TSTP Solution File: SEU188+2 by CSE---1.6
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : SEU188+2 : TPTP v8.1.2. Released v3.3.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% Computer : n012.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 300s
% DateTime : Thu Aug 31 16:18:15 EDT 2023
% Result : Theorem 64.66s 64.71s
% Output : CNFRefutation 64.82s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.10/0.12 % Problem : SEU188+2 : TPTP v8.1.2. Released v3.3.0.
% 0.10/0.12 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% 0.13/0.34 % Computer : n012.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 Aug 23 19:09:27 EDT 2023
% 0.13/0.34 % CPUTime :
% 0.20/0.52 start to proof:theBenchmark
% 64.59/64.66 %-------------------------------------------
% 64.59/64.66 % File :CSE---1.6
% 64.59/64.66 % Problem :theBenchmark
% 64.59/64.66 % Transform :cnf
% 64.59/64.66 % Format :tptp:raw
% 64.59/64.66 % Command :java -jar mcs_scs.jar %d %s
% 64.59/64.66
% 64.59/64.66 % Result :Theorem 63.990000s
% 64.59/64.66 % Output :CNFRefutation 63.990000s
% 64.59/64.66 %-------------------------------------------
% 64.59/64.67 %------------------------------------------------------------------------------
% 64.59/64.67 % File : SEU188+2 : TPTP v8.1.2. Released v3.3.0.
% 64.59/64.67 % Domain : Set theory
% 64.59/64.67 % Problem : MPTP chainy problem t64_relat_1
% 64.59/64.67 % Version : [Urb07] axioms : Especial.
% 64.59/64.68 % English :
% 64.59/64.68
% 64.59/64.68 % Refs : [Ban01] Bancerek et al. (2001), On the Characterizations of Co
% 64.59/64.68 % : [Urb07] Urban (2006), Email to G. Sutcliffe
% 64.59/64.68 % Source : [Urb07]
% 64.59/64.68 % Names : chainy-t64_relat_1 [Urb07]
% 64.59/64.68
% 64.59/64.68 % Status : Theorem
% 64.59/64.68 % Rating : 0.28 v8.1.0, 0.22 v7.4.0, 0.17 v7.2.0, 0.14 v7.1.0, 0.17 v7.0.0, 0.13 v6.4.0, 0.19 v6.3.0, 0.25 v6.2.0, 0.32 v6.1.0, 0.43 v6.0.0, 0.39 v5.5.0, 0.41 v5.4.0, 0.46 v5.3.0, 0.52 v5.2.0, 0.35 v5.1.0, 0.38 v5.0.0, 0.42 v4.1.0, 0.39 v4.0.0, 0.42 v3.7.0, 0.40 v3.5.0, 0.37 v3.4.0, 0.53 v3.3.0
% 64.59/64.68 % Syntax : Number of formulae : 170 ( 48 unt; 0 def)
% 64.59/64.68 % Number of atoms : 416 ( 98 equ)
% 64.59/64.68 % Maximal formula atoms : 11 ( 2 avg)
% 64.59/64.68 % Number of connectives : 311 ( 65 ~; 7 |; 74 &)
% 64.59/64.68 % ( 51 <=>; 114 =>; 0 <=; 0 <~>)
% 64.59/64.68 % Maximal formula depth : 14 ( 5 avg)
% 64.59/64.68 % Maximal term depth : 3 ( 1 avg)
% 64.59/64.68 % Number of predicates : 10 ( 8 usr; 1 prp; 0-2 aty)
% 64.59/64.68 % Number of functors : 22 ( 22 usr; 1 con; 0-3 aty)
% 64.59/64.68 % Number of variables : 354 ( 337 !; 17 ?)
% 64.59/64.68 % SPC : FOF_THM_RFO_SEQ
% 64.59/64.68
% 64.59/64.68 % Comments : Translated by MPTP 0.2 from the original problem in the Mizar
% 64.59/64.68 % library, www.mizar.org
% 64.59/64.68 %------------------------------------------------------------------------------
% 64.59/64.68 fof(antisymmetry_r2_hidden,axiom,
% 64.59/64.68 ! [A,B] :
% 64.59/64.68 ( in(A,B)
% 64.59/64.68 => ~ in(B,A) ) ).
% 64.59/64.68
% 64.59/64.68 fof(antisymmetry_r2_xboole_0,axiom,
% 64.59/64.68 ! [A,B] :
% 64.59/64.68 ( proper_subset(A,B)
% 64.59/64.68 => ~ proper_subset(B,A) ) ).
% 64.59/64.68
% 64.59/64.68 fof(cc1_relat_1,axiom,
% 64.59/64.68 ! [A] :
% 64.59/64.68 ( empty(A)
% 64.59/64.68 => relation(A) ) ).
% 64.59/64.68
% 64.59/64.68 fof(commutativity_k2_tarski,axiom,
% 64.59/64.68 ! [A,B] : unordered_pair(A,B) = unordered_pair(B,A) ).
% 64.59/64.68
% 64.59/64.68 fof(commutativity_k2_xboole_0,axiom,
% 64.59/64.68 ! [A,B] : set_union2(A,B) = set_union2(B,A) ).
% 64.59/64.68
% 64.59/64.68 fof(commutativity_k3_xboole_0,axiom,
% 64.59/64.68 ! [A,B] : set_intersection2(A,B) = set_intersection2(B,A) ).
% 64.59/64.68
% 64.66/64.68 fof(d10_xboole_0,axiom,
% 64.66/64.68 ! [A,B] :
% 64.66/64.68 ( A = B
% 64.66/64.68 <=> ( subset(A,B)
% 64.66/64.68 & subset(B,A) ) ) ).
% 64.66/64.68
% 64.66/64.68 fof(d1_relat_1,axiom,
% 64.66/64.68 ! [A] :
% 64.66/64.68 ( relation(A)
% 64.66/64.68 <=> ! [B] :
% 64.66/64.68 ~ ( in(B,A)
% 64.66/64.68 & ! [C,D] : B != ordered_pair(C,D) ) ) ).
% 64.66/64.68
% 64.66/64.68 fof(d1_setfam_1,axiom,
% 64.66/64.68 ! [A,B] :
% 64.66/64.68 ( ( A != empty_set
% 64.66/64.68 => ( B = set_meet(A)
% 64.66/64.68 <=> ! [C] :
% 64.66/64.68 ( in(C,B)
% 64.66/64.68 <=> ! [D] :
% 64.66/64.68 ( in(D,A)
% 64.66/64.68 => in(C,D) ) ) ) )
% 64.66/64.68 & ( A = empty_set
% 64.66/64.68 => ( B = set_meet(A)
% 64.66/64.68 <=> B = empty_set ) ) ) ).
% 64.66/64.68
% 64.66/64.68 fof(d1_tarski,axiom,
% 64.66/64.68 ! [A,B] :
% 64.66/64.68 ( B = singleton(A)
% 64.66/64.68 <=> ! [C] :
% 64.66/64.68 ( in(C,B)
% 64.66/64.68 <=> C = A ) ) ).
% 64.66/64.68
% 64.66/64.68 fof(d1_xboole_0,axiom,
% 64.66/64.68 ! [A] :
% 64.66/64.68 ( A = empty_set
% 64.66/64.68 <=> ! [B] : ~ in(B,A) ) ).
% 64.66/64.68
% 64.66/64.68 fof(d1_zfmisc_1,axiom,
% 64.66/64.68 ! [A,B] :
% 64.66/64.68 ( B = powerset(A)
% 64.66/64.68 <=> ! [C] :
% 64.66/64.68 ( in(C,B)
% 64.66/64.68 <=> subset(C,A) ) ) ).
