,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,8822,8350,8671,449,8500,8522,8582,4782,484,8048,8554,8593,8603,8617,2472,8690,2022,8473,7249,9955,6622,6337,6943,7802,7084,5072,6802,6030,6901,9127,9163,9792,2421,2697,10123,10156,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,5041,355,2755,161,184,204,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,10094,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,328,174,178,176,228,241,220,250,249,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823])). % 129.81/129.53 cnf(10658,plain, % 129.81/129.53 (~P7(a39,x106581,f30(f30(f12(a39),f11(a39,x106582,x106582)),x106583))), % 129.81/129.53 inference(rename_variables,[],[8054])). % 129.81/129.53 cnf(10659,plain, % 129.81/129.53 (P6(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x106591),x106592)), % 129.81/129.53 inference(rename_variables,[],[8075])). % 129.81/129.53 cnf(10668,plain, % 129.81/129.53 (~E(f13(a39,x106681,f13(a39,f13(a39,x106682,f25(a16,x106683,f10(f2(a16)))),f3(a39))),f2(a16))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,10527,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,409,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,8407,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,10050,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,8822,8350,8671,449,8500,8522,8582,4782,484,8048,8911,8554,8593,8603,10082,8617,2472,8690,2022,8473,7249,9955,6622,6337,6943,7802,7084,5072,6802,6030,6901,9127,9163,9792,2421,2697,10123,10156,5610,6413,476,2785,9281,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,5041,355,2755,161,184,204,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,10094,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,328,174,178,176,228,241,220,250,249,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670])). % 129.81/129.53 cnf(10669,plain, % 129.81/129.53 (~E(f13(a39,x106691,f13(a39,f13(a39,x106692,x106693),f3(a39))),x106693)), % 129.81/129.53 inference(rename_variables,[],[8227])). % 129.81/129.53 cnf(10671,plain, % 129.81/129.53 (P7(a38,f2(a38),f25(a38,a27,a27))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,6812,4058,3597,8836,10524,10527,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,409,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,8407,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,10050,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,8822,8350,8671,449,8500,8522,8582,4782,484,8048,8911,8554,8593,8603,10082,8617,2472,8690,2022,8473,7249,9955,6622,6337,6943,7802,7084,5072,6802,6030,6901,9127,9163,9792,2421,2697,10123,10156,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,5041,355,2755,161,184,204,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,10094,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,328,174,178,176,228,241,220,250,249,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240])). % 129.81/129.53 cnf(10679,plain, % 129.81/129.53 (~P4(a39)), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,4554,6812,4058,3597,8836,10524,10527,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,409,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,8407,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,8822,8350,8671,449,8500,8522,8582,4782,484,8048,8911,8554,8593,8603,10082,8617,2472,8690,2022,8473,7249,9955,6622,6337,6943,7802,7084,5072,6802,6030,6901,9127,9163,9792,2421,2697,10123,10156,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,5041,355,2755,161,184,204,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,493,156,366,9160,9300,10085,10094,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,328,174,178,176,228,241,220,250,249,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851])). % 129.81/129.53 cnf(10680,plain, % 129.81/129.53 (~E(f13(a39,f13(a39,f13(a39,f13(a39,x106801,f3(a39)),f3(a39)),x106802),x106803),f2(a39))), % 129.81/129.53 inference(rename_variables,[],[8173])). % 129.81/129.53 cnf(10681,plain, % 129.81/129.53 (E(f30(f30(f23(x106811,x106812,x106813),x106814),f2(a39)),x106812)), % 129.81/129.53 inference(rename_variables,[],[414])). % 129.81/129.53 cnf(10684,plain, % 129.81/129.53 (P6(a1,x106841,x106841)), % 129.81/129.53 inference(rename_variables,[],[366])). % 129.81/129.53 cnf(10688,plain, % 129.81/129.53 (P6(a38,f17(f2(a38)),f2(a38))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,4554,6812,4058,3597,8836,10524,10527,10599,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,409,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,7525,4427,8129,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,8407,2490,8102,9954,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,8822,8350,8671,449,8500,8522,8582,4782,484,8048,8911,8554,8593,8603,10082,8617,2472,8690,2022,8473,7249,9955,6622,6337,6943,7802,7084,5072,6802,6030,6901,9127,9163,9792,2421,2697,10123,10156,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,5041,355,2755,161,184,204,235,298,326,327,4727,396,492,4417,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,2522,493,156,366,9160,9300,10085,10094,10564,2087,542,297,154,232,159,230,2233,144,325,365,243,272,242,185,2247,231,328,174,178,176,228,241,220,250,249,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232])). % 129.81/129.53 cnf(10689,plain, % 129.81/129.53 (~P6(a38,f13(a38,f9(a38,a27),x106891),x106891)), % 129.81/129.53 inference(rename_variables,[],[8836])). % 129.81/129.53 cnf(10697,plain, % 129.81/129.53 (~E(x106971,f13(a39,f13(a39,x106971,f3(a39)),x106972))), % 129.81/129.53 inference(rename_variables,[],[8129])). % 129.81/129.53 cnf(10717,plain, % 129.81/129.53 (P6(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x107171),x107172)), % 129.81/129.53 inference(rename_variables,[],[8075])). % 129.81/129.53 cnf(10719,plain, % 129.81/129.53 (P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x107191),f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x107191)),f2(a39))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,4554,6812,4058,3597,8836,10524,10527,10599,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,4427,8129,10134,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,8263,6329,10180,8086,5655,8059,2715,8239,2496,7959,6852,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,8822,8350,8671,449,8500,8522,8582,4782,484,8048,8911,8554,8593,8603,10082,8617,2472,8690,2022,8473,7249,9955,6622,6337,6943,7802,7084,5072,6802,6030,6901,9127,9163,9792,2421,2697,10123,10156,2900,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6354,2852,1924,5041,355,2755,161,184,204,235,298,326,327,4727,396,492,3190,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,2522,493,156,366,9160,9300,10085,10094,10564,2087,542,297,154,232,159,230,2250,2233,144,325,365,243,272,242,185,2247,231,328,174,178,176,228,241,220,250,249,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202])). % 129.81/129.53 cnf(10720,plain, % 129.81/129.53 (P6(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x107201),x107202)), % 129.81/129.53 inference(rename_variables,[],[8075])). % 129.81/129.53 cnf(10754,plain, % 129.81/129.53 (~E(f13(a39,f13(a39,f25(a16,x107541,f10(f2(a16))),f3(a39)),x107542),f2(a16))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,3248,7799,4554,6812,4058,3597,8836,10524,10527,10599,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,8638,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,8822,8350,8671,449,8500,8522,8582,4782,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,8690,2022,8473,7249,9955,6622,6337,6943,7802,7084,5072,6802,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,355,2755,161,184,204,235,298,326,327,4727,396,492,3190,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,293,316,6121,6433,6027,399,9466,475,539,531,221,234,2522,493,156,366,9160,9300,10085,10094,10564,2087,2241,542,297,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671])). % 129.81/129.53 cnf(10778,plain, % 129.81/129.53 (P6(a38,x107781,f30(f30(f12(a38),f25(a38,f13(a38,a27,x107781),f9(a38,f3(a38)))),f9(a38,f3(a38))))), % 129.81/129.53 inference(rename_variables,[],[8161])). % 129.81/129.53 cnf(10790,plain, % 129.81/129.53 (~P7(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),x107901))),x107901)), % 129.81/129.53 inference(rename_variables,[],[5222])). % 129.81/129.53 cnf(10794,plain, % 129.81/129.53 (P6(f13(a39,f11(a39,a38,a38),a38),x107941,f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),x107941))))), % 129.81/129.53 inference(rename_variables,[],[4782])). % 129.81/129.53 cnf(10816,plain, % 129.81/129.53 (P6(a39,x108161,f30(f30(f12(a39),x108161),x108161))), % 129.81/129.53 inference(rename_variables,[],[396])). % 129.81/129.53 cnf(10818,plain, % 129.81/129.53 (P7(a39,f30(f30(f12(a39),f2(a39)),x108181),f3(a39))), % 129.81/129.53 inference(rename_variables,[],[7525])). % 129.81/129.53 cnf(10821,plain, % 129.81/129.53 (P6(a39,x108211,f30(f30(f12(a39),x108211),x108211))), % 129.81/129.53 inference(rename_variables,[],[396])). % 129.81/129.53 cnf(10822,plain, % 129.81/129.53 (P7(a39,f30(f30(f12(a39),f2(a39)),x108221),f3(a39))), % 129.81/129.53 inference(rename_variables,[],[7525])). % 129.81/129.53 cnf(10825,plain, % 129.81/129.53 (P6(a39,x108251,f30(f30(f12(a39),x108251),x108251))), % 129.81/129.53 inference(rename_variables,[],[396])). % 129.81/129.53 cnf(10827,plain, % 129.81/129.53 (P7(a39,f30(f30(f12(a39),f2(a39)),x108271),f3(a39))), % 129.81/129.53 inference(rename_variables,[],[7525])). % 129.81/129.53 cnf(10830,plain, % 129.81/129.53 (P6(a1,x108301,x108301)), % 129.81/129.53 inference(rename_variables,[],[366])). % 129.81/129.53 cnf(10832,plain, % 129.81/129.53 (~E(f30(f30(f22(a39),x108321),f18(a39,a14)),f2(a39))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,206,209,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,8822,8350,8671,449,8500,8522,8582,4782,10610,5222,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6802,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,4727,396,10225,10816,10821,492,3190,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,160,293,316,6121,6433,6027,399,9466,475,539,531,221,234,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,2045,2087,2241,542,297,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,125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% 129.81/129.53 cnf(10843,plain, % 129.81/129.53 (E(f13(a1,x108431,f2(a1)),x108431)), % 129.81/129.53 inference(rename_variables,[],[377])). % 129.81/129.53 cnf(10844,plain, % 129.81/129.53 (P6(a1,x108441,x108441)), % 129.81/129.53 inference(rename_variables,[],[366])). % 129.81/129.53 cnf(10852,plain, % 129.81/129.53 (P6(a39,f11(a39,f13(a39,x108521,f3(a39)),f13(a39,x108521,f3(a39))),x108521)), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,160,293,316,6121,6433,6027,399,9466,475,539,531,221,234,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576])). % 129.81/129.53 cnf(10854,plain, % 129.81/129.53 (P7(a38,f17(f18(a38,a14)),f3(a38))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,160,293,316,6121,6433,6027,399,9466,475,539,531,221,234,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831])). % 129.81/129.53 cnf(10858,plain, % 129.81/129.53 (P7(a38,f17(f11(a38,f2(a38),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38))))),f2(a38))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,8454,4519,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,160,293,316,6121,6433,6027,399,9466,475,539,531,221,234,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832])). % 129.81/129.53 cnf(10862,plain, % 129.81/129.53 (E(f30(f30(f12(a38),f25(a38,x108621,f13(a38,f3(a38),f9(a38,x108622)))),f13(a38,f3(a38),f9(a38,x108622))),x108621)), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,5381,8454,4519,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,160,293,316,6121,6433,6027,399,9466,475,539,531,221,234,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832,1826,1828])). % 129.81/129.53 cnf(10866,plain, % 129.81/129.53 (P6(a38,f2(a38),f9(a38,x108661))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,5381,8454,4519,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,160,293,316,6121,6433,6027,399,9466,475,539,531,221,234,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832,1826,1828,1386,1770])). % 129.81/129.53 cnf(10868,plain, % 129.81/129.53 (~P6(a38,f30(f30(f12(a38),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38)))),f3(a38)),f30(f30(f12(a38),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38)))),f18(a38,a14)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,5381,8454,4519,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,160,293,316,6121,6433,6027,399,9466,475,539,531,221,234,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832,1826,1828,1386,1770,1385])). % 129.81/129.53 cnf(10872,plain, % 129.81/129.53 (~P7(a1,f2(a1),f9(a1,a14))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,5381,8454,4519,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,160,293,316,6121,6433,6027,399,9466,475,539,531,221,234,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832,1826,1828,1386,1770,1385,639,847])). % 129.81/129.53 cnf(10878,plain, % 129.81/129.53 (~E(f13(a39,x108781,f13(a39,f13(a39,x108782,x108783),f3(a39))),x108783)), % 129.81/129.53 inference(rename_variables,[],[8227])). % 129.81/129.53 cnf(10885,plain, % 129.81/129.53 (P6(a1,f9(a1,a14),f2(a1))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,5381,8454,4519,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,10669,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,10720,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,10790,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,160,293,316,6121,2286,6433,6027,399,9466,475,539,531,221,234,245,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832,1826,1828,1386,1770,1385,639,847,1716,645,1119,1118,730])). % 129.81/129.53 cnf(10888,plain, % 129.81/129.53 (~E(f13(a39,x108881,f13(a39,f13(a39,x108882,x108883),f3(a39))),x108883)), % 129.81/129.53 inference(rename_variables,[],[8227])). % 129.81/129.53 cnf(10890,plain, % 129.81/129.53 (~P6(f13(a39,f11(a39,a38,a38),a38),f13(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x108901))),f9(f13(a39,f11(a39,a38,a38),a38),f9(f13(a39,f11(a39,a38,a38),a38),f13(a39,f13(a39,f2(f13(a39,f11(a39,a38,a38),a38)),f3(a39)),x108901)))),f2(f13(a39,f11(a39,a38,a38),a38)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,5381,8454,4519,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,10669,10878,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,10720,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,10790,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6032,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,160,293,316,6121,2286,6433,6027,399,9466,475,539,531,221,234,245,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,3194,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832,1826,1828,1386,1770,1385,639,847,1716,645,1119,1118,730,589,1117])). % 129.81/129.53 cnf(10893,plain, % 129.81/129.53 (~E(f13(a39,x108931,f13(a39,f13(a39,x108932,x108933),f3(a39))),x108933)), % 129.81/129.53 inference(rename_variables,[],[8227])). % 129.81/129.53 cnf(10896,plain, % 129.81/129.53 (~E(f13(a39,x108961,f13(a39,f13(a39,x108962,x108963),f3(a39))),x108963)), % 129.81/129.53 inference(rename_variables,[],[8227])). % 129.81/129.53 cnf(10898,plain, % 129.81/129.53 (P6(a1,f13(a1,x108981,a14),f13(a1,x108981,f3(a1)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,5381,8454,4519,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,10669,10878,10888,10893,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,10720,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,10790,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6032,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,2263,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,3631,158,160,293,316,6121,2286,6433,6027,399,9466,475,539,531,221,234,245,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,3194,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832,1826,1828,1386,1770,1385,639,847,1716,645,1119,1118,730,589,1117,646,807,1160])). % 129.81/129.53 cnf(10914,plain, % 129.81/129.53 (P7(a39,f3(a39),f30(f30(f22(a39),f13(a39,f13(a39,f3(a39),x109141),f3(a39))),f3(a39)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,5381,8454,4519,4284,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,10669,10878,10888,10893,10896,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,8625,8757,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,10720,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,10790,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6032,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,2263,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,10521,3631,158,160,293,316,6121,2286,6433,6027,399,9466,475,539,531,221,234,245,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,3194,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,329,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832,1826,1828,1386,1770,1385,639,847,1716,645,1119,1118,730,589,1117,646,807,1160,1167,1161,724,1395,1397,1419,1156])). % 129.81/129.53 cnf(10921,plain, % 129.81/129.53 (P7(a38,f18(a38,a15),f18(a38,f11(a1,f11(a1,a14,a15),a14)))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,5381,8454,4519,4284,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,10669,10878,10888,10893,10896,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,8173,9961,9996,10050,10613,10680,8229,3589,8695,10402,10405,8161,10165,10399,6638,8625,8757,7606,7620,7624,7626,7632,7652,7696,7702,8857,8075,10226,10498,10659,10717,10720,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,10790,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6032,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,2263,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,10521,3631,158,160,293,316,6121,2286,6433,6027,399,9466,475,539,531,221,234,245,2566,2522,493,156,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,3194,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,329,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832,1826,1828,1386,1770,1385,639,847,1716,645,1119,1118,730,589,1117,646,807,1160,1167,1161,724,1395,1397,1419,1156,1418,934,935])). % 129.81/129.53 cnf(10938,plain, % 129.81/129.53 (~P7(a38,f25(a38,f18(a38,f2(a1)),x109381),f2(a38))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,5381,8454,4519,4284,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,10669,10878,10888,10893,10896,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,7334,9715,8205,10104,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,3225,8173,9961,9996,10050,10613,10680,8229,3589,4398,8695,10402,10405,8161,10165,10399,6638,8625,8757,7606,7620,7624,7626,7632,7652,7696,7702,8382,8857,8075,10226,10498,10659,10717,10720,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,10790,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8642,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6032,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5312,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,2263,4727,396,10225,10816,10821,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,10521,3631,158,160,293,316,6121,2286,6433,6027,399,9466,475,539,531,221,234,245,2566,2522,493,156,2092,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,3194,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,329,328,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832,1826,1828,1386,1770,1385,639,847,1716,645,1119,1118,730,589,1117,646,807,1160,1167,1161,724,1395,1397,1419,1156,1418,934,935,1635,911,1234,1430,929,1414,1415,1245])). % 129.81/129.53 cnf(10967,plain, % 129.81/129.53 (P6(a38,f25(a38,f2(a38),f18(a38,a14)),f2(a38))), % 129.81/129.53 inference(scs_inference,[],[2030,1922,10265,136,138,140,146,147,150,151,152,155,162,164,165,168,169,171,172,175,181,182,187,192,197,201,202,206,209,210,213,217,223,226,233,237,240,253,257,263,265,269,277,279,281,283,285,287,290,294,299,300,302,303,305,307,311,313,315,317,319,323,330,332,333,335,2122,2056,1981,2025,4161,4434,2157,6055,2895,2068,4159,2065,1914,2290,2265,3912,2244,6544,6494,8272,3314,3281,8236,391,10071,10196,10345,10361,4492,4503,344,345,2076,6085,6981,8062,8361,8919,5381,8454,4519,4284,3390,5137,6835,3248,5033,7799,4554,6812,4058,3597,8836,10524,10527,10599,10689,8622,9168,9313,10001,10137,10447,10462,10466,10633,6764,2717,9648,10175,10183,10499,10587,8638,10428,3653,7436,5185,427,350,415,1781,2169,394,414,9056,9238,9803,9839,9925,10011,10170,10223,10349,10614,10648,10681,409,10653,421,10209,10241,10247,10249,10271,10277,10281,10287,10291,10355,10357,7432,7396,3275,8915,7525,10818,10822,10827,4427,8129,10134,10697,8227,9225,9228,9610,9812,9815,9819,9930,9960,9992,9995,10004,10033,10049,10091,10214,10640,10669,10878,10888,10893,10896,8054,10110,10213,10658,4616,2775,369,9417,9895,2332,9235,9902,10229,10231,10233,10235,10237,10239,10243,10245,10251,10253,10255,10257,10259,10261,10263,10267,10269,10273,10275,10279,10283,10285,10289,10296,10298,10300,10302,10304,10307,10309,10311,10313,10315,10317,10319,10321,10323,10325,10327,10329,10331,10333,10339,10341,10343,10347,10351,10353,10359,10365,10577,7334,9715,8205,10104,5517,8674,7239,10128,8220,8263,6329,10180,8277,8086,5655,8059,2715,8239,2496,7959,6852,7870,8407,2490,8102,9954,5488,4127,8064,9848,2493,8721,3225,8173,9961,9996,10050,10613,10680,8229,8793,3589,4398,8695,10402,10405,8161,10165,10399,10778,6638,8625,8757,7606,7620,7624,7626,7632,7652,7696,7702,8382,8857,8075,10226,10498,10659,10717,10720,8822,8350,8671,449,8500,8522,8582,4782,10610,10794,5222,10790,484,2889,8048,8911,8554,8593,8603,10082,8617,2472,10621,8738,8690,2022,8642,8473,7249,9955,6622,6337,6930,6943,7802,7084,5072,6032,6802,377,10843,6030,6901,9127,9163,9792,6123,2421,2697,10123,10156,2900,3001,5123,5610,6413,476,2785,9281,3258,139,149,157,183,193,203,207,211,212,256,264,274,278,284,306,309,310,2373,2222,10039,2362,386,2289,2282,2269,2253,2252,2234,6667,5175,8027,9173,9190,10463,2082,6173,2228,3188,4010,2359,535,7109,9512,6342,6354,2852,1924,5312,5041,3480,355,2737,2370,2755,161,184,204,205,235,298,326,327,2263,4727,396,10225,10816,10821,10825,492,3190,382,4417,2050,5017,2586,446,9836,10390,10411,10454,10459,10518,10521,3631,158,160,293,316,6121,2286,6433,6027,399,9466,475,539,531,221,234,245,2566,2522,493,156,2092,366,9160,9300,10085,10094,10564,10684,10830,10844,2045,2087,2241,542,297,3194,364,154,232,159,230,275,2250,2233,144,325,365,243,272,242,185,2247,177,231,329,328,3463,174,178,176,228,241,220,250,249,229,2072,5113,308,371,296,314,153,321,143,320,615,1803,1804,585,586,587,567,691,565,656,657,748,749,4,5,6,17,18,19,44,55,58,59,569,623,630,631,632,633,634,635,636,637,706,798,1791,581,582,591,592,906,7,15,20,21,22,27,28,32,33,34,35,42,43,45,46,51,52,53,54,56,57,571,572,575,576,600,601,648,649,650,678,679,680,681,694,750,778,876,1809,1824,614,809,810,863,9,12,24,29,30,31,36,37,38,39,40,41,606,624,625,626,653,654,669,1806,1814,617,618,663,873,880,927,1036,47,48,49,50,641,642,644,664,665,667,668,979,980,982,1061,1062,1063,1064,1065,1794,1795,627,628,836,857,865,882,915,937,938,1006,1008,1079,899,1023,1024,1049,1140,1144,1357,594,596,597,674,675,747,840,868,869,1030,1031,1081,1111,1113,1114,1115,1864,1865,966,814,962,963,978,1406,1407,1408,1409,975,1053,1054,1132,1218,1293,1294,1295,1296,1339,1340,1341,1381,1382,1383,1384,1536,1537,1538,1596,721,924,956,950,1093,1094,1129,1249,1250,1252,1273,1274,1474,1476,1510,1624,1626,1642,746,1099,1219,1268,1467,1468,1541,1587,1027,1373,1004,1018,1038,1277,1278,1337,1338,1452,1453,1574,1685,1358,1411,1347,1454,1216,1217,1292,1619,1672,928,1092,1102,1103,1270,1279,1281,1283,1285,1286,1432,1446,1449,1450,1517,1639,1640,1641,1265,1266,1508,1692,1531,1638,1437,1506,1507,1532,1691,1433,1434,1256,1575,1576,1519,1520,1659,1860,1686,1580,1677,1711,1733,1707,1708,1872,5333,1710,1713,1688,1689,1705,1715,1720,1690,1142,1730,1731,1342,1359,723,1739,916,829,812,813,936,1149,1354,1621,1670,1687,561,834,917,839,699,862,1022,1314,983,954,1147,1043,711,830,26,981,16,866,875,1068,871,23,1362,1005,953,8,1007,698,867,697,1146,562,773,1255,602,789,998,800,1355,787,609,739,872,1254,605,999,1842,780,1080,564,870,690,1073,689,996,1075,725,1364,784,1145,1139,1141,1138,995,1352,796,1133,1017,696,874,997,785,856,1074,1012,607,737,1086,1082,692,859,1137,945,11,738,944,1134,858,684,13,14,25,10,2,758,759,583,588,598,709,708,720,797,799,1044,1120,570,640,695,1039,1040,1041,1825,1827,955,1032,1057,988,1078,611,612,926,987,984,700,701,702,1124,1125,1126,1127,1128,1578,827,1374,683,1287,1288,1100,1136,1253,1361,1515,1516,1109,1110,1459,1460,1461,1462,1463,1464,1257,1284,1387,1019,1457,960,1297,1439,1548,1556,1059,1668,1706,1719,1585,1037,1291,1260,1264,651,1105,660,1263,652,941,920,1823,1047,1045,919,676,638,1107,727,1048,1643,573,991,574,990,1822,677,1586,826,584,1644,1106,1108,729,728,992,1070,1033,1069,1554,902,1529,1820,1821,824,939,659,903,1258,1530,1622,752,1034,828,898,1215,1259,879,1681,897,893,989,795,1046,620,1166,1077,942,717,1661,1368,1165,629,1370,804,1695,1116,1663,1697,1662,733,1289,1375,877,1130,622,889,1366,1163,896,1682,1162,1123,1702,885,745,718,1701,1290,1694,744,791,757,1683,905,1164,1698,947,949,940,923,1135,1189,1699,948,1376,951,802,1660,1076,1372,1121,1696,647,952,1091,726,794,61,878,102,124,79,130,123,74,72,115,91,69,90,110,101,106,132,125,129,117,62,121,104,118,116,86,71,131,89,70,73,77,99,85,67,95,3,114,112,92,128,76,64,111,96,133,127,109,87,120,82,94,88,126,68,105,93,122,63,107,97,108,75,81,103,65,119,78,84,80,60,100,83,113,66,931,1190,1195,1196,682,736,1168,1170,1172,1173,1174,1175,1220,1275,1276,1398,1399,1403,1405,1042,1435,1436,1315,1316,1323,1324,1325,1327,1440,1441,1442,1443,1478,1482,1483,1484,1485,1486,1487,1306,1307,1472,1455,1456,1505,1055,1518,1646,1302,1303,1304,1305,1389,1637,1647,1648,1222,1178,1181,1322,1477,766,613,1171,1317,1343,1326,1309,1470,1684,1236,1333,1176,1479,1729,1329,1330,1199,1480,1481,1206,1209,1332,1210,1205,1321,760,1331,1204,1185,922,735,1421,1238,860,1528,933,1183,1239,1420,1098,861,1394,1179,1201,1402,932,1392,850,1207,1200,1400,1233,1423,1096,967,971,1313,1152,740,1237,1242,661,1429,848,1208,823,970,1153,670,1240,769,1154,851,1203,1431,1232,1422,1345,846,1151,1247,1346,969,845,741,815,1202,817,849,974,1122,1241,1213,1211,972,973,1312,1155,1311,1310,671,1335,1336,1492,1500,1465,1056,1388,1493,1058,1489,1067,1228,1603,1491,1499,1066,1301,1230,1229,1523,771,1535,1524,1527,1526,1522,772,1805,1533,719,1657,1658,1793,3576,831,2603,832,1826,1828,1386,1770,1385,639,847,1716,645,1119,1118,730,589,1117,646,807,1160,1167,1161,724,1395,1397,1419,1156,1418,934,935,1635,911,1234,1430,929,1414,1415,1245,1417,1416,930,968,842,742,1186,1244,843,1569,1458,1298])). % 