% 64.66/64.68
% 64.66/64.68 fof(d2_subset_1,axiom,
% 64.66/64.68 ! [A,B] :
% 64.66/64.68 ( ( ~ empty(A)
% 64.66/64.68 => ( element(B,A)
% 64.66/64.68 <=> in(B,A) ) )
% 64.66/64.68 & ( empty(A)
% 64.66/64.68 => ( element(B,A)
% 64.66/64.68 <=> empty(B) ) ) ) ).
% 64.66/64.68
% 64.66/64.68 fof(d2_tarski,axiom,
% 64.66/64.68 ! [A,B,C] :
% 64.66/64.68 ( C = unordered_pair(A,B)
% 64.66/64.68 <=> ! [D] :
% 64.66/64.68 ( in(D,C)
% 64.66/64.68 <=> ( D = A
% 64.66/64.68 | D = B ) ) ) ).
% 64.66/64.68
% 64.66/64.68 fof(d2_xboole_0,axiom,
% 64.66/64.68 ! [A,B,C] :
% 64.66/64.68 ( C = set_union2(A,B)
% 64.66/64.68 <=> ! [D] :
% 64.66/64.68 ( in(D,C)
% 64.66/64.68 <=> ( in(D,A)
% 64.66/64.68 | in(D,B) ) ) ) ).
% 64.66/64.68
% 64.66/64.68 fof(d2_zfmisc_1,axiom,
% 64.66/64.68 ! [A,B,C] :
% 64.66/64.68 ( C = cartesian_product2(A,B)
% 64.66/64.68 <=> ! [D] :
% 64.66/64.68 ( in(D,C)
% 64.66/64.68 <=> ? [E,F] :
% 64.66/64.68 ( in(E,A)
% 64.66/64.68 & in(F,B)
% 64.66/64.68 & D = ordered_pair(E,F) ) ) ) ).
% 64.66/64.68
% 64.66/64.68 fof(d3_tarski,axiom,
% 64.66/64.68 ! [A,B] :
% 64.66/64.68 ( subset(A,B)
% 64.66/64.68 <=> ! [C] :
% 64.66/64.68 ( in(C,A)
% 64.66/64.68 => in(C,B) ) ) ).
% 64.66/64.68
% 64.66/64.68 fof(d3_xboole_0,axiom,
% 64.66/64.68 ! [A,B,C] :
% 64.66/64.68 ( C = set_intersection2(A,B)
% 64.66/64.68 <=> ! [D] :
% 64.66/64.69 ( in(D,C)
% 64.66/64.69 <=> ( in(D,A)
% 64.66/64.69 & in(D,B) ) ) ) ).
% 64.66/64.69
% 64.66/64.69 fof(d4_relat_1,axiom,
% 64.66/64.69 ! [A] :
% 64.66/64.69 ( relation(A)
% 64.66/64.69 => ! [B] :
% 64.66/64.69 ( B = relation_dom(A)
% 64.66/64.69 <=> ! [C] :
% 64.66/64.69 ( in(C,B)
% 64.66/64.69 <=> ? [D] : in(ordered_pair(C,D),A) ) ) ) ).
% 64.66/64.69
% 64.66/64.69 fof(d4_subset_1,axiom,
% 64.66/64.69 ! [A] : cast_to_subset(A) = A ).
% 64.66/64.69
% 64.66/64.69 fof(d4_tarski,axiom,
% 64.66/64.69 ! [A,B] :
% 64.66/64.69 ( B = union(A)
% 64.66/64.69 <=> ! [C] :
% 64.66/64.69 ( in(C,B)
% 64.66/64.69 <=> ? [D] :
% 64.66/64.69 ( in(C,D)
% 64.66/64.69 & in(D,A) ) ) ) ).
% 64.66/64.69
% 64.66/64.69 fof(d4_xboole_0,axiom,
% 64.66/64.69 ! [A,B,C] :
% 64.66/64.69 ( C = set_difference(A,B)
% 64.66/64.69 <=> ! [D] :
% 64.66/64.69 ( in(D,C)
% 64.66/64.69 <=> ( in(D,A)
% 64.66/64.69 & ~ in(D,B) ) ) ) ).
% 64.66/64.69
% 64.66/64.69 fof(d5_relat_1,axiom,
% 64.66/64.69 ! [A] :
% 64.66/64.69 ( relation(A)
% 64.66/64.69 => ! [B] :
% 64.66/64.69 ( B = relation_rng(A)
% 64.66/64.69 <=> ! [C] :
% 64.66/64.69 ( in(C,B)
% 64.66/64.69 <=> ? [D] : in(ordered_pair(D,C),A) ) ) ) ).
% 64.66/64.69
% 64.66/64.69 fof(d5_subset_1,axiom,
% 64.66/64.69 ! [A,B] :
% 64.66/64.69 ( element(B,powerset(A))
% 64.66/64.69 => subset_complement(A,B) = set_difference(A,B) ) ).
% 64.66/64.69
% 64.66/64.69 fof(d5_tarski,axiom,
% 64.66/64.69 ! [A,B] : ordered_pair(A,B) = unordered_pair(unordered_pair(A,B),singleton(A)) ).
% 64.66/64.69
% 64.66/64.69 fof(d6_relat_1,axiom,
% 64.66/64.69 ! [A] :
% 64.66/64.69 ( relation(A)
% 64.66/64.69 => relation_field(A) = set_union2(relation_dom(A),relation_rng(A)) ) ).
% 64.66/64.69
% 64.66/64.69 fof(d7_relat_1,axiom,
% 64.66/64.69 ! [A] :
% 64.66/64.69 ( relation(A)
% 64.66/64.69 => ! [B] :
% 64.66/64.69 ( relation(B)
% 64.66/64.69 => ( B = relation_inverse(A)
% 64.66/64.69 <=> ! [C,D] :
% 64.66/64.69 ( in(ordered_pair(C,D),B)
% 64.66/64.69 <=> in(ordered_pair(D,C),A) ) ) ) ) ).
% 64.66/64.69
% 64.66/64.69 fof(d7_xboole_0,axiom,
% 64.66/64.69 ! [A,B] :
% 64.66/64.69 ( disjoint(A,B)
% 64.66/64.69 <=> set_intersection2(A,B) = empty_set ) ).
% 64.66/64.69
% 64.66/64.69 fof(d8_relat_1,axiom,
% 64.66/64.69 ! [A] :
% 64.66/64.69 ( relation(A)
% 64.66/64.69 => ! [B] :
% 64.66/64.69 ( relation(B)
% 64.66/64.69 => ! [C] :
% 64.66/64.69 ( relation(C)
% 64.66/64.69 => ( C = relation_composition(A,B)
% 64.66/64.69 <=> ! [D,E] :
% 64.66/64.69 ( in(ordered_pair(D,E),C)
% 64.66/64.69 <=> ? [F] :
% 64.66/64.69 ( in(ordered_pair(D,F),A)
% 64.66/64.69 & in(ordered_pair(F,E),B) ) ) ) ) ) ) ).
% 64.66/64.69
% 64.66/64.69 fof(d8_setfam_1,axiom,
% 64.66/64.69 ! [A,B] :
% 64.66/64.69 ( element(B,powerset(powerset(A)))
% 64.66/64.69 => ! [C] :
% 64.66/64.69 ( element(C,powerset(powerset(A)))
% 64.66/64.69 => ( C = complements_of_subsets(A,B)
% 64.66/64.69 <=> ! [D] :
% 64.66/64.69 ( element(D,powerset(A))
% 64.66/64.69 => ( in(D,C)
% 64.66/64.69 <=> in(subset_complement(A,D),B) ) ) ) ) ) ).