129.81/129.53 cnf(11015,plain, % 129.81/129.53 (P6(a1,x110151,f9(a1,x110151))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(11038,plain, % 129.81/129.53 (~E(f11(a39,x110381,x110381),f13(a39,x110382,f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[9635])). % 129.81/129.53 cnf(11070,plain, % 129.81/129.53 (P33(f41(x110701,a1))), % 129.81/129.53 inference(scs_inference,[],[238,9576,9643,9717,10114,10167,9588,8966,4526,9669,9204,9170,9159,10120,9635,9697,1888,10288,10262,10322,10282,10284,10266,10244,3305,304,149,246,284,156,154,231,174,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586])). % 129.81/129.53 cnf(11076,plain, % 129.81/129.53 (E(f13(a39,f13(a39,f11(a39,f13(a39,f3(a39),x110761),f3(a39)),x110762),f3(a39)),f13(a39,f13(a39,f3(a39),x110761),x110762))), % 129.81/129.53 inference(scs_inference,[],[238,9576,9643,9717,10114,10167,9588,8966,4526,9669,9204,9170,9159,10120,9615,9635,9697,1888,10288,10262,10252,10322,10282,10284,10266,10244,10316,3305,304,149,246,284,156,154,231,174,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292])). % 129.81/129.53 cnf(11090,plain, % 129.81/129.53 (~P7(a38,f2(a38),f30(f30(f12(a38),f11(a38,x110901,x110901)),f11(a38,x110901,x110901)))), % 129.81/129.53 inference(scs_inference,[],[238,9576,9643,9717,10114,10167,9012,9588,8966,4526,9669,9204,9170,9159,10120,9615,10493,9635,9975,9697,1888,10288,10262,10332,10252,10310,10322,10282,10284,10266,10244,10316,3305,304,2253,149,246,284,156,154,231,174,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978])). % 129.81/129.53 cnf(11122,plain, % 129.81/129.53 (P7(a1,f13(a1,f13(a1,a15,a15),f13(a1,a15,a15)),f13(a1,f2(a1),f2(a1)))), % 129.81/129.53 inference(scs_inference,[],[148,238,9576,9643,9717,10114,10167,9012,9588,8966,9747,4526,9669,9204,9170,9159,10120,9615,9202,10493,9635,10177,9975,9697,1888,10288,10262,10338,10332,10252,10310,10322,10320,10282,10284,10266,10244,10316,3305,304,2253,149,246,284,156,154,231,174,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149])). % 129.81/129.53 cnf(11161,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x111611),x111611)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(11187,plain, % 129.81/129.53 (P7(a1,x111871,f13(a1,x111871,f3(a1)))), % 129.81/129.53 inference(scs_inference,[],[148,238,10337,4441,9576,9643,9717,10114,10167,9012,9588,8966,9747,9979,4526,9669,9204,9170,9159,10120,9615,9202,10493,9070,9635,10177,416,9975,9697,1888,10650,10352,10288,10262,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10244,10316,3305,137,304,491,2253,149,246,284,158,2255,156,154,231,174,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906])). % 129.81/129.53 cnf(11222,plain, % 129.81/129.53 (P6(a1,x112221,f9(a1,x112221))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(11224,plain, % 129.81/129.53 (P6(a39,x112241,f11(a39,f13(a39,f18(a39,x112242),x112241),f18(a39,a15)))), % 129.81/129.53 inference(scs_inference,[],[148,238,10337,4441,9576,9643,9717,10114,10167,9012,9588,8966,11015,9747,9979,4526,9669,9204,9170,9159,9066,10120,9615,9202,10493,9070,10360,9635,10177,416,9975,9697,1888,10650,10358,10352,10288,10262,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10244,10316,3305,137,304,491,2253,149,246,284,158,2255,156,154,231,174,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314])). % 129.81/129.53 cnf(11230,plain, % 129.81/129.53 (P7(a38,f2(a38),f3(a38))), % 129.81/129.53 inference(scs_inference,[],[148,238,10337,4441,9576,9643,9717,10114,10167,9012,9588,8966,11015,9747,9979,4526,9669,9204,9170,9159,9066,10120,9615,9202,10493,9070,10360,9635,10177,416,9975,9697,1888,10650,10358,10352,10288,10262,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10244,10316,3305,137,304,491,2253,149,246,138,284,158,2255,156,154,231,174,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657])). % 129.81/129.53 cnf(11278,plain, % 129.81/129.53 (~E(f11(a39,x112781,x112781),f13(a39,x112782,f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[9635])). % 129.81/129.53 cnf(11299,plain, % 129.81/129.53 (~P6(a39,f13(a39,x112991,f3(a39)),f13(a39,x112991,f2(a39)))), % 129.81/129.53 inference(rename_variables,[],[9691])). % 129.81/129.53 cnf(11326,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x113261),x113261)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(11354,plain, % 129.81/129.53 (~E(f13(a1,f13(a1,f3(a1),f13(a1,f13(a1,f3(a1),f2(a1)),f2(a1))),f13(a1,f13(a1,f3(a1),f2(a1)),f2(a1))),a15)), % 129.81/129.53 inference(scs_inference,[],[148,166,238,10337,4441,9576,10153,9643,9074,9717,10114,10167,9012,9588,8966,11015,9747,9979,4526,9669,9072,9204,9580,9170,9159,9066,10120,9615,10854,9202,10493,9070,11161,10360,9635,11038,10344,10177,416,9975,9697,9691,9242,1888,10650,10358,10352,10288,10278,10262,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10256,10244,9172,10316,9254,3305,10607,137,173,190,304,318,135,491,2253,149,246,138,284,158,2255,156,232,154,231,174,314,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030])). % 129.81/129.53 cnf(11403,plain, % 129.81/129.53 (P31(f41(x114031,f13(a1,a1,f2(a1))))), % 129.81/129.53 inference(scs_inference,[],[148,166,238,10337,4441,9576,10153,9643,9074,9717,10114,10167,9012,9588,8966,11015,9747,9979,4526,10292,9669,9072,9204,9580,9170,9159,9066,10120,9615,10854,9202,10493,9070,11161,10360,9635,11038,10344,10177,416,9975,9697,9691,9242,1888,10650,10358,10352,10288,10278,10262,10260,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10256,10244,9172,10316,9254,3305,10607,137,173,190,304,318,2227,135,491,2253,149,246,138,284,158,2255,156,232,154,231,174,314,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585])). % 129.81/129.53 cnf(11415,plain, % 129.81/129.53 (~P7(a38,f13(a38,f30(f30(f12(a38),x114151),x114151),f30(f30(f12(a38),x114152),x114152)),f2(a38))), % 129.81/129.53 inference(scs_inference,[],[148,166,238,10337,4441,9576,10153,9643,9074,9717,10114,10167,9012,9588,8966,11015,9747,9979,4526,10292,9669,9072,9204,9580,9170,9159,9066,10120,9947,9564,9615,10854,9202,10493,9070,11161,10360,9635,11038,10344,10177,416,9975,9697,9691,9242,1888,10650,10358,10352,10288,10278,10262,10260,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10256,10244,9172,10316,9254,3305,10607,137,173,190,239,304,318,2227,135,491,2253,149,246,138,284,158,2255,156,232,154,231,174,314,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642])). % 129.81/129.53 cnf(11445,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x114451),x114451)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(11473,plain, % 129.81/129.53 (P6(a1,x114731,f9(a1,x114731))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(11586,plain, % 129.81/129.53 (~E(f30(f30(f12(a39),x115861),f11(a39,x115862,x115862)),f13(a39,f2(a39),f3(a39)))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,10337,4441,9576,10153,9643,9074,9717,10671,10114,10167,9012,9588,8966,11015,11222,9747,9979,4526,10292,9669,9072,9204,9593,9580,9170,9159,9066,10120,9947,9200,9564,9615,9693,10854,9202,9652,10493,4429,9070,11161,11326,10360,9635,11038,11278,10344,10177,416,9975,9697,9691,11299,9242,1888,10650,10358,10352,10288,10278,10262,10260,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10274,10256,10244,9172,10316,9254,3305,10607,9162,10858,137,173,190,195,239,304,318,2227,135,491,180,2253,149,246,138,278,284,158,2255,156,232,154,231,174,314,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953])). % 129.81/129.53 cnf(11587,plain, % 129.81/129.53 (~E(f11(a39,x115871,x115871),f13(a39,x115872,f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[9635])). % 129.81/129.53 cnf(11620,plain, % 129.81/129.53 (~E(f11(a39,x116201,x116201),f13(a39,x116202,f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[9635])). % 129.81/129.53 cnf(11626,plain, % 129.81/129.53 (~E(f13(a39,f11(a39,x116261,x116261),f11(a39,x116261,x116261)),f13(a39,x116262,f3(a39)))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,10337,4441,9576,10153,9643,9074,9717,10671,10114,10167,9012,9588,8966,11015,11222,9747,9979,4526,10292,9669,9072,9204,9671,9593,9580,9170,9159,9066,10120,9947,9200,9564,9615,9693,10854,9202,9652,10493,4429,9070,11161,11326,10360,9635,11038,11278,11587,10344,10177,416,9975,9697,9691,11299,9242,1888,10650,10358,10352,10288,10278,10262,10260,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10274,10256,10244,9172,10316,9254,3305,10607,9162,10858,137,173,190,195,239,304,318,2227,135,491,180,2253,149,246,138,278,284,158,2255,156,232,154,231,174,314,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800])). % 129.81/129.53 cnf(11638,plain, % 129.81/129.53 (P7(a39,f13(a39,x116381,f11(a39,f2(a39),x116382)),f13(a39,x116381,f3(a39)))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,10337,4441,9576,10153,9643,9074,9717,10671,10114,10167,9012,9588,8966,11015,11222,9747,9979,4526,10292,9669,9072,9204,9671,9593,9580,9170,9159,9066,10120,9947,9200,9564,9615,9693,10854,9685,9202,9652,10493,4429,9070,11161,11326,10360,9635,11038,11278,11587,10344,10177,416,9975,9697,9691,11299,9242,1888,10650,10358,10352,10288,10278,10262,10260,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10274,10256,10244,9172,10316,9254,3305,10607,9162,10858,137,173,190,195,239,304,318,2227,135,491,180,2253,149,246,138,278,284,158,2255,156,232,154,231,174,314,143,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145])). % 129.81/129.53 cnf(11729,plain, % 129.81/129.53 (~E(f13(a39,x117291,f13(a39,f13(a39,x117292,f3(a39)),x117293)),x117291)), % 129.81/129.53 inference(rename_variables,[],[7304])). % 129.81/129.53 cnf(11746,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x117461),x117461)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(11749,plain, % 129.81/129.53 (P6(a1,x117491,f9(a1,x117491))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(11752,plain, % 129.81/129.53 (P6(a1,x117521,f9(a1,x117521))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(11755,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x117551),x117551)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(11772,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x117721),x117721)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(11777,plain, % 129.81/129.53 (~E(f13(a39,f3(a39),x117771),f2(a39))), % 129.81/129.53 inference(rename_variables,[],[9615])). % 129.81/129.53 cnf(11799,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x117991),x117991)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(11802,plain, % 129.81/129.53 (P6(a38,f2(a38),f25(a38,x118021,f18(a38,a14)))), % 129.81/129.53 inference(rename_variables,[],[9823])). % 129.81/129.53 cnf(11818,plain, % 129.81/129.53 (~E(f30(f30(f12(a1),x118181),f13(a39,f13(a39,f13(a39,f18(a1,a15),f3(a39)),f3(a39)),f13(a39,x118182,f3(a1)))),f3(a1))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,288,10337,4441,9576,10153,9643,8964,9074,9717,10671,10114,10167,8990,9012,9588,8966,11015,11222,11473,11749,9747,9979,4526,10292,9669,9072,9204,9671,9593,9580,9170,9159,9066,10120,9947,9200,9564,9615,9756,9693,10854,10967,9685,9202,9652,10493,4429,9070,11161,11326,11445,11746,11755,11772,10360,9635,11038,11278,11587,10344,9133,9823,10177,9701,416,9975,9697,9681,9691,11299,9242,1888,10921,10650,10358,10352,10288,10278,10262,10340,10260,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10274,10256,10244,9172,10316,10914,9714,8788,9254,7304,3305,10607,9162,10858,137,173,4510,190,195,239,304,318,2227,135,491,2832,180,317,2253,149,246,162,138,278,284,539,2679,221,158,309,5091,2255,156,232,315,234,154,231,174,144,308,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702])). % 129.81/129.53 cnf(11820,plain, % 129.81/129.53 (~E(f13(a39,f13(a39,x118201,f3(a39)),f13(a39,x118202,x118203)),x118203)), % 129.81/129.53 inference(rename_variables,[],[4510])). % 129.81/129.53 cnf(11824,plain, % 129.81/129.53 (P7(a1,f2(a1),f30(f30(f22(a1),f13(a1,f3(a1),f3(a1))),x118241))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,288,10337,4441,9576,10153,9643,8964,9074,9717,10671,10114,10167,8990,9012,9588,8966,11015,11222,11473,11749,9747,9979,4526,10292,9669,9072,9204,9671,9593,9580,9170,9159,9066,10120,9947,9200,9564,9615,11777,9756,9693,10854,10967,9685,9202,9652,10493,4429,9070,11161,11326,11445,11746,11755,11772,10360,9635,11038,11278,11587,10344,9133,9823,10177,9701,416,9975,9697,9681,9691,11299,9242,1888,10921,10650,10358,10352,10288,10278,10262,10340,10260,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10274,10256,10244,9172,10316,10914,9714,8788,9254,7304,3305,10607,9162,10858,137,173,4510,190,195,239,304,318,2227,135,491,2832,180,317,2253,149,246,162,138,278,284,539,2679,221,158,309,5091,2255,156,232,315,234,154,231,174,144,308,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041])). % 129.81/129.53 cnf(11837,plain, % 129.81/129.53 (~E(f11(a39,x118371,x118371),f13(a39,x118372,f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[9635])). % 129.81/129.53 cnf(11848,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x118481),x118481)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(11859,plain, % 129.81/129.53 (~E(f13(a1,f30(f30(f12(a1),f13(a39,f13(a39,x118591,a14),f3(a39))),f13(a39,f13(a39,x118591,a14),f3(a39))),f30(f30(f12(a1),x118592),x118592)),f2(a1))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,288,10337,4441,9576,10153,9643,8964,9074,9717,10671,10114,10167,8990,9012,9588,8966,11015,11222,11473,11749,9747,9979,4526,10292,9669,9072,9204,9671,9593,9580,9170,9159,9066,10120,9947,9200,9564,9615,11777,9756,4901,9693,10854,10967,9685,9202,9652,10493,4429,9070,11161,11326,11445,11746,11755,11772,11799,10360,9635,11038,11278,11587,11620,10344,9133,9823,11802,10177,9701,416,9975,9697,9681,9691,11299,9242,1888,10921,10650,10358,10352,10288,10278,10342,10262,10340,10260,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10274,10256,10228,10244,9172,10316,10914,9714,8788,9254,7304,3305,8972,10607,9162,10858,137,173,4510,190,195,225,239,304,318,2227,135,491,2832,180,317,2253,149,246,162,138,278,284,539,2679,221,158,309,5091,2255,156,2233,232,315,234,154,231,174,235,144,308,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041,920,708,926,709,799,960,638,1284,1462,759,720,1643,1706,1826,1125,1288])). % 129.81/129.53 cnf(11870,plain, % 129.81/129.53 (~E(f13(a39,f3(a39),x118701),f2(a39))), % 129.81/129.53 inference(rename_variables,[],[9615])). % 129.81/129.53 cnf(11873,plain, % 129.81/129.53 (P6(a1,x118731,f9(a1,x118731))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(11889,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x118891),x118891)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(11900,plain, % 129.81/129.53 (~E(f13(a39,x119001,f13(a39,f13(a39,x119002,f3(a39)),x119003)),x119001)), % 129.81/129.53 inference(rename_variables,[],[7304])). % 129.81/129.53 cnf(11911,plain, % 129.81/129.53 (~E(f13(a39,f3(a39),x119111),f2(a39))), % 129.81/129.53 inference(rename_variables,[],[9615])). % 129.81/129.53 cnf(11915,plain, % 129.81/129.53 (~E(f13(a39,x119151,f13(a39,f13(a39,x119152,f3(a39)),x119153)),x119151)), % 129.81/129.53 inference(rename_variables,[],[7304])). % 129.81/129.53 cnf(11917,plain, % 129.81/129.53 (~P7(a39,f13(a39,f3(a39),f3(a39)),f13(a39,f13(a39,f2(a39),f3(a39)),f3(a39)))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,288,10337,4441,9576,10153,9643,8964,9074,9717,10671,10114,10167,8990,9012,9588,8966,11015,11222,11473,11749,11752,9747,9979,4526,10292,9669,9072,9204,9671,9593,9580,9170,9159,9066,10120,9947,9200,9564,9615,11777,11870,11911,9756,4901,9693,10854,10967,9685,9202,9652,10493,4429,9070,11161,11326,11445,11746,11755,11772,11799,11848,10360,9635,11038,11278,11587,11620,11837,10344,9133,9823,11802,10177,9701,416,9936,9975,9697,9681,9691,11299,9242,1888,10921,10650,10358,10352,10288,10278,10342,10262,10340,10260,10338,10332,10252,10310,10322,10320,10282,10284,10232,10266,10274,10256,10228,10244,9172,10316,10914,9714,8788,9254,7304,11729,11900,3305,8972,10607,10026,9162,10858,137,173,3751,4510,11820,190,195,225,239,304,318,2227,135,491,2832,180,317,2253,149,246,162,138,313,278,284,2048,539,2679,310,221,158,309,5091,2255,156,2233,232,315,185,234,154,231,174,235,144,308,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041,920,708,926,709,799,960,638,1284,1462,759,720,1643,1706,1826,1125,1288,1037,1515,1297,988,991,1039,1047,1828,1070,660,574,1825,611,1109,984,570,955,588,1291,704,1033,990,701,1554])). % 129.81/129.53 cnf(11918,plain, % 129.81/129.53 (~E(f13(a39,f3(a39),x119181),f2(a39))), % 129.81/129.53 inference(rename_variables,[],[9615])). % 129.81/129.53 cnf(11951,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x119511),x119511)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(11958,plain, % 129.81/129.53 (~E(f13(a39,f3(a39),x119581),f2(a39))), % 129.81/129.53 inference(rename_variables,[],[9615])). % 129.81/129.53 cnf(11961,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x119611),x119611)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(11977,plain, % 129.81/129.53 (~P7(a1,f2(a1),f13(a1,a15,a15))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,267,288,10337,4441,9576,10153,9643,8964,9074,9717,10671,10114,10013,10167,8990,9012,9588,8966,11015,11222,11473,11749,11752,9665,9747,9979,4526,10292,9669,9072,9204,9671,9593,9580,9170,9159,9066,10120,9947,9200,9564,9615,11777,11870,11911,11918,9756,4901,9693,10854,10967,9685,9202,9652,10493,4429,9070,11161,11326,11445,11746,11755,11772,11799,11848,11889,11951,10360,9635,11038,11278,11587,11620,11837,10344,9133,9823,11802,10177,9701,416,9936,10198,9975,9697,9681,9691,11299,9242,1888,10921,10650,10358,10352,10288,10278,10342,10262,10340,10260,10338,10332,10252,10310,10322,10320,10282,10297,10284,10232,10266,10274,10256,10228,10244,9172,10316,10914,9714,8788,9254,7304,11729,11900,3305,8972,10607,10026,9162,10858,137,173,3751,4510,11820,190,195,225,239,304,318,2227,135,491,2832,180,317,2253,149,246,162,138,313,278,284,2048,539,2679,310,184,221,158,309,5091,2255,156,2233,232,315,185,234,154,231,174,235,144,250,308,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041,920,708,926,709,799,960,638,1284,1462,759,720,1643,1706,1826,1125,1288,1037,1515,1297,988,991,1039,1047,1828,1070,660,574,1825,611,1109,984,570,955,588,1291,704,1033,990,701,1554,573,1586,1106,1644,676,1108,639,677,1820,1529,1107,727,902,1622,824,584,729,826,992,939,903,1258,1530,659,1069,1034,1821,898])). % 129.81/129.53 cnf(11988,plain, % 129.81/129.53 (~E(f13(a39,f3(a39),x119881),f2(a39))), % 129.81/129.53 inference(rename_variables,[],[9615])). % 129.81/129.53 cnf(11999,plain, % 129.81/129.53 (P6(a39,f18(a39,a15),f18(a39,x119991))), % 129.81/129.53 inference(rename_variables,[],[9204])). % 129.81/129.53 cnf(12004,plain, % 129.81/129.53 (P6(a1,f2(a1),f30(f30(f12(a1),x120041),x120041))), % 129.81/129.53 inference(rename_variables,[],[9131])). % 129.81/129.53 cnf(12018,plain, % 129.81/129.53 (E(f13(a16,x120181,x120182),f13(a16,x120182,x120181))), % 129.81/129.53 inference(rename_variables,[],[9074])). % 129.81/129.53 cnf(12024,plain, % 129.81/129.53 (P6(a39,f18(a39,a15),f18(a39,x120241))), % 129.81/129.53 inference(rename_variables,[],[9204])). % 129.81/129.53 cnf(12028,plain, % 129.81/129.53 (P6(a1,f13(a1,x120281,a14),f13(a1,x120281,f3(a1)))), % 129.81/129.53 inference(rename_variables,[],[10898])). % 129.81/129.53 cnf(12036,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x120361),x120361)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(12040,plain, % 129.81/129.53 (P6(f13(a1,a1,f2(a1)),f13(a16,x120401,x120402),f13(a16,x120402,x120401))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,267,288,10337,4441,9576,10153,9643,8964,9074,12018,9717,10671,10114,10013,10167,8990,9012,9602,9588,8966,11015,11222,11473,11749,11752,9665,9747,9979,4526,10292,10885,9669,9072,9204,11999,12024,9671,10052,9593,9580,9170,9159,9066,10120,9947,9200,9556,9564,9615,11777,11870,11911,11918,11958,9756,4901,9693,10854,10967,9685,9202,9652,10493,4429,9070,11161,11326,11445,11746,11755,11772,11799,11848,11889,11951,11961,10206,10360,9635,11038,11278,11587,11620,11837,10344,9133,10898,9823,11802,10177,9701,416,9936,10198,9975,9697,9681,9691,11299,9242,10377,9945,1888,10921,9131,10650,10358,10352,10288,10278,10342,10262,10340,10260,10338,10332,10252,10310,10322,10320,10282,10297,10284,10232,10266,10274,10256,10228,10244,9172,10316,7116,10914,9714,8788,9254,7304,11729,11900,3305,8972,10607,10026,9162,10858,9503,137,173,3751,4510,11820,4668,190,195,225,239,304,318,2227,135,491,2832,180,317,2253,149,246,162,138,313,233,278,284,330,2048,539,551,2679,310,184,274,221,398,158,309,5091,2255,156,2233,232,297,315,243,365,272,185,234,154,231,174,178,235,144,250,308,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041,920,708,926,709,799,960,638,1284,1462,759,720,1643,1706,1826,1125,1288,1037,1515,1297,988,991,1039,1047,1828,1070,660,574,1825,611,1109,984,570,955,588,1291,704,1033,990,701,1554,573,1586,1106,1644,676,1108,639,677,1820,1529,1107,727,902,1622,824,584,729,826,992,939,903,1258,1530,659,1069,1034,1821,898,897,828,752,1046,989,1215,1259,893,1693,1370,879,804,1681,795,1165,1661,1077,1375,1695,1289,1662,942,1366,620])). % 129.81/129.53 cnf(12047,plain, % 129.81/129.53 (~E(f13(a39,x120471,f13(a39,f13(a39,x120472,f3(a39)),x120473)),x120471)), % 129.81/129.53 inference(rename_variables,[],[7304])). % 129.81/129.53 cnf(12054,plain, % 129.81/129.53 (~P6(a38,f13(a38,f3(a38),f9(a38,x120541)),f2(a38))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,267,288,10337,4441,9576,10153,9643,8964,9074,12018,9717,10671,10114,10013,10167,8990,9012,9602,9588,8966,11015,11222,11473,11749,11752,9665,9747,9979,4526,10292,10885,9669,9072,9204,11999,12024,9671,10052,9593,9580,9170,9159,9066,10120,9947,9200,9556,9564,9615,11777,11870,11911,11918,11958,9756,4901,9693,10854,10967,9685,9202,9652,10493,4429,9070,11161,11326,11445,11746,11755,11772,11799,11848,11889,11951,11961,10206,10360,9635,11038,11278,11587,11620,11837,1910,10344,9133,10898,9823,11802,10177,9701,416,9936,10198,9975,9697,9681,9691,11299,9242,10377,9945,1888,8962,10921,9131,10650,10358,10352,10288,10278,10342,10262,10340,10260,10338,10332,10252,10310,10322,10320,10282,10297,10284,10232,10266,10274,10256,10228,10244,10044,9172,10316,7116,10914,9714,8788,9254,7304,11729,11900,11915,3305,8972,10607,10026,9162,10858,9503,137,173,3751,4510,11820,4668,190,195,225,239,304,318,2227,135,8025,491,2832,180,317,2253,149,246,162,3150,138,313,233,278,284,330,2048,539,551,2679,310,184,274,221,398,158,309,5091,2255,156,2233,232,297,315,243,365,272,185,234,154,231,174,178,235,144,250,308,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041,920,708,926,709,799,960,638,1284,1462,759,720,1643,1706,1826,1125,1288,1037,1515,1297,988,991,1039,1047,1828,1070,660,574,1825,611,1109,984,570,955,588,1291,704,1033,990,701,1554,573,1586,1106,1644,676,1108,639,677,1820,1529,1107,727,902,1622,824,584,729,826,992,939,903,1258,1530,659,1069,1034,1821,898,897,828,752,1046,989,1215,1259,893,1693,1370,879,804,1681,795,1165,1661,1077,1375,1695,1289,1662,942,1366,620,622,1166,733,1123,1368,877])). % 129.81/129.53 cnf(12058,plain, % 129.81/129.53 (~P7(a39,f13(a39,f13(a39,x120581,f13(a39,f13(a39,x120582,x120583),x120584)),x120585),x120583)), % 129.81/129.53 inference(rename_variables,[],[8246])). % 129.81/129.53 cnf(12077,plain, % 129.81/129.53 (P6(a1,f13(a1,x120771,a14),f13(a1,x120771,f3(a1)))), % 129.81/129.53 inference(rename_variables,[],[10898])). % 129.81/129.53 cnf(12079,plain, % 129.81/129.53 (~P6(a38,f13(a38,f30(f30(f12(a38),f25(a38,f25(a38,a27,a27),f25(a38,a27,a27))),f25(a38,f25(a38,a27,a27),f25(a38,a27,a27))),f30(f30(f12(a38),x120791),x120791)),f2(a38))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,267,288,10337,4441,9576,10153,9643,8964,9074,12018,9717,10671,10114,10013,10167,8990,9012,9602,9588,8966,11015,11222,11473,11749,11752,9665,9747,9979,4526,10292,10885,9669,9072,9204,11999,12024,9671,10052,9593,9580,9170,9159,9066,10120,9947,9200,9556,9564,9615,11777,11870,11911,11918,11958,11988,9756,4901,9693,10854,10967,9685,9202,9652,10493,4429,9070,11161,11326,11445,11746,11755,11772,11799,11848,11889,11951,11961,10206,10360,9635,11038,11278,11587,11620,11837,1910,10344,9133,10898,12028,9823,11802,10177,9701,416,9936,10198,9975,9697,9681,9691,11299,9242,10377,9945,1888,8962,10921,9131,10650,10358,10352,10288,10278,10342,10262,10340,10260,10338,10332,10252,10310,10322,10320,10282,10297,10284,10232,10266,10274,10256,10228,10244,10044,9172,10316,7116,10914,9714,8788,9254,7304,11729,11900,11915,3305,8246,8972,10607,9408,10026,9162,10858,9503,137,173,3751,4510,11820,4668,1919,190,195,225,239,304,318,2227,135,8025,491,2832,180,317,2253,149,246,381,162,3150,138,313,233,278,284,330,2048,539,551,2679,310,184,274,221,398,158,309,5091,2255,156,2233,232,297,315,243,365,272,185,234,154,231,174,178,235,144,248,250,308,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041,920,708,926,709,799,960,638,1284,1462,759,720,1643,1706,1826,1125,1288,1037,1515,1297,988,991,1039,1047,1828,1070,660,574,1825,611,1109,984,570,955,588,1291,704,1033,990,701,1554,573,1586,1106,1644,676,1108,639,677,1820,1529,1107,727,902,1622,824,584,729,826,992,939,903,1258,1530,659,1069,1034,1821,898,897,828,752,1046,989,1215,1259,893,1693,1370,879,804,1681,795,1165,1661,1077,1375,1695,1289,1662,942,1366,620,622,1166,733,1123,1368,877,1116,629,717,718,1130,885,1680,1162,1697,791])). % 