% 64.66/64.69
% 64.66/64.69 fof(d8_xboole_0,axiom,
% 64.66/64.69 ! [A,B] :
% 64.66/64.69 ( proper_subset(A,B)
% 64.66/64.69 <=> ( subset(A,B)
% 64.66/64.69 & A != B ) ) ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k1_relat_1,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k1_setfam_1,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k1_tarski,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k1_xboole_0,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k1_zfmisc_1,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k2_relat_1,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k2_subset_1,axiom,
% 64.66/64.69 ! [A] : element(cast_to_subset(A),powerset(A)) ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k2_tarski,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k2_xboole_0,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k2_zfmisc_1,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k3_relat_1,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k3_subset_1,axiom,
% 64.66/64.69 ! [A,B] :
% 64.66/64.69 ( element(B,powerset(A))
% 64.66/64.69 => element(subset_complement(A,B),powerset(A)) ) ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k3_tarski,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k3_xboole_0,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k4_relat_1,axiom,
% 64.66/64.69 ! [A] :
% 64.66/64.69 ( relation(A)
% 64.66/64.69 => relation(relation_inverse(A)) ) ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k4_tarski,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k4_xboole_0,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k5_relat_1,axiom,
% 64.66/64.69 ! [A,B] :
% 64.66/64.69 ( ( relation(A)
% 64.66/64.69 & relation(B) )
% 64.66/64.69 => relation(relation_composition(A,B)) ) ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k5_setfam_1,axiom,
% 64.66/64.69 ! [A,B] :
% 64.66/64.69 ( element(B,powerset(powerset(A)))
% 64.66/64.69 => element(union_of_subsets(A,B),powerset(A)) ) ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k6_setfam_1,axiom,
% 64.66/64.69 ! [A,B] :
% 64.66/64.69 ( element(B,powerset(powerset(A)))
% 64.66/64.69 => element(meet_of_subsets(A,B),powerset(A)) ) ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k6_subset_1,axiom,
% 64.66/64.69 ! [A,B,C] :
% 64.66/64.69 ( ( element(B,powerset(A))
% 64.66/64.69 & element(C,powerset(A)) )
% 64.66/64.69 => element(subset_difference(A,B,C),powerset(A)) ) ).
% 64.66/64.69
% 64.66/64.69 fof(dt_k7_setfam_1,axiom,
% 64.66/64.69 ! [A,B] :
% 64.66/64.69 ( element(B,powerset(powerset(A)))
% 64.66/64.69 => element(complements_of_subsets(A,B),powerset(powerset(A))) ) ).
% 64.66/64.69
% 64.66/64.69 fof(dt_m1_subset_1,axiom,
% 64.66/64.69 $true ).
% 64.66/64.69
% 64.66/64.69 fof(existence_m1_subset_1,axiom,
% 64.66/64.69 ! [A] :
% 64.66/64.69 ? [B] : element(B,A) ).
% 64.66/64.69
% 64.66/64.69 fof(fc1_subset_1,axiom,
% 64.66/64.69 ! [A] : ~ empty(powerset(A)) ).
% 64.66/64.69
% 64.66/64.69 fof(fc1_xboole_0,axiom,
% 64.66/64.69 empty(empty_set) ).
% 64.66/64.69
% 64.66/64.69 fof(fc1_zfmisc_1,axiom,
% 64.66/64.69 ! [A,B] : ~ empty(ordered_pair(A,B)) ).
% 64.66/64.69
% 64.66/64.69 fof(fc2_relat_1,axiom,
% 64.66/64.69 ! [A,B] :
% 64.66/64.69 ( ( relation(A)
% 64.66/64.69 & relation(B) )
% 64.66/64.69 => relation(set_union2(A,B)) ) ).
% 64.66/64.69
% 64.66/64.69 fof(fc2_subset_1,axiom,
% 64.66/64.70 ! [A] : ~ empty(singleton(A)) ).
% 64.66/64.70
% 64.66/64.70 fof(fc2_xboole_0,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( ~ empty(A)
% 64.66/64.70 => ~ empty(set_union2(A,B)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(fc3_subset_1,axiom,
% 64.66/64.70 ! [A,B] : ~ empty(unordered_pair(A,B)) ).
% 64.66/64.70
% 64.66/64.70 fof(fc3_xboole_0,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( ~ empty(A)
% 64.66/64.70 => ~ empty(set_union2(B,A)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(fc4_relat_1,axiom,
% 64.66/64.70 ( empty(empty_set)
% 64.66/64.70 & relation(empty_set) ) ).
% 64.66/64.70
% 64.66/64.70 fof(fc4_subset_1,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( ( ~ empty(A)
% 64.66/64.70 & ~ empty(B) )
% 64.66/64.70 => ~ empty(cartesian_product2(A,B)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(fc5_relat_1,axiom,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( ( ~ empty(A)
% 64.66/64.70 & relation(A) )
% 64.66/64.70 => ~ empty(relation_dom(A)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(fc6_relat_1,axiom,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( ( ~ empty(A)
% 64.66/64.70 & relation(A) )
% 64.66/64.70 => ~ empty(relation_rng(A)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(fc7_relat_1,axiom,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( empty(A)
% 64.66/64.70 => ( empty(relation_dom(A))
% 64.66/64.70 & relation(relation_dom(A)) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(fc8_relat_1,axiom,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( empty(A)
% 64.66/64.70 => ( empty(relation_rng(A))
% 64.66/64.70 & relation(relation_rng(A)) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(idempotence_k2_xboole_0,axiom,
% 64.66/64.70 ! [A,B] : set_union2(A,A) = A ).
% 64.66/64.70
% 64.66/64.70 fof(idempotence_k3_xboole_0,axiom,
% 64.66/64.70 ! [A,B] : set_intersection2(A,A) = A ).
% 64.66/64.70
% 64.66/64.70 fof(involutiveness_k3_subset_1,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( element(B,powerset(A))
% 64.66/64.70 => subset_complement(A,subset_complement(A,B)) = B ) ).
% 64.66/64.70
% 64.66/64.70 fof(involutiveness_k4_relat_1,axiom,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( relation(A)
% 64.66/64.70 => relation_inverse(relation_inverse(A)) = A ) ).
% 64.66/64.70
% 64.66/64.70 fof(involutiveness_k7_setfam_1,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( element(B,powerset(powerset(A)))
% 64.66/64.70 => complements_of_subsets(A,complements_of_subsets(A,B)) = B ) ).
% 64.66/64.70
% 64.66/64.70 fof(irreflexivity_r2_xboole_0,axiom,
% 64.66/64.70 ! [A,B] : ~ proper_subset(A,A) ).
% 64.66/64.70
% 64.66/64.70 fof(l1_zfmisc_1,lemma,
% 64.66/64.70 ! [A] : singleton(A) != empty_set ).
% 64.66/64.70
% 64.66/64.70 fof(l23_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( in(A,B)
% 64.66/64.70 => set_union2(singleton(A),B) = B ) ).
% 64.66/64.70
% 64.66/64.70 fof(l25_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ~ ( disjoint(singleton(A),B)
% 64.66/64.70 & in(A,B) ) ).