129.81/129.53 cnf(12092,plain, % 129.81/129.53 (P7(a38,f13(a38,x120921,f2(a38)),f13(a38,x120921,f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38)))))), % 129.81/129.53 inference(rename_variables,[],[10160])). % 129.81/129.53 cnf(12102,plain, % 129.81/129.53 (~P6(a1,f2(a1),f13(a1,a15,a15))), % 129.81/129.53 inference(scs_inference,[],[148,166,224,238,267,288,10337,4441,9576,10153,9643,8964,9074,12018,9717,10671,10114,10013,10167,8990,9012,9602,9588,8966,11015,11222,11473,11749,11752,9665,9747,9979,4526,10292,10885,9669,9072,9204,11999,12024,9671,10052,9593,9580,9170,9159,9066,10120,9947,9200,9556,9564,9615,11777,11870,11911,11918,11958,11988,9756,4901,9693,10854,10967,9685,9202,9652,10493,4429,9070,11161,11326,11445,11746,11755,11772,11799,11848,11889,11951,11961,10206,10360,9635,11038,11278,11587,11620,11837,1910,9659,10344,9133,10898,12028,9823,11802,10177,9701,416,9936,10198,9975,9697,9681,9691,11299,9242,10377,9945,1888,8962,10921,9131,10075,10650,10358,10352,10288,10278,10342,10262,10340,10260,10338,10332,10252,10310,10322,10320,10282,10297,10284,10232,10266,10274,10256,10228,10244,10044,9172,10316,7116,10914,9714,8788,9254,7304,11729,11900,11915,3305,8246,12058,8972,10607,9408,10026,10160,9162,10858,9503,137,173,3751,4510,11820,4668,1919,190,195,225,239,304,318,2227,135,8025,491,2832,180,317,2253,149,246,381,162,3150,138,313,233,278,284,330,2048,539,551,2679,310,184,274,221,398,158,309,5091,2255,156,2233,232,275,297,315,243,365,272,185,234,154,231,175,174,178,235,144,248,250,296,308,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041,920,708,926,709,799,960,638,1284,1462,759,720,1643,1706,1826,1125,1288,1037,1515,1297,988,991,1039,1047,1828,1070,660,574,1825,611,1109,984,570,955,588,1291,704,1033,990,701,1554,573,1586,1106,1644,676,1108,639,677,1820,1529,1107,727,902,1622,824,584,729,826,992,939,903,1258,1530,659,1069,1034,1821,898,897,828,752,1046,989,1215,1259,893,1693,1370,879,804,1681,795,1165,1661,1077,1375,1695,1289,1662,942,1366,620,622,1166,733,1123,1368,877,1116,629,717,718,1130,885,1680,1162,1697,791,1702,905,744,1698,757,923,1290,1163,896])). % 129.81/129.53 cnf(12117,plain, % 129.81/129.53 (~E(f13(a39,f13(a39,x121171,a14),f3(a39)),f2(a1))), % 129.81/129.53 inference(rename_variables,[],[4901])). % 129.81/129.53 cnf(12124,plain, % 129.81/129.53 (P6(a39,f18(a39,a15),f18(a39,x121241))), % 129.81/129.53 inference(rename_variables,[],[9204])). % 129.81/129.53 cnf(12128,plain, % 129.81/129.53 (E(f13(a16,x121281,x121282),f13(a16,x121282,x121281))), % 129.81/129.53 inference(rename_variables,[],[9074])). % 129.81/129.53 cnf(12136,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x121361),x121361)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(12160,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x121601),x121601)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(12163,plain, % 129.81/129.53 (P6(a1,x121631,f9(a1,x121631))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12168,plain, % 129.81/129.53 (P6(a39,f2(a1),f13(a39,a14,x121681))), % 129.81/129.53 inference(rename_variables,[],[9671])). % 129.81/129.53 cnf(12176,plain, % 129.81/129.53 (~E(f13(a39,x121761,f13(a39,f13(a39,x121762,f3(a39)),x121763)),x121761)), % 129.81/129.53 inference(rename_variables,[],[7304])). % 129.81/129.53 cnf(12182,plain, % 129.81/129.53 (P6(a39,f2(a39),x121821)), % 129.81/129.53 inference(rename_variables,[],[375])). % 129.81/129.53 cnf(12185,plain, % 129.81/129.53 (E(f13(a16,f18(a16,a14),x121851),x121851)), % 129.81/129.53 inference(rename_variables,[],[9070])). % 129.81/129.53 cnf(12194,plain, % 129.81/129.53 (E(f13(a16,x121941,x121942),f13(a16,x121942,x121941))), % 129.81/129.53 inference(rename_variables,[],[9074])). % 129.81/129.53 cnf(12201,plain, % 129.81/129.53 (P6(a1,x122011,f9(a1,x122011))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12207,plain, % 129.81/129.53 (~E(f13(a39,x122071,f13(a39,f13(a39,x122072,f3(a39)),x122073)),x122071)), % 129.81/129.53 inference(rename_variables,[],[7304])). % 129.81/129.53 cnf(12217,plain, % 129.81/129.53 (P6(a38,f2(a38),f25(a38,f18(a38,a14),x122171))), % 129.81/129.53 inference(rename_variables,[],[9825])). % 129.81/129.53 cnf(12230,plain, % 129.81/129.53 (~P7(a38,f25(a38,f18(a38,f2(a1)),x122301),f2(a38))), % 129.81/129.53 inference(rename_variables,[],[10938])). % 129.81/129.53 cnf(12268,plain, % 129.81/129.53 (P6(a1,x122681,f9(a1,x122681))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12275,plain, % 129.81/129.53 (P6(a1,x122751,f9(a1,x122751))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12282,plain, % 129.81/129.53 (P6(a1,x122821,f9(a1,x122821))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12289,plain, % 129.81/129.53 (P6(a1,x122891,f9(a1,x122891))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12298,plain, % 129.81/129.53 (~P7(a1,f9(a1,x122981),f2(a1))), % 129.81/129.53 inference(rename_variables,[],[9010])). % 129.81/129.53 cnf(12308,plain, % 129.81/129.53 (P6(a38,f2(a38),f25(a38,f9(a38,x123081),f9(a38,x123081)))), % 129.81/129.53 inference(scs_inference,[],[148,166,198,224,238,267,288,10337,10679,4441,9576,10153,9643,8964,9074,12018,12128,12194,9717,10671,10114,10013,10167,8990,9012,9602,9998,9588,8966,11015,11222,11473,11749,11752,11873,12163,12201,12268,12275,12282,9665,9747,9979,4526,10292,10885,9669,9010,9072,9204,11999,12024,12124,10866,10872,9671,9689,10583,10052,9593,9580,9170,9159,9066,10120,9947,9200,9556,9564,9615,11777,11870,11911,11918,11958,11988,9756,4901,12117,9693,10854,10967,9685,9202,9652,10688,9943,10563,7122,10493,4429,3178,10219,9070,11161,11326,11445,11746,11755,11772,11799,11848,11889,11951,11961,12036,12136,12160,10206,9743,3176,10360,9635,11038,11278,11587,11620,11837,1910,9659,10344,9578,9133,10898,12028,12077,9120,9823,11802,9825,10177,9701,416,9965,10832,9936,10198,9975,9252,9697,5472,9681,9691,11299,9242,10377,9945,1888,10938,8798,6998,8962,4083,10921,9131,12004,10075,10650,554,10358,10352,10288,10278,10342,10262,10340,10260,10338,10332,10324,10252,10310,10322,10320,10282,10297,10284,10232,10266,10274,10256,10228,10244,10852,10044,9172,10316,7116,10914,9714,8788,9312,9254,7304,11729,11900,11915,12047,12176,3305,8246,12058,8067,8168,8970,8972,8976,10473,10607,9408,10026,10160,12092,9162,10858,9503,8528,10719,4843,137,173,3751,5685,4510,11820,4668,1919,190,195,225,239,300,301,304,318,331,2242,2277,2267,2256,2240,2237,2227,4107,8554,135,8025,4590,491,2697,2832,180,182,317,2253,149,246,381,162,3150,138,313,233,278,284,293,330,2048,539,551,2679,310,327,2286,184,274,221,398,542,158,309,375,12182,5091,2255,156,326,2233,232,275,157,230,297,315,243,365,272,325,185,234,154,231,175,174,178,235,144,248,228,250,296,308,371,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041,920,708,926,709,799,960,638,1284,1462,759,720,1643,1706,1826,1125,1288,1037,1515,1297,988,991,1039,1047,1828,1070,660,574,1825,611,1109,984,570,955,588,1291,704,1033,990,701,1554,573,1586,1106,1644,676,1108,639,677,1820,1529,1107,727,902,1622,824,584,729,826,992,939,903,1258,1530,659,1069,1034,1821,898,897,828,752,1046,989,1215,1259,893,1693,1370,879,804,1681,795,1165,1661,1077,1375,1695,1289,1662,942,1366,620,622,1166,733,1123,1368,877,1116,629,717,718,1130,885,1680,1162,1697,791,1702,905,744,1698,757,923,1290,1163,896,745,889,1164,1699,1117,1135,1701,951,1660,1376,1372,647,1167,1696,1700,802,1121,948,947,1091,940,949,1189,952,1160,1076,726,794,878,61,62,67,95,64,122,3,107,63,75,65,66,1191,1227,1334,1344,1224,1221,1412,1192,1212,1325,1168,1487,1405,682,1222,1332,1206,1176,1322,1481,1443,1170,1684,1209,1190,1199,1440,1482,613,1196,1178,1042,1055,1326,1479,1403,1483,1316,1173,1486,1647,1315,1205,1435,1480,1648,736,1172,1195])). % 129.81/129.53 cnf(12319,plain, % 129.81/129.53 (~P7(a1,f9(a1,x123191),f2(a1))), % 129.81/129.53 inference(rename_variables,[],[9010])). % 129.81/129.53 cnf(12323,plain, % 129.81/129.53 (P7(a38,f30(f30(f12(a38),f3(a38)),f11(a38,f2(a38),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38))))),f30(f30(f12(a38),f18(a38,a14)),f11(a38,f2(a38),f25(a38,f13(a38,a27,f30(f30(f12(a38),f2(a38)),f9(a38,f3(a38)))),f9(a38,f3(a38))))))), % 129.81/129.53 inference(scs_inference,[],[148,166,198,224,238,267,288,10337,10679,4441,9576,10153,9643,8964,9074,12018,12128,12194,9717,10671,10114,10013,10167,8990,9012,9602,9998,9588,8966,11015,11222,11473,11749,11752,11873,12163,12201,12268,12275,12282,9665,9747,9979,4526,10292,10885,9669,9010,12298,9072,9204,11999,12024,12124,10866,10872,9671,9689,10583,10052,9593,9580,9170,9159,9066,10120,9947,9200,9556,9564,9615,11777,11870,11911,11918,11958,11988,9756,4901,12117,9693,10854,10967,9685,9202,9652,10688,9943,10563,7122,10493,4429,3178,10219,9070,11161,11326,11445,11746,11755,11772,11799,11848,11889,11951,11961,12036,12136,12160,10206,9743,3176,10360,9635,11038,11278,11587,11620,11837,1910,9659,10344,9578,9133,10898,12028,12077,9120,9823,11802,9825,10177,9701,416,9965,10832,9936,10198,9975,9252,9697,5472,9681,9691,11299,9242,10377,9945,1888,10938,8798,6998,8962,4083,10921,9131,12004,10075,10650,554,10358,10352,10288,10278,10342,10262,10340,10260,10338,10332,10324,10252,10310,10322,10320,10282,10297,10284,10232,10266,10274,10256,10228,10244,10852,10044,9172,10316,7116,10914,9714,8788,9312,9254,7304,11729,11900,11915,12047,12176,3305,8246,12058,8067,8168,8970,8972,8976,10473,10607,9408,10026,10160,12092,9162,10858,9503,8528,10719,4843,137,173,3751,5685,4510,11820,4668,1919,190,195,225,239,300,301,304,318,331,2242,2277,2267,2256,2240,2237,2227,4107,8554,135,8025,4590,491,2697,2832,180,182,317,2253,149,246,381,162,3150,138,313,233,278,284,293,330,2048,539,551,2679,310,327,2286,184,274,386,221,398,542,158,309,375,12182,5091,2255,156,326,2233,232,275,157,230,297,315,243,365,272,325,185,234,154,231,175,174,178,235,144,248,228,250,296,308,371,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041,920,708,926,709,799,960,638,1284,1462,759,720,1643,1706,1826,1125,1288,1037,1515,1297,988,991,1039,1047,1828,1070,660,574,1825,611,1109,984,570,955,588,1291,704,1033,990,701,1554,573,1586,1106,1644,676,1108,639,677,1820,1529,1107,727,902,1622,824,584,729,826,992,939,903,1258,1530,659,1069,1034,1821,898,897,828,752,1046,989,1215,1259,893,1693,1370,879,804,1681,795,1165,1661,1077,1375,1695,1289,1662,942,1366,620,622,1166,733,1123,1368,877,1116,629,717,718,1130,885,1680,1162,1697,791,1702,905,744,1698,757,923,1290,1163,896,745,889,1164,1699,1117,1135,1701,951,1660,1376,1372,647,1167,1696,1700,802,1121,948,947,1091,940,949,1189,952,1160,1076,726,794,878,61,62,67,95,64,122,3,107,63,75,65,66,1191,1227,1334,1344,1224,1221,1412,1192,1212,1325,1168,1487,1405,682,1222,1332,1206,1176,1322,1481,1443,1170,1684,1209,1190,1199,1440,1482,613,1196,1178,1042,1055,1326,1479,1403,1483,1316,1173,1486,1647,1315,1205,1435,1480,1648,736,1172,1195,1171,1276,1156,1327,760,1646,1321])). % 129.81/129.53 cnf(12335,plain, % 129.81/129.53 (~P7(a1,f9(a1,x123351),f2(a1))), % 129.81/129.53 inference(rename_variables,[],[9010])). % 129.81/129.53 cnf(12338,plain, % 129.81/129.53 (~P7(a38,f21(a16,x123381),f2(a38))), % 129.81/129.53 inference(rename_variables,[],[9076])). % 129.81/129.53 cnf(12359,plain, % 129.81/129.53 (P6(a1,x123591,f9(a1,x123591))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12364,plain, % 129.81/129.53 (~P7(a1,f9(a1,x123641),f2(a1))), % 129.81/129.53 inference(rename_variables,[],[9010])). % 129.81/129.53 cnf(12374,plain, % 129.81/129.53 (P6(a1,x123741,f9(a1,x123741))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12383,plain, % 129.81/129.53 (~P7(a1,f9(a1,x123831),f2(a1))), % 129.81/129.53 inference(rename_variables,[],[9010])). % 129.81/129.53 cnf(12397,plain, % 129.81/129.53 (~E(f13(a39,x123971,f13(a39,f13(a39,x123972,f3(a39)),x123973)),x123971)), % 129.81/129.53 inference(rename_variables,[],[7304])). % 129.81/129.53 cnf(12404,plain, % 129.81/129.53 (P6(a1,x124041,f9(a1,x124041))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12413,plain, % 129.81/129.53 (P6(a39,f2(a1),f13(a39,a14,x124131))), % 129.81/129.53 inference(rename_variables,[],[9671])). % 129.81/129.53 cnf(12430,plain, % 129.81/129.53 (P6(a38,f30(f30(f12(a38),f11(a38,f2(a38),f17(a27))),f21(a16,x124301)),f2(a38))), % 129.81/129.53 