% 64.66/64.70
% 64.66/64.70 fof(l28_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( ~ in(A,B)
% 64.66/64.70 => disjoint(singleton(A),B) ) ).
% 64.66/64.70
% 64.66/64.70 fof(l2_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( subset(singleton(A),B)
% 64.66/64.70 <=> in(A,B) ) ).
% 64.66/64.70
% 64.66/64.70 fof(l32_xboole_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( set_difference(A,B) = empty_set
% 64.66/64.70 <=> subset(A,B) ) ).
% 64.66/64.70
% 64.66/64.70 fof(l3_subset_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( element(B,powerset(A))
% 64.66/64.70 => ! [C] :
% 64.66/64.70 ( in(C,B)
% 64.66/64.70 => in(C,A) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(l3_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B,C] :
% 64.66/64.70 ( subset(A,B)
% 64.66/64.70 => ( in(C,A)
% 64.66/64.70 | subset(A,set_difference(B,singleton(C))) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(l4_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( subset(A,singleton(B))
% 64.66/64.70 <=> ( A = empty_set
% 64.66/64.70 | A = singleton(B) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(l50_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( in(A,B)
% 64.66/64.70 => subset(A,union(B)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(l55_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B,C,D] :
% 64.66/64.70 ( in(ordered_pair(A,B),cartesian_product2(C,D))
% 64.66/64.70 <=> ( in(A,C)
% 64.66/64.70 & in(B,D) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(l71_subset_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( ! [C] :
% 64.66/64.70 ( in(C,A)
% 64.66/64.70 => in(C,B) )
% 64.66/64.70 => element(A,powerset(B)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(rc1_relat_1,axiom,
% 64.66/64.70 ? [A] :
% 64.66/64.70 ( empty(A)
% 64.66/64.70 & relation(A) ) ).
% 64.66/64.70
% 64.66/64.70 fof(rc1_subset_1,axiom,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( ~ empty(A)
% 64.66/64.70 => ? [B] :
% 64.66/64.70 ( element(B,powerset(A))
% 64.66/64.70 & ~ empty(B) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(rc1_xboole_0,axiom,
% 64.66/64.70 ? [A] : empty(A) ).
% 64.66/64.70
% 64.66/64.70 fof(rc2_relat_1,axiom,
% 64.66/64.70 ? [A] :
% 64.66/64.70 ( ~ empty(A)
% 64.66/64.70 & relation(A) ) ).
% 64.66/64.70
% 64.66/64.70 fof(rc2_subset_1,axiom,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ? [B] :
% 64.66/64.70 ( element(B,powerset(A))
% 64.66/64.70 & empty(B) ) ).
% 64.66/64.70
% 64.66/64.70 fof(rc2_xboole_0,axiom,
% 64.66/64.70 ? [A] : ~ empty(A) ).
% 64.66/64.70
% 64.66/64.70 fof(redefinition_k5_setfam_1,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( element(B,powerset(powerset(A)))
% 64.66/64.70 => union_of_subsets(A,B) = union(B) ) ).
% 64.66/64.70
% 64.66/64.70 fof(redefinition_k6_setfam_1,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( element(B,powerset(powerset(A)))
% 64.66/64.70 => meet_of_subsets(A,B) = set_meet(B) ) ).
% 64.66/64.70
% 64.66/64.70 fof(redefinition_k6_subset_1,axiom,
% 64.66/64.70 ! [A,B,C] :
% 64.66/64.70 ( ( element(B,powerset(A))
% 64.66/64.70 & element(C,powerset(A)) )
% 64.66/64.70 => subset_difference(A,B,C) = set_difference(B,C) ) ).
% 64.66/64.70
% 64.66/64.70 fof(reflexivity_r1_tarski,axiom,
% 64.66/64.70 ! [A,B] : subset(A,A) ).
% 64.66/64.70
% 64.66/64.70 fof(symmetry_r1_xboole_0,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( disjoint(A,B)
% 64.66/64.70 => disjoint(B,A) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t106_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B,C,D] :
% 64.66/64.70 ( in(ordered_pair(A,B),cartesian_product2(C,D))
% 64.66/64.70 <=> ( in(A,C)
% 64.66/64.70 & in(B,D) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t10_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B,C,D] :
% 64.66/64.70 ~ ( unordered_pair(A,B) = unordered_pair(C,D)
% 64.66/64.70 & A != C
% 64.66/64.70 & A != D ) ).
% 64.66/64.70
% 64.66/64.70 fof(t118_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B,C] :
% 64.66/64.70 ( subset(A,B)
% 64.66/64.70 => ( subset(cartesian_product2(A,C),cartesian_product2(B,C))
% 64.66/64.70 & subset(cartesian_product2(C,A),cartesian_product2(C,B)) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t119_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B,C,D] :
% 64.66/64.70 ( ( subset(A,B)
% 64.66/64.70 & subset(C,D) )
% 64.66/64.70 => subset(cartesian_product2(A,C),cartesian_product2(B,D)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t12_xboole_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( subset(A,B)
% 64.66/64.70 => set_union2(A,B) = B ) ).
% 64.66/64.70
% 64.66/64.70 fof(t136_zfmisc_1,lemma,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ? [B] :
% 64.66/64.70 ( in(A,B)
% 64.66/64.70 & ! [C,D] :
% 64.66/64.70 ( ( in(C,B)
% 64.66/64.70 & subset(D,C) )
% 64.66/64.70 => in(D,B) )
% 64.66/64.70 & ! [C] :
% 64.66/64.70 ( in(C,B)
% 64.66/64.70 => in(powerset(C),B) )
% 64.66/64.70 & ! [C] :
% 64.66/64.70 ~ ( subset(C,B)
% 64.66/64.70 & ~ are_equipotent(C,B)
% 64.66/64.70 & ~ in(C,B) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t17_xboole_1,lemma,
% 64.66/64.70 ! [A,B] : subset(set_intersection2(A,B),A) ).
% 64.66/64.70
% 64.66/64.70 fof(t19_xboole_1,lemma,
% 64.66/64.70 ! [A,B,C] :
% 64.66/64.70 ( ( subset(A,B)
% 64.66/64.70 & subset(A,C) )
% 64.66/64.70 => subset(A,set_intersection2(B,C)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t1_boole,axiom,
% 64.66/64.70 ! [A] : set_union2(A,empty_set) = A ).
% 64.66/64.70
% 64.66/64.70 fof(t1_subset,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( in(A,B)
% 64.66/64.70 => element(A,B) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t1_xboole_1,lemma,
% 64.66/64.70 ! [A,B,C] :
% 64.66/64.70 ( ( subset(A,B)
% 64.66/64.70 & subset(B,C) )
% 64.66/64.70 => subset(A,C) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t1_zfmisc_1,lemma,
% 64.66/64.70 powerset(empty_set) = singleton(empty_set) ).
% 64.66/64.70
% 64.66/64.70 fof(t20_relat_1,lemma,
% 64.66/64.70 ! [A,B,C] :
% 64.66/64.70 ( relation(C)
% 64.66/64.70 => ( in(ordered_pair(A,B),C)
% 64.66/64.70 => ( in(A,relation_dom(C))
% 64.66/64.70 & in(B,relation_rng(C)) ) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t21_relat_1,lemma,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( relation(A)
% 64.66/64.70 => subset(A,cartesian_product2(relation_dom(A),relation_rng(A))) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t25_relat_1,lemma,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( relation(A)
% 64.66/64.70 => ! [B] :
% 64.66/64.70 ( relation(B)
% 64.66/64.70 => ( subset(A,B)
% 64.66/64.70 => ( subset(relation_dom(A),relation_dom(B))
% 64.66/64.70 & subset(relation_rng(A),relation_rng(B)) ) ) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t26_xboole_1,lemma,
% 64.66/64.70 ! [A,B,C] :
% 64.66/64.70 ( subset(A,B)
% 64.66/64.70 => subset(set_intersection2(A,C),set_intersection2(B,C)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t28_xboole_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( subset(A,B)
% 64.66/64.70 => set_intersection2(A,B) = A ) ).