inference(scs_inference,[],[148,166,198,224,238,267,288,295,10337,10679,4441,9576,10153,9643,8964,9074,12018,12128,12194,9717,10671,10114,10013,10167,8990,9012,9602,9998,9588,8966,11015,11222,11473,11749,11752,11873,12163,12201,12268,12275,12282,12289,12359,12374,9665,9747,9979,4526,10292,10885,9669,9010,12298,12319,12335,12364,12383,9072,9076,9204,11999,12024,12124,10866,10872,9671,12168,9689,10583,10052,9593,9580,9170,9159,9066,10120,9947,9200,9556,9564,9615,11777,11870,11911,11918,11958,11988,9756,4901,12117,9693,10854,10967,9685,9202,9652,10688,9943,10563,7122,4203,10493,4429,3178,10219,9070,11161,11326,11445,11746,11755,11772,11799,11848,11889,11951,11961,12036,12136,12160,10206,9743,3176,10360,9827,9635,11038,11278,11587,11620,11837,1910,9659,10344,9578,9133,10898,12028,12077,9120,9823,11802,9825,12217,10177,9701,416,9965,10832,9145,9936,10198,9975,9252,9697,5472,9681,9691,11299,9242,10377,9945,1888,10938,12230,8798,6998,8962,4083,10921,10559,9131,12004,10075,10650,554,10358,10352,10288,10278,10342,10262,10340,10260,10338,10332,10324,10252,10310,10322,10320,10282,10297,10284,10232,10266,10274,10256,10228,10244,6399,10852,10044,9172,10316,7116,10914,9714,7163,8788,8586,9312,9254,7304,11729,11900,11915,12047,12176,12207,3305,10093,8246,12058,8067,8168,8970,8972,8976,10473,10607,9408,10026,10160,12092,9162,10858,8886,9503,8528,10719,4843,137,173,3751,5685,4510,11820,4668,1919,190,195,225,239,300,301,304,318,331,2242,2277,2267,2256,2240,2237,2227,8836,4107,8554,135,8025,4590,491,2697,2832,180,182,317,2253,149,246,381,162,204,3150,138,313,445,233,278,284,293,330,2359,2048,539,551,2679,310,327,2286,184,274,386,538,366,221,398,542,158,309,375,12182,5091,2255,156,326,2233,232,275,157,230,297,315,243,365,272,325,185,234,154,231,175,174,178,235,144,241,248,228,250,2072,296,308,371,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041,920,708,926,709,799,960,638,1284,1462,759,720,1643,1706,1826,1125,1288,1037,1515,1297,988,991,1039,1047,1828,1070,660,574,1825,611,1109,984,570,955,588,1291,704,1033,990,701,1554,573,1586,1106,1644,676,1108,639,677,1820,1529,1107,727,902,1622,824,584,729,826,992,939,903,1258,1530,659,1069,1034,1821,898,897,828,752,1046,989,1215,1259,893,1693,1370,879,804,1681,795,1165,1661,1077,1375,1695,1289,1662,942,1366,620,622,1166,733,1123,1368,877,1116,629,717,718,1130,885,1680,1162,1697,791,1702,905,744,1698,757,923,1290,1163,896,745,889,1164,1699,1117,1135,1701,951,1660,1376,1372,647,1167,1696,1700,802,1121,948,947,1091,940,949,1189,952,1160,1076,726,794,878,61,62,67,95,64,122,3,107,63,75,65,66,1191,1227,1334,1344,1224,1221,1412,1192,1212,1325,1168,1487,1405,682,1222,1332,1206,1176,1322,1481,1443,1170,1684,1209,1190,1199,1440,1482,613,1196,1178,1042,1055,1326,1479,1403,1483,1316,1173,1486,1647,1315,1205,1435,1480,1648,736,1172,1195,1171,1276,1156,1327,760,1646,1321,1441,1485,1330,1343,1456,766,1175,1478,1442,1477,1323,934,1317,1399,1324,1210,1436,1552,1505,1174,911,1185,1275,1181,1455,1518,935,1220,1635,1204,860,922,735,1183,1421,933,1528,1238,861,1394,1098,1420,1392,1179])). % 129.81/129.53 cnf(12463,plain, % 129.81/129.53 (~P7(a1,f13(a1,x124631,x124632),f13(a1,x124632,x124631))), % 129.81/129.53 inference(rename_variables,[],[9665])). % 129.81/129.53 cnf(12466,plain, % 129.81/129.53 (P6(a1,x124661,f9(a1,x124661))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12486,plain, % 129.81/129.53 (~P7(a38,f21(a16,x124861),f2(a38))), % 129.81/129.53 inference(rename_variables,[],[9076])). % 129.81/129.53 cnf(12498,plain, % 129.81/129.53 (P6(a39,f18(a39,a15),f18(a39,x124981))), % 129.81/129.53 inference(rename_variables,[],[9204])). % 129.81/129.53 cnf(12510,plain, % 129.81/129.53 (P6(a1,x125101,f9(a1,x125101))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12513,plain, % 129.81/129.53 (P6(a1,x125131,f9(a1,x125131))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12529,plain, % 129.81/129.53 (~P7(a38,f21(a16,x125291),f2(a38))), % 129.81/129.53 inference(rename_variables,[],[9076])). % 129.81/129.53 cnf(12532,plain, % 129.81/129.53 (~E(f13(a39,x125321,f13(a39,f13(a39,x125322,f3(a39)),x125323)),x125321)), % 129.81/129.53 inference(rename_variables,[],[7304])). % 129.81/129.53 cnf(12538,plain, % 129.81/129.53 (P6(a39,f18(a39,a15),f18(a39,x125381))), % 129.81/129.53 inference(rename_variables,[],[9204])). % 129.81/129.53 cnf(12552,plain, % 129.81/129.53 (P6(a1,x125521,f9(a1,x125521))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12573,plain, % 129.81/129.53 (P6(a1,x125731,f9(a1,x125731))), % 129.81/129.53 inference(rename_variables,[],[8966])). % 129.81/129.53 cnf(12596,plain, % 129.81/129.53 (~P6(a38,f30(f30(f12(a38),f13(a38,f9(a38,a27),f25(a38,f25(a38,x125961,f21(a16,f2(a16))),a27))),a27),f2(a38))), % 129.81/129.53 inference(scs_inference,[],[148,166,198,224,238,267,288,295,10337,10679,4441,9576,10153,9643,8964,9074,12018,12128,12194,9717,10671,10114,10013,10167,8990,9012,9602,9998,9588,8966,11015,11222,11473,11749,11752,11873,12163,12201,12268,12275,12282,12289,12359,12374,12404,12466,12510,12513,12552,12573,9665,12463,9747,9979,4526,10292,10885,9669,9010,12298,12319,12335,12364,12383,9072,9076,12338,12486,12529,9204,11999,12024,12124,12498,12538,10866,10872,9671,12168,12413,9689,10583,10052,9593,9580,9170,9159,9066,10120,9947,9200,9556,9060,9062,9564,9615,11777,11870,11911,11918,11958,11988,9756,4901,12117,9693,10854,10967,9685,9202,9652,10688,9943,10563,7122,4203,10493,4429,3178,10219,9070,11161,11326,11445,11746,11755,11772,11799,11848,11889,11951,11961,12036,12136,12160,12185,9078,10206,9000,9743,3176,10360,10505,9827,9635,11038,11278,11587,11620,11837,1910,9659,9794,10344,9578,9133,10898,12028,12077,9120,9823,11802,9825,12217,10177,9701,416,9965,10832,9145,9936,9106,10198,9975,9252,9287,9289,9697,5472,9681,9691,11299,9242,10377,9945,1888,4578,10938,12230,8798,6998,8962,4083,10921,10559,9131,12004,10075,10650,554,10358,10352,10288,10278,10342,10262,10340,10260,10338,10332,10324,10252,10310,10322,10320,10282,10297,10284,10232,10266,10274,10256,10228,10244,6399,10852,10044,9172,10316,7116,10914,9714,7163,8788,8586,9312,9254,7304,11729,11900,11915,12047,12176,12207,12397,12532,3305,10093,8246,12058,8067,10598,8168,8970,8972,8976,8741,10639,10473,10607,8804,9408,8846,10026,10160,12092,7452,9162,10858,10549,8886,9503,8528,10719,9532,4843,137,173,8924,2706,3751,5685,4510,11820,4668,1919,190,195,225,239,300,301,304,318,331,2242,2277,2267,2256,2240,2237,2227,8836,8227,4107,8554,135,8025,4590,491,6901,6416,2697,2832,180,182,317,2253,149,246,2737,381,2755,162,204,3150,138,313,445,233,278,284,293,330,2359,2048,539,551,2679,310,327,2286,2050,184,274,386,538,366,221,398,542,158,309,375,12182,5091,2255,156,326,2233,232,275,157,230,297,315,243,365,272,325,185,234,154,231,175,328,174,178,176,235,144,241,248,228,250,249,8062,2072,296,308,371,314,153,143,321,320,655,1129,1437,916,1406,810,1338,1357,1409,1624,596,1864,1432,868,1081,1286,1063,1340,1283,644,571,982,1062,1031,1006,1538,1373,636,5333,1018,1580,829,1354,1407,1274,1621,938,1027,1453,1508,966,1024,656,1794,586,1803,1103,1292,1102,1449,648,975,880,840,978,1337,1452,650,1708,862,917,582,1733,1132,1277,1670,569,674,1541,1641,1149,873,865,963,1092,669,863,1474,1411,1692,1638,1023,809,1381,924,642,1147,747,834,601,597,1865,1099,1517,1720,1111,1476,857,565,1064,667,814,906,615,1140,1384,630,1537,1795,614,1814,626,678,668,721,1587,1278,723,694,979,1314,1285,1256,657,43,1219,1872,45,600,937,1433,59,915,1677,567,831,962,1619,1639,664,1686,680,681,591,1065,1341,20,980,954,1342,581,1036,1408,1252,927,1382,1038,5,55,1506,1711,936,587,1079,1520,28,876,1809,1596,748,618,54,1824,869,1265,1576,1713,1806,1296,1659,812,1293,1216,1450,1705,1294,778,1030,1347,1359,39,617,1687,606,1383,1531,1519,1268,1114,813,572,882,1144,18,1218,9,1707,634,627,27,12,746,691,1054,585,836,1093,561,1022,1249,1642,1532,1115,1004,956,51,1273,1575,1672,1691,628,1142,6,1008,52,633,928,592,679,594,1295,839,798,1685,866,46,899,1468,699,1053,1339,1640,1574,1804,42,1626,950,1217,1113,58,1094,1250,649,1358,1454,575,47,1715,576,663,48,1467,15,36,1731,1710,706,750,1061,1536,1690,1507,871,41,675,29,22,875,31,17,24,711,983,1043,21,981,50,38,832,4,35,40,1068,32,44,19,53,49,7,56,37,57,33,34,30,830,26,1362,697,23,1005,1146,953,16,1007,562,773,698,867,1255,8,602,609,1355,787,998,739,605,789,1842,870,1080,800,999,1073,690,1254,689,1145,872,1075,780,996,784,1364,1139,1138,1012,1141,696,1017,995,1082,607,1133,1137,1086,796,692,944,785,997,1352,1134,1074,874,738,945,737,11,684,13,14,25,10,2,1374,1127,1578,598,1585,1264,612,1463,1439,797,827,640,1032,1260,651,1040,1719,583,1044,1100,683,1387,1516,1459,1460,1045,1461,1257,1059,695,1136,652,1128,1464,1361,758,1253,1019,1263,1078,941,1126,1827,1124,1823,1110,1057,1105,1822,702,919,1041,920,708,926,709,799,960,638,1284,1462,759,720,1643,1706,1826,1125,1288,1037,1515,1297,988,991,1039,1047,1828,1070,660,574,1825,611,1109,984,570,955,588,1291,704,1033,990,701,1554,573,1586,1106,1644,676,1108,639,677,1820,1529,1107,727,902,1622,824,584,729,826,992,939,903,1258,1530,659,1069,1034,1821,898,897,828,752,1046,989,1215,1259,893,1693,1370,879,804,1681,795,1165,1661,1077,1375,1695,1289,1662,942,1366,620,622,1166,733,1123,1368,877,1116,629,717,718,1130,885,1680,1162,1697,791,1702,905,744,1698,757,923,1290,1163,896,745,889,1164,1699,1117,1135,1701,951,1660,1376,1372,647,1167,1696,1700,802,1121,948,947,1091,940,949,1189,952,1160,1076,726,794,878,61,62,67,95,64,122,3,107,63,75,65,66,1191,1227,1334,1344,1224,1221,1412,1192,1212,1325,1168,1487,1405,682,1222,1332,1206,1176,1322,1481,1443,1170,1684,1209,1190,1199,1440,1482,613,1196,1178,1042,1055,1326,1479,1403,1483,1316,1173,1486,1647,1315,1205,1435,1480,1648,736,1172,1195,1171,1276,1156,1327,760,1646,1321,1441,1485,1330,1343,1456,766,1175,1478,1442,1477,1323,934,1317,1399,1324,1210,1436,1552,1505,1174,911,1185,1275,1181,1455,1518,935,1220,1635,1204,860,922,735,1183,1421,933,1528,1238,861,1394,1098,1420,1392,1179,1201,1402,932,1200,1423,850,967,1207,970,929,1096,1400,1422,971,1429,1152,1431,1345,769,1313,910,1208,670,1240,1202,848,1346,1153,823,851,969,846,1203,1151,968,1213,1154,845,930,849,1232,1241,1122,974,815,741,972,1186,742,1155,1211,1311,973,1312,1310,671,1490,1494,1336,1465,1458,1492,1056,1388,1335,1058,1067,1228])). % 129.81/129.53 cnf(12743,plain, % 129.81/129.53 (~E(x127431,f13(a39,f13(a39,f18(a1,x127431),x127432),f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[7109])). % 129.81/129.53 cnf(12758,plain, % 129.81/129.53 (P6(a39,x127581,f13(a39,x127581,x127582))), % 129.81/129.53 inference(rename_variables,[],[399])). % 129.81/129.53 cnf(12766,plain, % 129.81/129.53 (P6(a39,x127661,f13(a39,x127662,f11(a39,f13(a39,f13(a39,x127661,x127663),f3(a39)),f3(a39))))), % 129.81/129.53 inference(rename_variables,[],[4787])). % 129.81/129.53 cnf(12769,plain, % 129.81/129.53 (P6(a39,x127691,f13(a39,x127692,f11(a39,f13(a39,f13(a39,x127691,x127693),f3(a39)),f3(a39))))), % 129.81/129.53 inference(rename_variables,[],[4787])). % 129.81/129.53 cnf(12772,plain, % 129.81/129.53 (~P7(a39,f13(a39,f13(a39,f13(a39,x127721,x127722),x127723),f3(a39)),x127721)), % 129.81/129.53 inference(rename_variables,[],[2873])). % 129.81/129.53 cnf(12775,plain, % 129.81/129.53 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x127751,x127751)),x127752),f13(a38,f25(a38,f9(a38,f3(a38)),f9(a38,f3(a38))),f13(a38,a27,x127753))),x127753)), % 129.81/129.53 inference(rename_variables,[],[7314])). % 129.81/129.53 cnf(12788,plain, % 129.81/129.53 (~P6(a39,f13(a39,f13(a39,f11(a39,x127881,x127882),x127882),f3(a39)),x127881)), % 129.81/129.53 inference(rename_variables,[],[2598])). % 129.81/129.53 cnf(12795,plain, % 129.81/129.53 (~P7(a39,f13(a39,f13(a39,f13(a39,x127951,x127952),x127953),f3(a39)),x127951)), % 129.81/129.53 inference(rename_variables,[],[2873])). % 129.81/129.53 cnf(12806,plain, % 129.81/129.53 (~E(f13(a39,x128061,f13(a39,x128062,f3(a39))),x128062)), % 129.81/129.53 inference(rename_variables,[],[1948])). % 129.81/129.53 cnf(12813,plain, % 129.81/129.53 (~P7(a39,f13(a39,f13(a39,f13(a39,x128131,x128132),x128133),f3(a39)),x128131)), % 129.81/129.53 inference(rename_variables,[],[2873])). % 129.81/129.53 cnf(12842,plain, % 129.81/129.53 (E(f11(a1,x128421,a14),x128421)), % 129.81/129.53 inference(rename_variables,[],[361])). % 129.81/129.53 cnf(12845,plain, % 129.81/129.53 (~P7(a39,f13(a39,x128451,f11(a39,f13(a39,f13(a39,x128452,x128453),f3(a39)),f3(a39))),x128452)), % 129.81/129.53 inference(rename_variables,[],[8277])). % 129.81/129.53 cnf(12861,plain, % 129.81/129.53 (~E(f13(a39,x128611,f13(a39,x128612,f3(a39))),x128612)), % 129.81/129.53 inference(rename_variables,[],[1948])). % 129.81/129.53 cnf(12864,plain, % 129.81/129.53 (E(f11(a1,x128641,a14),x128641)), % 129.81/129.53 inference(rename_variables,[],[361])). % 129.81/129.53 cnf(12867,plain, % 129.81/129.53 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x128671,x128672)),x128673),f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x128672,x128671)),x128673),x128674))),x128674)), % 129.81/129.53 inference(rename_variables,[],[2864])). % 129.81/129.53 cnf(12885,plain, % 129.81/129.53 (E(f11(a1,x128851,a14),x128851)), % 129.81/129.53 inference(rename_variables,[],[361])). % 129.81/129.53 cnf(12893,plain, % 129.81/129.53 (~P7(a39,f13(a39,f13(a39,f13(a39,x128931,x128932),x128933),f3(a39)),x128931)), % 129.81/129.53 inference(rename_variables,[],[2873])). % 129.81/129.53 cnf(12900,plain, % 129.81/129.53 (~P7(a39,f13(a39,f13(a39,f13(a39,x129001,x129002),x129003),f3(a39)),x129001)), % 129.81/129.53 inference(rename_variables,[],[2873])). % 129.81/129.53 cnf(12909,plain, % 129.81/129.53 (~E(f13(a39,x129091,f13(a39,x129092,f3(a39))),x129092)), % 129.81/129.53 inference(rename_variables,[],[1948])). % 