% 64.66/64.70
% 64.66/64.70 fof(t2_boole,axiom,
% 64.66/64.70 ! [A] : set_intersection2(A,empty_set) = empty_set ).
% 64.66/64.70
% 64.66/64.70 fof(t2_subset,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( element(A,B)
% 64.66/64.70 => ( empty(B)
% 64.66/64.70 | in(A,B) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t2_tarski,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( ! [C] :
% 64.66/64.70 ( in(C,A)
% 64.66/64.70 <=> in(C,B) )
% 64.66/64.70 => A = B ) ).
% 64.66/64.70
% 64.66/64.70 fof(t2_xboole_1,lemma,
% 64.66/64.70 ! [A] : subset(empty_set,A) ).
% 64.66/64.70
% 64.66/64.70 fof(t30_relat_1,lemma,
% 64.66/64.70 ! [A,B,C] :
% 64.66/64.70 ( relation(C)
% 64.66/64.70 => ( in(ordered_pair(A,B),C)
% 64.66/64.70 => ( in(A,relation_field(C))
% 64.66/64.70 & in(B,relation_field(C)) ) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t33_xboole_1,lemma,
% 64.66/64.70 ! [A,B,C] :
% 64.66/64.70 ( subset(A,B)
% 64.66/64.70 => subset(set_difference(A,C),set_difference(B,C)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t33_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B,C,D] :
% 64.66/64.70 ( ordered_pair(A,B) = ordered_pair(C,D)
% 64.66/64.70 => ( A = C
% 64.66/64.70 & B = D ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t36_xboole_1,lemma,
% 64.66/64.70 ! [A,B] : subset(set_difference(A,B),A) ).
% 64.66/64.70
% 64.66/64.70 fof(t37_relat_1,lemma,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( relation(A)
% 64.66/64.70 => ( relation_rng(A) = relation_dom(relation_inverse(A))
% 64.66/64.70 & relation_dom(A) = relation_rng(relation_inverse(A)) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t37_xboole_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( set_difference(A,B) = empty_set
% 64.66/64.70 <=> subset(A,B) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t37_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( subset(singleton(A),B)
% 64.66/64.70 <=> in(A,B) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t38_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B,C] :
% 64.66/64.70 ( subset(unordered_pair(A,B),C)
% 64.66/64.70 <=> ( in(A,C)
% 64.66/64.70 & in(B,C) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t39_xboole_1,lemma,
% 64.66/64.70 ! [A,B] : set_union2(A,set_difference(B,A)) = set_union2(A,B) ).
% 64.66/64.70
% 64.66/64.70 fof(t39_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( subset(A,singleton(B))
% 64.66/64.70 <=> ( A = empty_set
% 64.66/64.70 | A = singleton(B) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t3_boole,axiom,
% 64.66/64.70 ! [A] : set_difference(A,empty_set) = A ).
% 64.66/64.70
% 64.66/64.70 fof(t3_subset,axiom,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( element(A,powerset(B))
% 64.66/64.70 <=> subset(A,B) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t3_xboole_0,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( ~ ( ~ disjoint(A,B)
% 64.66/64.70 & ! [C] :
% 64.66/64.70 ~ ( in(C,A)
% 64.66/64.70 & in(C,B) ) )
% 64.66/64.70 & ~ ( ? [C] :
% 64.66/64.70 ( in(C,A)
% 64.66/64.70 & in(C,B) )
% 64.66/64.70 & disjoint(A,B) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t3_xboole_1,lemma,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( subset(A,empty_set)
% 64.66/64.70 => A = empty_set ) ).
% 64.66/64.70
% 64.66/64.70 fof(t40_xboole_1,lemma,
% 64.66/64.70 ! [A,B] : set_difference(set_union2(A,B),B) = set_difference(A,B) ).
% 64.66/64.70
% 64.66/64.70 fof(t43_subset_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( element(B,powerset(A))
% 64.66/64.70 => ! [C] :
% 64.66/64.70 ( element(C,powerset(A))
% 64.66/64.70 => ( disjoint(B,C)
% 64.66/64.70 <=> subset(B,subset_complement(A,C)) ) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t44_relat_1,lemma,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( relation(A)
% 64.66/64.70 => ! [B] :
% 64.66/64.70 ( relation(B)
% 64.66/64.70 => subset(relation_dom(relation_composition(A,B)),relation_dom(A)) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t45_relat_1,lemma,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( relation(A)
% 64.66/64.70 => ! [B] :
% 64.66/64.70 ( relation(B)
% 64.66/64.70 => subset(relation_rng(relation_composition(A,B)),relation_rng(B)) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t45_xboole_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( subset(A,B)
% 64.66/64.70 => B = set_union2(A,set_difference(B,A)) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t46_relat_1,lemma,
% 64.66/64.70 ! [A] :
% 64.66/64.70 ( relation(A)
% 64.66/64.70 => ! [B] :
% 64.66/64.70 ( relation(B)
% 64.66/64.70 => ( subset(relation_rng(A),relation_dom(B))
% 64.66/64.70 => relation_dom(relation_composition(A,B)) = relation_dom(A) ) ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t46_setfam_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( element(B,powerset(powerset(A)))
% 64.66/64.70 => ~ ( B != empty_set
% 64.66/64.70 & complements_of_subsets(A,B) = empty_set ) ) ).
% 64.66/64.70
% 64.66/64.70 fof(t46_zfmisc_1,lemma,
% 64.66/64.70 ! [A,B] :
% 64.66/64.70 ( in(A,B)
% 64.66/64.70 => set_union2(singleton(A),B) = B ) ).
% 64.66/64.71
% 64.66/64.71 fof(t47_relat_1,lemma,
% 64.66/64.71 ! [A] :
% 64.66/64.71 ( relation(A)
% 64.66/64.71 => ! [B] :
% 64.66/64.71 ( relation(B)
% 64.66/64.71 => ( subset(relation_dom(A),relation_rng(B))
% 64.66/64.71 => relation_rng(relation_composition(B,A)) = relation_rng(A) ) ) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t47_setfam_1,lemma,
% 64.66/64.71 ! [A,B] :
% 64.66/64.71 ( element(B,powerset(powerset(A)))
% 64.66/64.71 => ( B != empty_set
% 64.66/64.71 => subset_difference(A,cast_to_subset(A),union_of_subsets(A,B)) = meet_of_subsets(A,complements_of_subsets(A,B)) ) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t48_setfam_1,lemma,
% 64.66/64.71 ! [A,B] :
% 64.66/64.71 ( element(B,powerset(powerset(A)))
% 64.66/64.71 => ( B != empty_set
% 64.66/64.71 => union_of_subsets(A,complements_of_subsets(A,B)) = subset_difference(A,cast_to_subset(A),meet_of_subsets(A,B)) ) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t48_xboole_1,lemma,
% 64.66/64.71 ! [A,B] : set_difference(A,set_difference(A,B)) = set_intersection2(A,B) ).
% 64.66/64.71
% 64.66/64.71 fof(t4_boole,axiom,
% 64.66/64.71 ! [A] : set_difference(empty_set,A) = empty_set ).
% 64.66/64.71
% 64.66/64.71 fof(t4_subset,axiom,
% 64.66/64.71 ! [A,B,C] :
% 64.66/64.71 ( ( in(A,B)
% 64.66/64.71 & element(B,powerset(C)) )
% 64.66/64.71 => element(A,C) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t4_xboole_0,lemma,
% 64.66/64.71 ! [A,B] :
% 64.66/64.71 ( ~ ( ~ disjoint(A,B)
% 64.66/64.71 & ! [C] : ~ in(C,set_intersection2(A,B)) )
% 64.66/64.71 & ~ ( ? [C] : in(C,set_intersection2(A,B))
% 64.66/64.71 & disjoint(A,B) ) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t50_subset_1,lemma,
% 64.66/64.71 ! [A] :
% 64.66/64.71 ( A != empty_set
% 64.66/64.71 => ! [B] :
% 64.66/64.71 ( element(B,powerset(A))
% 64.66/64.71 => ! [C] :
% 64.66/64.71 ( element(C,A)
% 64.66/64.71 => ( ~ in(C,B)
% 64.66/64.71 => in(C,subset_complement(A,B)) ) ) ) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t54_subset_1,lemma,
% 64.66/64.71 ! [A,B,C] :
% 64.66/64.71 ( element(C,powerset(A))
% 64.66/64.71 => ~ ( in(B,subset_complement(A,C))
% 64.66/64.71 & in(B,C) ) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t56_relat_1,lemma,
% 64.66/64.71 ! [A] :
% 64.66/64.71 ( relation(A)
% 64.66/64.71 => ( ! [B,C] : ~ in(ordered_pair(B,C),A)
% 64.66/64.71 => A = empty_set ) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t5_subset,axiom,
% 64.66/64.71 ! [A,B,C] :
% 64.66/64.71 ~ ( in(A,B)
% 64.66/64.71 & element(B,powerset(C))
% 64.66/64.71 & empty(C) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t60_relat_1,lemma,
% 64.66/64.71 ( relation_dom(empty_set) = empty_set
% 64.66/64.71 & relation_rng(empty_set) = empty_set ) ).
% 64.66/64.71
% 64.66/64.71 fof(t60_xboole_1,lemma,
% 64.66/64.71 ! [A,B] :
% 64.66/64.71 ~ ( subset(A,B)
% 64.66/64.71 & proper_subset(B,A) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t63_xboole_1,lemma,
% 64.66/64.71 ! [A,B,C] :
% 64.66/64.71 ( ( subset(A,B)
% 64.66/64.71 & disjoint(B,C) )
% 64.66/64.71 => disjoint(A,C) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t64_relat_1,conjecture,
% 64.66/64.71 ! [A] :
% 64.66/64.71 ( relation(A)
% 64.66/64.71 => ( ( relation_dom(A) = empty_set
% 64.66/64.71 | relation_rng(A) = empty_set )
% 64.66/64.71 => A = empty_set ) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t65_zfmisc_1,lemma,
% 64.66/64.71 ! [A,B] :
% 64.66/64.71 ( set_difference(A,singleton(B)) = A
% 64.66/64.71 <=> ~ in(B,A) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t69_enumset1,lemma,
% 64.66/64.71 ! [A] : unordered_pair(A,A) = singleton(A) ).
% 64.66/64.71
% 64.66/64.71 fof(t6_boole,axiom,
% 64.66/64.71 ! [A] :
% 64.66/64.71 ( empty(A)
% 64.66/64.71 => A = empty_set ) ).
% 64.66/64.71
% 64.66/64.71 fof(t6_zfmisc_1,lemma,
% 64.66/64.71 ! [A,B] :
% 64.66/64.71 ( subset(singleton(A),singleton(B))
% 64.66/64.71 => A = B ) ).
% 64.66/64.71
% 64.66/64.71 fof(t7_boole,axiom,
% 64.66/64.71 ! [A,B] :
% 64.66/64.71 ~ ( in(A,B)
% 64.66/64.71 & empty(B) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t7_xboole_1,lemma,
% 64.66/64.71 ! [A,B] : subset(A,set_union2(A,B)) ).
% 64.66/64.71
% 64.66/64.71 fof(t83_xboole_1,lemma,
% 64.66/64.71 ! [A,B] :
% 64.66/64.71 ( disjoint(A,B)
% 64.66/64.71 <=> set_difference(A,B) = A ) ).
% 64.66/64.71
% 64.66/64.71 fof(t8_boole,axiom,
% 64.66/64.71 ! [A,B] :
% 64.66/64.71 ~ ( empty(A)
% 64.66/64.71 & A != B
% 64.66/64.71 & empty(B) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t8_xboole_1,lemma,
% 64.66/64.71 ! [A,B,C] :
% 64.66/64.71 ( ( subset(A,B)
% 64.66/64.71 & subset(C,B) )
% 64.66/64.71 => subset(set_union2(A,C),B) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t8_zfmisc_1,lemma,
% 64.66/64.71 ! [A,B,C] :
% 64.66/64.71 ( singleton(A) = unordered_pair(B,C)
% 64.66/64.71 => A = B ) ).
% 64.66/64.71
% 64.66/64.71 fof(t92_zfmisc_1,lemma,
% 64.66/64.71 ! [A,B] :
% 64.66/64.71 ( in(A,B)
% 64.66/64.71 => subset(A,union(B)) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t99_zfmisc_1,lemma,
% 64.66/64.71 ! [A] : union(powerset(A)) = A ).
% 64.66/64.71
% 64.66/64.71 fof(t9_tarski,axiom,
% 64.66/64.71 ! [A] :
% 64.66/64.71 ? [B] :
% 64.66/64.71 ( in(A,B)
% 64.66/64.71 & ! [C,D] :
% 64.66/64.71 ( ( in(C,B)
% 64.66/64.71 & subset(D,C) )
% 64.66/64.71 => in(D,B) )
% 64.66/64.71 & ! [C] :
% 64.66/64.71 ~ ( in(C,B)
% 64.66/64.71 & ! [D] :
% 64.66/64.71 ~ ( in(D,B)
% 64.66/64.71 & ! [E] :
% 64.66/64.71 ( subset(E,C)
% 64.66/64.71 => in(E,D) ) ) )
% 64.66/64.71 & ! [C] :
% 64.66/64.71 ~ ( subset(C,B)
% 64.66/64.71 & ~ are_equipotent(C,B)
% 64.66/64.71 & ~ in(C,B) ) ) ).
% 64.66/64.71
% 64.66/64.71 fof(t9_zfmisc_1,lemma,
% 64.66/64.71 ! [A,B,C] :
% 64.66/64.71 ( singleton(A) = unordered_pair(B,C)
% 64.66/64.71 => B = C ) ).