129.81/129.53 cnf(12912,plain, % 129.81/129.53 (E(f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x129121),f30(f30(f12(a39),f11(a39,x129122,x129122)),x129123))), % 129.81/129.53 inference(rename_variables,[],[10657])). % 129.81/129.53 cnf(12930,plain, % 129.81/129.53 (P7(a39,f13(a39,x129301,f11(a39,f2(a39),x129302)),f13(a39,x129301,f3(a39)))), % 129.81/129.53 inference(rename_variables,[],[11638])). % 129.81/129.53 cnf(12968,plain, % 129.81/129.53 (~E(f13(a39,f13(a39,x129681,f3(a39)),x129682),x129681)), % 129.81/129.53 inference(rename_variables,[],[2048])). % 129.81/129.53 cnf(12971,plain, % 129.81/129.53 (E(f11(a1,x129711,a14),x129711)), % 129.81/129.53 inference(rename_variables,[],[361])). % 129.81/129.53 cnf(12976,plain, % 129.81/129.53 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x129761),f9(a38,f3(a38)))),f9(a38,f3(a38))),x129761)), % 129.81/129.53 inference(rename_variables,[],[3237])). % 129.81/129.53 cnf(12978,plain, % 129.81/129.53 (E(f11(a1,x129781,a14),x129781)), % 129.81/129.53 inference(rename_variables,[],[361])). % 129.81/129.53 cnf(12981,plain, % 129.81/129.53 (E(x129811,f13(a39,f2(a39),x129811))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(12983,plain, % 129.81/129.53 (E(x129831,f13(a39,f2(a39),x129831))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(12985,plain, % 129.81/129.53 (~E(f13(a39,f13(a39,x129851,f3(a39)),x129852),x129851)), % 129.81/129.53 inference(rename_variables,[],[2048])). % 129.81/129.53 cnf(12987,plain, % 129.81/129.53 (E(x129871,f13(a39,f2(a39),x129871))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(12989,plain, % 129.81/129.53 (E(x129891,f13(a39,f2(a39),x129891))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(12991,plain, % 129.81/129.53 (E(x129911,f13(a39,f2(a39),x129911))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(12993,plain, % 129.81/129.53 (E(x129931,f13(a39,f2(a39),x129931))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(12995,plain, % 129.81/129.53 (E(f11(a1,x129951,a14),x129951)), % 129.81/129.53 inference(rename_variables,[],[361])). % 129.81/129.53 cnf(12997,plain, % 129.81/129.53 (E(x129971,f13(a39,f2(a39),x129971))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(12999,plain, % 129.81/129.53 (E(f11(a1,x129991,a14),x129991)), % 129.81/129.53 inference(rename_variables,[],[361])). % 129.81/129.53 cnf(13001,plain, % 129.81/129.53 (E(x130011,f13(a39,f2(a39),x130011))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13003,plain, % 129.81/129.53 (E(x130031,f13(a39,f2(a39),x130031))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13005,plain, % 129.81/129.53 (E(x130051,f13(a39,f2(a39),x130051))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13007,plain, % 129.81/129.53 (E(x130071,f13(a39,f2(a39),x130071))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13009,plain, % 129.81/129.53 (E(x130091,f13(a39,f2(a39),x130091))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13011,plain, % 129.81/129.53 (E(f11(a1,x130111,a14),x130111)), % 129.81/129.53 inference(rename_variables,[],[361])). % 129.81/129.53 cnf(13013,plain, % 129.81/129.53 (E(f11(a1,x130131,a14),x130131)), % 129.81/129.53 inference(rename_variables,[],[361])). % 129.81/129.53 cnf(13015,plain, % 129.81/129.53 (E(x130151,f13(a39,f2(a39),x130151))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13017,plain, % 129.81/129.53 (E(x130171,f13(a39,f2(a39),x130171))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13019,plain, % 129.81/129.53 (E(f11(a1,x130191,a14),x130191)), % 129.81/129.53 inference(rename_variables,[],[361])). % 129.81/129.53 cnf(13021,plain, % 129.81/129.53 (E(x130211,f13(a39,f2(a39),x130211))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13023,plain, % 129.81/129.53 (E(x130231,f13(a39,f2(a39),x130231))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13025,plain, % 129.81/129.53 (E(x130251,f13(a39,f2(a39),x130251))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13027,plain, % 129.81/129.53 (E(x130271,f13(a39,f2(a39),x130271))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13029,plain, % 129.81/129.53 (E(x130291,f13(a39,f2(a39),x130291))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13031,plain, % 129.81/129.53 (E(x130311,f13(a39,f2(a39),x130311))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13033,plain, % 129.81/129.53 (E(x130331,f13(a39,f2(a39),x130331))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13035,plain, % 129.81/129.53 (E(x130351,f13(a39,f2(a39),x130351))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13037,plain, % 129.81/129.53 (E(x130371,f13(a39,f2(a39),x130371))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13039,plain, % 129.81/129.53 (E(x130391,f13(a39,f2(a39),x130391))), % 129.81/129.53 inference(rename_variables,[],[2151])). % 129.81/129.53 cnf(13042,plain, % 129.81/129.53 (E(x130421,f13(a39,f2(a39),x130421))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13044,plain, % 129.81/129.54 (E(x130441,f13(a39,f2(a39),x130441))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13046,plain, % 129.81/129.54 (E(x130461,f13(a39,f2(a39),x130461))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13048,plain, % 129.81/129.54 (E(x130481,f13(a39,f2(a39),x130481))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13050,plain, % 129.81/129.54 (E(x130501,f13(a39,f2(a39),x130501))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13052,plain, % 129.81/129.54 (E(x130521,f13(a39,f2(a39),x130521))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13054,plain, % 129.81/129.54 (E(x130541,f13(a39,f2(a39),x130541))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13056,plain, % 129.81/129.54 (E(x130561,f13(a39,f2(a39),x130561))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13058,plain, % 129.81/129.54 (E(x130581,f13(a39,f2(a39),x130581))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13060,plain, % 129.81/129.54 (E(x130601,f13(a39,f2(a39),x130601))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13062,plain, % 129.81/129.54 (E(x130621,f13(a39,f2(a39),x130621))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13064,plain, % 129.81/129.54 (E(x130641,f13(a39,f2(a39),x130641))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13066,plain, % 129.81/129.54 (E(x130661,f13(a39,f2(a39),x130661))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13068,plain, % 129.81/129.54 (E(x130681,f13(a39,f2(a39),x130681))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13070,plain, % 129.81/129.54 (E(x130701,f13(a39,f2(a39),x130701))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13072,plain, % 129.81/129.54 (E(x130721,f13(a39,f2(a39),x130721))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13074,plain, % 129.81/129.54 (E(x130741,f13(a39,f2(a39),x130741))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13076,plain, % 129.81/129.54 (E(x130761,f13(a39,f2(a39),x130761))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13078,plain, % 129.81/129.54 (E(x130781,f13(a39,f2(a39),x130781))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13080,plain, % 129.81/129.54 (E(x130801,f13(a39,f2(a39),x130801))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13082,plain, % 129.81/129.54 (E(x130821,f13(a39,f2(a39),x130821))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13084,plain, % 129.81/129.54 (E(x130841,f13(a39,f2(a39),x130841))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13086,plain, % 129.81/129.54 (E(x130861,f13(a39,f2(a39),x130861))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13088,plain, % 129.81/129.54 (E(x130881,f13(a39,f2(a39),x130881))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13090,plain, % 129.81/129.54 (E(x130901,f13(a39,f2(a39),x130901))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13092,plain, % 129.81/129.54 (E(x130921,f13(a39,f2(a39),x130921))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13094,plain, % 129.81/129.54 (E(x130941,f13(a39,f2(a39),x130941))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13096,plain, % 129.81/129.54 (E(x130961,f13(a39,f2(a39),x130961))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13098,plain, % 129.81/129.54 (E(x130981,f13(a39,f2(a39),x130981))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13100,plain, % 129.81/129.54 (E(x131001,f13(a39,f2(a39),x131001))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13102,plain, % 129.81/129.54 (E(x131021,f13(a39,f2(a39),x131021))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13104,plain, % 129.81/129.54 (E(x131041,f13(a39,f2(a39),x131041))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13106,plain, % 129.81/129.54 (E(x131061,f13(a39,f2(a39),x131061))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13108,plain, % 129.81/129.54 (E(x131081,f13(a39,f2(a39),x131081))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13110,plain, % 129.81/129.54 (E(x131101,f13(a39,f2(a39),x131101))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13112,plain, % 129.81/129.54 (E(x131121,f13(a39,f2(a39),x131121))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13114,plain, % 129.81/129.54 (E(x131141,f13(a39,f2(a39),x131141))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13116,plain, % 129.81/129.54 (E(x131161,f13(a39,f2(a39),x131161))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13118,plain, % 129.81/129.54 (E(x131181,f13(a39,f2(a39),x131181))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13120,plain, % 129.81/129.54 (E(x131201,f13(a39,f2(a39),x131201))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13122,plain, % 129.81/129.54 (P6(a39,f2(a39),x131221)), % 129.81/129.54 inference(rename_variables,[],[375])). % 129.81/129.54 cnf(13125,plain, % 129.81/129.54 (P6(a39,f2(a39),x131251)), % 129.81/129.54 inference(rename_variables,[],[375])). % 129.81/129.54 cnf(13128,plain, % 129.81/129.54 (E(x131281,f13(a39,f2(a39),x131281))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13149,plain, % 129.81/129.54 (E(x131491,f13(a39,f2(a39),x131491))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13152,plain, % 129.81/129.54 (~E(x131521,f13(a39,f30(f30(f12(a39),f11(a39,x131522,x131522)),x131523),f13(a39,f13(a39,f30(f30(f12(a39),x131522),x131523),x131521),f3(a39))))), % 129.81/129.54 inference(rename_variables,[],[2193])). % 129.81/129.54 cnf(13164,plain, % 129.81/129.54 (P6(a39,x131641,f13(a39,f13(a39,x131642,f11(a39,f13(a39,f11(a39,f13(a39,x131641,x131643),x131643),f3(a39)),f3(a39))),x131644))), % 129.81/129.54 inference(rename_variables,[],[5059])). % 129.81/129.54 cnf(13170,plain, % 129.81/129.54 (P6(a39,f18(a39,a15),f18(a39,x131701))), % 129.81/129.54 inference(rename_variables,[],[9204])). % 129.81/129.54 cnf(13187,plain, % 129.81/129.54 (~P7(a1,f13(a1,f2(a1),x131871),x131871)), % 129.81/129.54 inference(rename_variables,[],[2945])). % 129.81/129.54 cnf(13190,plain, % 129.81/129.54 (~P7(f13(a39,f11(a39,a38,a38),a38),x131901,x131901)), % 129.81/129.54 inference(rename_variables,[],[2793])). % 129.81/129.54 cnf(13193,plain, % 129.81/129.54 (~P6(a39,f13(a39,f30(f30(f12(a39),f11(a39,x131931,x131931)),x131932),f13(a39,f13(a39,f30(f30(f12(a39),x131931),x131932),x131933),f3(a39))),x131933)), % 129.81/129.54 inference(rename_variables,[],[2211])). % 129.81/129.54 cnf(13194,plain, % 129.81/129.54 (P6(a39,x131941,x131941)), % 129.81/129.54 inference(rename_variables,[],[365])). % 129.81/129.54 cnf(13205,plain, % 129.81/129.54 (~P6(a39,f13(a39,f13(a39,x132051,f3(a39)),x132052),x132051)), % 129.81/129.54 inference(rename_variables,[],[2002])). % 129.81/129.54 cnf(13211,plain, % 129.81/129.54 (~P7(a1,a14,f13(a1,f11(a1,a14,f11(a1,x132111,x132111)),f11(a1,a14,f11(a1,x132111,x132111))))), % 129.81/129.54 inference(rename_variables,[],[9172])). % 129.81/129.54 cnf(13216,plain, % 129.81/129.54 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x132161),f9(a38,f3(a38)))),f9(a38,f3(a38))),x132161)), % 129.81/129.54 inference(rename_variables,[],[3237])). % 129.81/129.54 cnf(13219,plain, % 129.81/129.54 (~E(x132191,f13(a39,f30(f30(f12(a39),f11(a39,x132192,x132192)),x132193),f13(a39,f13(a39,f30(f30(f12(a39),x132192),x132193),x132191),f3(a39))))), % 129.81/129.54 inference(rename_variables,[],[2193])). % 129.81/129.54 cnf(13220,plain, % 129.81/129.54 (P6(a39,x132201,x132201)), % 129.81/129.54 inference(rename_variables,[],[365])). % 129.81/129.54 cnf(13228,plain, % 129.81/129.54 (P6(a39,x132281,x132281)), % 129.81/129.54 inference(rename_variables,[],[365])). % 129.81/129.54 cnf(13231,plain, % 129.81/129.54 (~E(f13(a39,f13(a39,x132311,f3(a39)),x132312),x132311)), % 129.81/129.54 inference(rename_variables,[],[2048])). % 129.81/129.54 cnf(13237,plain, % 129.81/129.54 (P6(a39,x132371,x132371)), % 129.81/129.54 inference(rename_variables,[],[365])). % 129.81/129.54 cnf(13238,plain, % 129.81/129.54 (P6(a39,f18(a39,a15),f18(a39,x132381))), % 129.81/129.54 inference(rename_variables,[],[9204])). % 129.81/129.54 cnf(13242,plain, % 129.81/129.54 (P6(a38,f2(a38),f25(a38,x132421,f2(a38)))), % 