% 64.66/64.71
% 64.66/64.71 %------------------------------------------------------------------------------
% 64.66/64.71 %-------------------------------------------
% 64.66/64.71 % Proof found
% 64.66/64.71 % SZS status Theorem for theBenchmark
% 64.66/64.71 % SZS output start Proof
% 64.66/64.71 %ClaNum:425(EqnAxiom:152)
% 64.66/64.71 %VarNum:1749(SingletonVarNum:578)
% 64.66/64.71 %MaxLitNum:7
% 64.66/64.71 %MaxfuncDepth:3
% 64.66/64.71 %SharedTerms:27
% 64.66/64.71 %goalClause: 162 187 196
% 64.66/64.71 %singleGoalClaCount:2
% 64.66/64.71 [156]P1(a1)
% 64.66/64.71 [157]P1(a5)
% 64.66/64.71 [158]P1(a36)
% 64.66/64.71 [159]P5(a1)
% 64.66/64.71 [160]P5(a5)
% 64.66/64.71 [161]P5(a39)
% 64.66/64.71 [162]P5(a40)
% 64.66/64.71 [187]~E(a40,a1)
% 64.66/64.71 [188]~P1(a39)
% 64.66/64.71 [189]~P1(a43)
% 64.66/64.71 [153]E(f4(a1),a1)
% 64.66/64.71 [154]E(f60(a1),a1)
% 64.66/64.71 [169]E(f69(a1,a1),f50(a1))
% 64.66/64.71 [166]P8(a1,x1661)
% 64.66/64.71 [170]P8(x1701,x1701)
% 64.66/64.71 [192]~P7(x1921,x1921)
% 64.66/64.71 [163]P1(f41(x1631))
% 64.66/64.71 [165]E(f64(a1,x1651),a1)
% 64.66/64.71 [167]E(f65(x1671,a1),x1671)
% 64.66/64.71 [168]E(f64(x1681,a1),x1681)
% 64.66/64.71 [171]E(f65(x1711,x1711),x1711)
% 64.66/64.71 [172]P6(x1721,f42(x1721))
% 64.66/64.71 [173]P6(x1731,f51(x1731))
% 64.66/64.71 [174]P2(x1741,f50(x1741))
% 64.66/64.71 [175]P2(f6(x1751),x1751)
% 64.66/64.71 [176]P2(f41(x1761),f50(x1761))
% 64.66/64.71 [190]~P1(f50(x1901))
% 64.66/64.71 [191]~E(f69(x1911,x1911),a1)
% 64.66/64.71 [164]E(f63(f50(x1641)),x1641)
% 64.66/64.71 [179]E(f64(x1791,f64(x1791,a1)),a1)
% 64.66/64.71 [182]E(f64(x1821,f64(x1821,x1821)),x1821)
% 64.66/64.71 [177]E(f69(x1771,x1772),f69(x1772,x1771))
% 64.66/64.71 [178]E(f65(x1781,x1782),f65(x1782,x1781))
% 64.66/64.71 [180]P8(x1801,f65(x1801,x1802))
% 64.66/64.71 [181]P8(f64(x1811,x1812),x1811)
% 64.66/64.71 [193]~P1(f69(x1931,x1932))
% 64.66/64.71 [183]E(f65(x1831,f64(x1832,x1831)),f65(x1831,x1832))
% 64.66/64.71 [184]E(f64(f65(x1841,x1842),x1842),f64(x1841,x1842))
% 64.66/64.71 [185]E(f64(x1851,f64(x1851,x1852)),f64(x1852,f64(x1852,x1851)))
% 64.66/64.71 [196]E(f4(a40),a1)+E(f60(a40),a1)
% 64.66/64.71 [197]~P1(x1971)+E(x1971,a1)
% 64.66/64.71 [199]~P1(x1991)+P5(x1991)
% 64.66/64.71 [213]~P8(x2131,a1)+E(x2131,a1)
% 64.66/64.71 [202]~P1(x2021)+P1(f4(x2021))
% 64.66/64.71 [203]~P1(x2031)+P1(f60(x2031))
% 64.66/64.71 [204]~P1(x2041)+P5(f4(x2041))
% 64.66/64.71 [205]~P1(x2051)+P5(f60(x2051))
% 64.66/64.71 [206]~P5(x2061)+P5(f61(x2061))
% 64.66/64.71 [210]P1(x2101)+~P1(f37(x2101))
% 64.66/64.71 [214]P6(f52(x2141),x2141)+E(x2141,a1)
% 64.66/64.71 [215]P5(x2151)+P6(f38(x2151),x2151)
% 64.66/64.71 [222]P1(x2221)+P2(f37(x2221),f50(x2221))
% 64.66/64.71 [209]~P5(x2091)+E(f61(f61(x2091)),x2091)
% 64.66/64.71 [211]~P5(x2111)+E(f60(f61(x2111)),f4(x2111))
% 64.66/64.71 [212]~P5(x2121)+E(f4(f61(x2121)),f60(x2121))
% 64.66/64.71 [231]~P5(x2311)+E(f65(f4(x2311),f60(x2311)),f62(x2311))
% 64.66/64.71 [299]~P5(x2991)+P8(x2991,f2(f4(x2991),f60(x2991)))
% 64.66/64.71 [208]~E(x2081,x2082)+P8(x2081,x2082)
% 64.66/64.71 [216]~P6(x2162,x2161)+~E(x2161,a1)
% 64.66/64.71 [217]~P7(x2171,x2172)+~E(x2171,x2172)
% 64.66/64.71 [221]~P1(x2211)+~P6(x2212,x2211)
% 64.66/64.71 [228]~P7(x2281,x2282)+P8(x2281,x2282)
% 64.66/64.71 [229]~P6(x2291,x2292)+P2(x2291,x2292)
% 64.66/64.71 [230]~P3(x2302,x2301)+P3(x2301,x2302)
% 64.66/64.71 [249]~P6(x2492,x2491)+~P6(x2491,x2492)
% 64.66/64.71 [250]~P7(x2502,x2501)+~P7(x2501,x2502)
% 64.66/64.71 [251]~P8(x2512,x2511)+~P7(x2511,x2512)
% 64.66/64.71 [225]~P8(x2251,x2252)+E(f64(x2251,x2252),a1)
% 64.66/64.71 [227]P8(x2271,x2272)+~E(f64(x2271,x2272),a1)
% 64.66/64.71 [232]~P8(x2321,x2322)+E(f65(x2321,x2322),x2322)
% 64.66/64.71 [233]~P3(x2331,x2332)+E(f64(x2331,x2332),x2331)
% 64.66/64.71 [234]P3(x2341,x2342)+~E(f64(x2341,x2342),x2341)
% 64.66/64.71 [243]~E(x2431,a1)+P8(x2431,f69(x2432,x2432))
% 64.66/64.71 [245]~P6(x2451,x2452)+P8(x2451,f63(x2452))
% 64.66/64.71 [246]~P8(x2461,x2462)+P2(x2461,f50(x2462))
% 64.66/64.71 [256]P8(x2561,x2562)+~P2(x2561,f50(x2562))
% 64.66/64.72 [261]P1(x2611)+~P1(f65(x2612,x2611))
% 64.66/64.72 [262]P1(x2621)+~P1(f65(x2621,x2622))
% 64.66/64.72 [263]P6(x2631,x2632)+P3(f69(x2631,x2631),x2632)
% 64.66/64.72 [264]P8(x2641,x2642)+P6(f7(x2641,x2642),x2641)
% 64.66/64.72 [265]P3(x2651,x2652)+P6(f44(x2651,x2652),x2652)
% 64.66/64.72 [266]P3(x2661,x2662)+P6(f44(x2661,x2662),x2661)
% 64.66/64.72 [269]P6(f50(x2691),f42(x2692))+~P6(x2691,f42(x2692))