129.81/129.54 inference(rename_variables,[],[2527])). % 129.81/129.54 cnf(13245,plain, % 129.81/129.54 (~P7(f13(a39,f11(a39,a38,a38),a38),x132451,x132451)), % 129.81/129.54 inference(rename_variables,[],[2793])). % 129.81/129.54 cnf(13259,plain, % 129.81/129.54 (E(f11(a1,x132591,a14),x132591)), % 129.81/129.54 inference(rename_variables,[],[361])). % 129.81/129.54 cnf(13262,plain, % 129.81/129.54 (~P7(f13(a39,f11(a39,a38,a38),a38),x132621,x132621)), % 129.81/129.54 inference(rename_variables,[],[2793])). % 129.81/129.54 cnf(13275,plain, % 129.81/129.54 (~E(f13(a16,x132751,a14),f13(a16,x132751,a15))), % 129.81/129.54 inference(rename_variables,[],[9998])). % 129.81/129.54 cnf(13278,plain, % 129.81/129.54 (E(f13(a39,f30(f30(f12(a39),f11(a39,f2(a39),f13(a39,f2(a39),f2(a39)))),x132781),f13(a39,f30(f30(f12(a39),f2(a39)),x132781),x132782)),x132782)), % 129.81/129.54 inference(rename_variables,[],[2186])). % 129.81/129.54 cnf(13279,plain, % 129.81/129.54 (P6(a39,x132791,x132791)), % 129.81/129.54 inference(rename_variables,[],[365])). % 129.81/129.54 cnf(13283,plain, % 129.81/129.54 (~E(f11(a39,f13(a39,f13(a39,x132831,x132832),f3(a39)),x132832),x132831)), % 129.81/129.54 inference(rename_variables,[],[2568])). % 129.81/129.54 cnf(13319,plain, % 129.81/129.54 (~E(x133191,f13(a39,f30(f30(f12(a39),f11(a39,x133192,x133192)),x133193),f13(a39,f13(a39,f30(f30(f12(a39),x133192),x133193),x133191),f3(a39))))), % 129.81/129.54 inference(rename_variables,[],[2193])). % 129.81/129.54 cnf(13323,plain, % 129.81/129.54 (P6(a39,x133231,x133231)), % 129.81/129.54 inference(rename_variables,[],[365])). % 129.81/129.54 cnf(13342,plain, % 129.81/129.54 (P6(a39,x133421,x133421)), % 129.81/129.54 inference(rename_variables,[],[365])). % 129.81/129.54 cnf(13345,plain, % 129.81/129.54 (~E(x133451,f13(a39,f30(f30(f12(a39),f11(a39,x133452,x133452)),x133453),f13(a39,f13(a39,f30(f30(f12(a39),x133452),x133453),x133451),f3(a39))))), % 129.81/129.54 inference(rename_variables,[],[2193])). % 129.81/129.54 cnf(13346,plain, % 129.81/129.54 (P6(a39,x133461,x133461)), % 129.81/129.54 inference(rename_variables,[],[365])). % 129.81/129.54 cnf(13349,plain, % 129.81/129.54 (~E(f13(a39,x133491,f13(a39,x133492,f3(a39))),x133492)), % 129.81/129.54 inference(rename_variables,[],[1948])). % 129.81/129.54 cnf(13355,plain, % 129.81/129.54 (P6(a39,x133551,x133551)), % 129.81/129.54 inference(rename_variables,[],[365])). % 129.81/129.54 cnf(13358,plain, % 129.81/129.54 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x133581),f9(a38,f3(a38)))),f9(a38,f3(a38))),x133581)), % 129.81/129.54 inference(rename_variables,[],[3237])). % 129.81/129.54 cnf(13383,plain, % 129.81/129.54 (E(f11(a1,x133831,a14),x133831)), % 129.81/129.54 inference(rename_variables,[],[361])). % 129.81/129.54 cnf(13386,plain, % 129.81/129.54 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x133861,x133862)),x133863),f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x133862,x133861)),x133863),x133864))),x133864)), % 129.81/129.54 inference(rename_variables,[],[2864])). % 129.81/129.54 cnf(13395,plain, % 129.81/129.54 (~P6(a38,f30(f30(f12(a38),f13(a38,f9(a38,a27),f25(a38,x133951,a27))),a27),x133951)), % 129.81/129.54 inference(rename_variables,[],[10598])). % 129.81/129.54 cnf(13403,plain, % 129.81/129.54 (P7(a38,x134031,f25(a38,f13(a38,a27,f30(f30(f12(a38),f9(a38,x134031)),a27)),a27))), % 129.81/129.54 inference(rename_variables,[],[8822])). % 129.81/129.54 cnf(13419,plain, % 129.81/129.54 (~E(f13(a39,f13(a39,x134191,f3(a39)),x134192),x134191)), % 129.81/129.54 inference(rename_variables,[],[2048])). % 129.81/129.54 cnf(13425,plain, % 129.81/129.54 (~E(f30(f30(f12(a1),x134251),f13(a39,f13(a39,f13(a39,f18(a1,a15),f3(a39)),f3(a39)),f13(a39,x134252,f3(a1)))),f3(a1))), % 129.81/129.54 inference(rename_variables,[],[11818])). % 129.81/129.54 cnf(13426,plain, % 129.81/129.54 (~E(f13(a39,x134261,f13(a39,f13(a39,x134262,f13(a39,x134263,f3(a39))),x134264)),x134263)), % 129.81/129.54 inference(rename_variables,[],[7192])). % 129.81/129.54 cnf(13441,plain, % 129.81/129.54 (E(x134411,f13(a39,f2(a39),x134411))), % 129.81/129.54 inference(rename_variables,[],[2151])). % 129.81/129.54 cnf(13448,plain, % 129.81/129.54 (P6(a38,x134481,f30(f30(f12(a38),f25(a38,f13(a38,a27,x134481),f9(a38,f3(a38)))),f9(a38,f3(a38))))), % 129.81/129.54 inference(rename_variables,[],[8161])). % 129.81/129.54 cnf(13470,plain, % 129.81/129.54 (~E(x134701,f13(a39,f30(f30(f12(a39),f11(a39,x134702,x134702)),x134703),f13(a39,f13(a39,f30(f30(f12(a39),x134702),x134703),x134701),f3(a39))))), % 129.81/129.54 inference(rename_variables,[],[2193])). % 129.81/129.54 cnf(13476,plain, % 129.81/129.54 (E(f30(f30(f12(a38),f30(f30(f12(a38),x134761),x134762)),x134763),f30(f30(f12(a38),x134761),f30(f30(f12(a38),x134762),x134763)))), % 129.81/129.54 inference(rename_variables,[],[441])). % 129.81/129.54 cnf(13485,plain, % 129.81/129.54 (P7(a38,x134851,f25(a38,f13(a38,a27,f30(f30(f12(a38),x134851),a27)),a27))), % 129.81/129.54 inference(rename_variables,[],[6027])). % 129.81/129.54 cnf(13494,plain, % 129.81/129.54 (~P7(a1,x134941,f13(a1,f30(f30(f12(a1),f11(a1,x134942,x134942)),x134943),x134941))), % 129.81/129.54 inference(rename_variables,[],[4755])). % 129.81/129.54 cnf(13500,plain, % 129.81/129.54 (~E(f25(a38,f13(a38,a27,f30(f30(f12(a38),x135001),a27)),a27),x135001)), % 129.81/129.54 inference(rename_variables,[],[4533])). % 129.81/129.54 cnf(13507,plain, % 129.81/129.54 (~P7(a38,f30(f30(f12(a38),f11(a38,x135071,x135071)),x135072),f2(a38))), % 129.81/129.54 inference(rename_variables,[],[2424])). % 129.81/129.54 cnf(13514,plain, % 129.81/129.54 (~P7(a1,x135141,x135141)), % 129.81/129.54 inference(rename_variables,[],[1801])). % 129.81/129.54 cnf(13519,plain, % 129.81/129.54 (P6(a39,f2(a39),x135191)), % 129.81/129.54 inference(rename_variables,[],[375])). % 129.81/129.54 cnf(13522,plain, % 129.81/129.54 (E(f11(a1,x135221,a14),x135221)), % 129.81/129.54 inference(rename_variables,[],[361])). % 129.81/129.54 cnf(13532,plain, % 129.81/129.54 (E(f30(f30(f12(a38),f30(f30(f12(a38),x135321),x135322)),x135323),f30(f30(f12(a38),x135321),f30(f30(f12(a38),x135322),x135323)))), % 129.81/129.54 inference(rename_variables,[],[441])). % 129.81/129.54 cnf(13541,plain, % 129.81/129.54 (P6(a39,f2(a39),x135411)), % 129.81/129.54 inference(rename_variables,[],[375])). % 129.81/129.54 cnf(13552,plain, % 129.81/129.54 (~P7(a1,f13(a1,x135521,x135522),f13(a1,x135522,x135521))), % 129.81/129.54 inference(rename_variables,[],[9665])). % 129.81/129.54 cnf(13573,plain, % 129.81/129.54 (P6(f13(a39,f11(a39,a38,a38),a38),x135731,x135731)), % 129.81/129.54 inference(rename_variables,[],[2045])). % 129.81/129.54 cnf(13576,plain, % 129.81/129.54 (P7(a38,x135761,f25(a38,f13(a38,a27,f30(f30(f12(a38),x135761),a27)),a27))), % 129.81/129.54 inference(rename_variables,[],[6027])). % 129.81/129.54 cnf(13581,plain, % 129.81/129.54 (E(f11(a1,x135811,a14),x135811)), % 129.81/129.54 inference(rename_variables,[],[361])). % 129.81/129.54 cnf(13584,plain, % 129.81/129.54 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x135841),f9(a38,f3(a38)))),f9(a38,f3(a38))),x135841)), % 129.81/129.54 inference(rename_variables,[],[3237])). % 129.81/129.54 cnf(13598,plain, % 129.81/129.54 (~P6(a38,f13(a38,f30(f30(f12(a38),f11(a38,x135981,x135982)),x135983),f13(a38,a27,f13(a38,f30(f30(f12(a38),f11(a38,x135982,x135981)),x135983),x135984))),x135984)), % 129.81/129.54 inference(rename_variables,[],[2864])). % 129.81/129.54 cnf(13605,plain, % 129.81/129.54 (~P7(a38,f30(f30(f12(a38),f11(a38,x136051,x136051)),x136052),f2(a38))), % 129.81/129.54 inference(rename_variables,[],[2424])). % 129.81/129.54 cnf(13608,plain, % 129.81/129.54 (~P6(a38,f25(a38,f13(a38,a27,f30(f30(f12(a38),x136081),f9(a38,f3(a38)))),f9(a38,f3(a38))),x136081)), % 129.81/129.54 inference(rename_variables,[],[3237])). % 129.81/129.54 cnf(13626,plain, % 129.81/129.54 (P6(a38,f2(a38),f9(a38,x136261))), % 129.81/129.54 inference(rename_variables,[],[10866])). % 129.81/129.54 cnf(13638,plain, % 129.81/129.54 (~P7(f13(a39,f11(a39,a38,a38),a38),x136381,x136381)), % 129.81/129.54 inference(rename_variables,[],[2793])). % 129.81/129.54 cnf(13673,plain, % 129.81/129.54 (E(f11(a1,x136731,a14),x136731)), % 129.81/129.54 inference(rename_variables,[],[361])). % 129.81/129.54 cnf(13735,plain, % 129.81/129.54 ($false), % 129.81/129.54 inference(scs_inference,[],[560,320,321,143,314,9074,3619,153,308,296,371,273,235,5113,8857,144,6055,2072,4503,229,8062,249,250,228,9576,220,234,248,527,241,174,178,176,9643,9204,13170,13238,3912,158,2157,328,2247,8964,9979,3463,315,185,230,329,9652,325,231,2056,9120,297,272,243,279,156,3240,10167,9072,10114,10026,10292,157,276,365,13194,13220,13228,13237,13279,13323,13342,13346,13355,5185,9588,177,9200,2362,316,242,8236,309,134,221,150,9133,4441,159,364,2076,375,13122,13125,13519,13541,370,9012,184,181,361,12842,12864,12885,12971,12978,12995,12999,13011,13013,13019,13259,13383,13522,13581,13673,398,10583,136,244,542,2550,330,2359,5059,13164,10885,1883,284,2286,4244,1939,1799,2045,13573,9615,10177,233,310,1957,2079,293,2172,261,4161,2527,13242,3237,12976,13216,13358,13584,13608,2442,1801,13514,9936,9202,8976,204,298,2522,5033,240,2002,13205,306,5685,2151,12981,12983,12987,12989,12991,12993,12997,13001,13003,13005,13007,13009,13015,13017,13021,13023,13025,13027,13029,13031,13033,13035,13037,13039,13042,13044,13046,13048,13050,13052,13054,13056,13058,13060,13062,13064,13066,13068,13070,13072,13074,13076,13078,13080,13082,13084,13086,13088,13090,13092,13094,13096,13098,13100,13102,13104,13106,13108,13110,13112,13114,13116,13118,13120,13128,13149,13441,2414,2199,5123,2048,12968,12985,13231,13419,551,2186,13278,8919,2043,210,287,226,283,312,202,3476,2193,13152,13219,13319,13345,13470,2424,13507,13605,1948,12806,12861,12909,13349,6027,13485,13576,2864,12867,13386,13598,2376,1954,399,12758,406,2568,13283,445,1999,2945,13187,2793,13190,13245,13262,13638,2417,4533,13500,8822,13403,5306,9162,10866,13626,4787,12766,12769,10120,9665,13552,9172,13211,10360,197,305,333,194,212,4755,13494,2282,2873,12772,12795,12813,12893,12900,139,3001,2755,8239,2026,8227,4758,10650,6357,8836,2598,12788,2211,13193,404,9159,8205,5613,5551,6348,2252,286,10288,3093,146,2242,223,237,256,264,281,301,318,322,335,2267,3103,3134,3010,3012,7109,12743,277,2022,6151,5069,6901,5194,441,13476,13532,2927,2908,9998,13275,9408,9714,5381,7334,8793,8229,554,3431,8102,6975,7192,13426,1877,9681,9701,8263,7163,8804,8846,6284,10598,13395,8168,373,9106,4840,10473,10719,6852,8161,13448,4497,10093,9010,8054,8808,7239,8277,12845,9312,8738,8067,3234,7430,2257,8962,10679,265,6656,7314,12775,6480,7409,1978,8924,6918,6641,5398,5411,6483,6388,6802,4672,11818,13425,11859,10668,10754,11586,11626,8322,3014,8446,11354,11230,11122,11187,11638,12930,11824,12323,4859,12102,9737,12079,12054,12596,10868,10032,9876,4478,6277,8327,5388,10890,9901,8242,9429,10122,10657,12912,11076,9055,9237,9234,520,12040,10112,12430,9762,11224,10421,12308,10084,9347,509,506,11977,8753,10139,11415,8877,11917,8259,7263,11090,8126,9167,7771,11403,10612,11070,2338,10862,6646,2,10,25,13,14,684,11,737,1352,945,1074,738,874,1134,1086,997,1137,692,858,1082,1133,607,995,1017,785,1012,1141,784,1139,563,696,859,944,996,854,1873,1138,689,1073,855,1364,780,578,705,1080,1145,856,1075,579,605,580,872,599,787,852,1355,739,690,725,590,1254,999,800,789,853,870,564,1842,998,1255,602,609,577,773,1005,1789,1146,1007,7,1362,1043,699,679,1030,871,1064,1314,565,862,2603,8917,1870,5333,1031,868,1718,1749,1756,2605,66,75,63,113,65,3,100,83,60,84,107,97,80,108,82,81,93,67,122,95,87,68,64,128,133,103,96,119,78,126,111,94,105,62,109,92,88,120,70,99,127,112,129,89,76,85,131,117,77,86,104,118,114,71,110,132,101,106,90,116,115,73,121,91,69,125,72,123,61,79,124,130,74,102,878,794,1076,726,1091,1160,947,1161,949,940,952,1189,1372,951,948,802,1135,1167,1164,1121,744,646,1696,1704,1700,1163,724,905,1376,1701,745,807,1117,1683,1290,1699,1660,923,1694,791,1702,757,896,717,620,1162,1123,1698,889,877,942,629,1680,1662,1130,1116,718,730,1165,1166,733,1697,1366,589,1118,1077,879,1375,1661,1663,1681,795,1119,1368,622,1187,1289,1682,989,847,1693,1695,1046,804,645,1716,1370,897,1259,1215,593,1703,828,659,1258,903,939,1529,1530,1002,991,943,1108,1554,902,1827,1047,1045,1263,1828,1719,1044,1105,1284,1120,941,1387,652,827,1360,1734,671,1312,843,1211,1310,973,742,1186,1311,1155,817,849,1244,1232,930,1154,1122,741,972,1346,1241,845,670,1203,815,974,851,848,1429,1431,969,846,910,1213,823,1400,971,968,1096,1151,1345,842,1247,1153,1202,1243,1422,1152,1240,1208,769,1233,1313,1237,1207,976,850,661,977,1423,929,967,1416,1415,1200,1417,970,932,740,1239,1242,1245,1098,1420,1392,1394,1414,861,1179,1402,933,1421,922,1528,1234,860,1238,1635,911,1183,1477,1552,1321,1204,1486,1399,1327]), % 129.81/129.54 ['proof']). % 129.81/129.54 % SZS output end Proof % 129.81/129.54 % Total time :127.770000s %------------------------------------------------------------------------------