% 64.66/64.72 [273]~P2(x2732,f50(x2731))+E(f67(x2731,x2732),f64(x2731,x2732))
% 64.66/64.72 [274]P6(f35(x2741,x2742),x2741)+P2(x2741,f50(x2742))
% 64.66/64.72 [281]~P6(x2811,x2812)+P8(f69(x2811,x2811),x2812)
% 64.66/64.72 [313]P8(x3131,x3132)+~P6(f7(x3131,x3132),x3132)
% 64.66/64.72 [314]~P6(x3142,f51(x3141))+P6(f54(x3141,x3142),f51(x3141))
% 64.66/64.72 [315]~P2(x3152,f50(x3151))+P2(f67(x3151,x3152),f50(x3151))
% 64.66/64.72 [319]~P6(f35(x3191,x3192),x3192)+P2(x3191,f50(x3192))
% 64.66/64.72 [324]~P6(x3241,x3242)+~P3(f69(x3241,x3241),x3242)
% 64.66/64.72 [340]E(x3401,x3402)+~P8(f69(x3401,x3401),f69(x3402,x3402))
% 64.66/64.72 [267]P6(x2672,x2671)+E(f64(x2671,f69(x2672,x2672)),x2671)
% 64.66/64.72 [279]~P3(x2791,x2792)+E(f64(x2791,f64(x2791,x2792)),a1)
% 64.66/64.72 [284]~P8(x2841,x2842)+E(f65(x2841,f64(x2842,x2841)),x2842)
% 64.66/64.72 [285]~P8(x2851,x2852)+E(f64(x2851,f64(x2851,x2852)),x2851)
% 64.66/64.72 [287]~P6(x2871,x2872)+E(f65(f69(x2871,x2871),x2872),x2872)
% 64.66/64.72 [295]E(f70(x2951,x2952),f63(x2952))+~P2(x2952,f50(f50(x2951)))
% 64.66/64.72 [296]E(f57(x2961,x2962),f66(x2962))+~P2(x2962,f50(f50(x2961)))
% 64.66/64.72 [300]~P2(x3002,f50(x3001))+E(f67(x3001,f67(x3001,x3002)),x3002)
% 64.66/64.72 [308]P3(x3081,x3082)+~E(f64(x3081,f64(x3081,x3082)),a1)
% 64.66/64.72 [325]~P6(x3252,x3251)+~E(f64(x3251,f69(x3252,x3252)),x3251)
% 64.66/64.72 [331]~P2(x3312,f50(f50(x3311)))+E(f3(x3311,f3(x3311,x3312)),x3312)
% 64.66/64.72 [335]P2(f70(x3351,x3352),f50(x3351))+~P2(x3352,f50(f50(x3351)))
% 64.66/64.72 [336]P2(f57(x3361,x3362),f50(x3361))+~P2(x3362,f50(f50(x3361)))
% 64.66/64.72 [341]~P2(x3412,f50(f50(x3411)))+P2(f3(x3411,x3412),f50(f50(x3411)))
% 64.66/64.72 [354]P3(x3541,x3542)+P6(f46(x3541,x3542),f64(x3541,f64(x3541,x3542)))
% 64.66/64.72 [254]E(x2541,x2542)+~E(f69(x2543,x2543),f69(x2541,x2542))
% 64.66/64.72 [255]E(x2551,x2552)+~E(f69(x2551,x2551),f69(x2552,x2553))
% 64.66/64.72 [309]P6(x3091,x3092)+~P8(f69(x3093,x3091),x3092)
% 64.66/64.72 [310]P6(x3101,x3102)+~P8(f69(x3101,x3103),x3102)
% 64.66/64.72 [326]~P8(x3261,x3263)+P8(f2(x3261,x3262),f2(x3263,x3262))
% 64.66/64.72 [327]~P8(x3272,x3273)+P8(f2(x3271,x3272),f2(x3271,x3273))
% 64.66/64.72 [328]~P8(x3281,x3283)+P8(f64(x3281,x3282),f64(x3283,x3282))
% 64.66/64.72 [347]P5(x3471)+~E(f38(x3471),f69(f69(x3472,x3473),f69(x3472,x3472)))
% 64.66/64.72 [362]~P3(x3621,x3622)+~P6(x3623,f64(x3621,f64(x3621,x3622)))
% 64.66/64.72 [368]~P8(x3681,x3683)+P8(f64(x3681,f64(x3681,x3682)),f64(x3683,f64(x3683,x3682)))
% 64.66/64.72 [369]E(x3691,x3692)+~E(f69(f69(x3693,x3691),f69(x3693,x3693)),f69(f69(x3694,x3692),f69(x3694,x3694)))
% 64.66/64.72 [370]E(x3701,x3702)+~E(f69(f69(x3701,x3703),f69(x3701,x3701)),f69(f69(x3702,x3704),f69(x3702,x3702)))
% 64.66/64.72 [389]P6(x3891,x3892)+~P6(f69(f69(x3893,x3891),f69(x3893,x3893)),f2(x3894,x3892))
% 64.66/64.72 [391]P6(x3911,x3912)+~P6(f69(f69(x3911,x3913),f69(x3911,x3911)),f2(x3912,x3914))
% 64.66/64.72 [218]~P5(x2181)+P1(x2181)+~P1(f4(x2181))
% 64.66/64.72 [219]~P5(x2191)+P1(x2191)+~P1(f60(x2191))
% 64.66/64.72 [378]~P5(x3781)+E(x3781,a1)+P6(f69(f69(f48(x3781),f49(x3781)),f69(f48(x3781),f48(x3781))),x3781)
% 64.66/64.72 [201]~P1(x2012)+~P1(x2011)+E(x2011,x2012)
% 64.66/64.72 [220]~P1(x2202)+~P1(x2201)+P2(x2201,x2202)
% 64.66/64.72 [223]~P2(x2231,x2232)+P1(x2231)+~P1(x2232)
% 64.66/64.72 [235]P7(x2351,x2352)+~P8(x2351,x2352)+E(x2351,x2352)
% 64.66/64.72 [237]~P2(x2372,x2371)+P1(x2371)+P6(x2372,x2371)
% 64.66/64.72 [257]~P8(x2572,x2571)+~P8(x2571,x2572)+E(x2571,x2572)
% 64.66/64.72 [198]~E(x1982,a1)+~E(x1981,a1)+E(x1981,f66(x1982))
% 64.66/64.72 [200]~E(x2001,f66(x2002))+E(x2001,a1)+~E(x2002,a1)
% 64.66/64.72 [247]~P5(x2472)+~P5(x2471)+P5(f65(x2471,x2472))
% 64.66/64.72 [248]~P5(x2482)+~P5(x2481)+P5(f59(x2481,x2482))
% 64.66/64.72 [268]P1(x2681)+P1(x2682)+~P1(f2(x2682,x2681))
% 64.66/64.72 [298]E(f53(x2982,x2981),x2982)+P6(f53(x2982,x2981),x2981)+E(x2981,f69(x2982,x2982))
% 64.66/64.72 [301]P6(x3011,f42(x3012))+P4(x3011,f42(x3012))+~P8(x3011,f42(x3012))
% 64.66/64.72 [302]P6(x3021,f51(x3022))+P4(x3021,f51(x3022))+~P8(x3021,f51(x3022))
% 64.66/64.72 [317]E(x3171,f69(x3172,x3172))+~P8(x3171,f69(x3172,x3172))+E(x3171,a1)
% 64.66/64.72 [318]E(x3181,x3182)+P6(f45(x3181,x3182),x3182)+P6(f45(x3181,x3182),x3181)
% 64.66/64.72 [322]P6(f58(x3222,x3221),x3221)+P8(f58(x3222,x3221),x3222)+E(x3221,f50(x3222))
% 64.66/64.72 [323]P6(f15(x3232,x3231),x3231)+P6(f22(x3232,x3231),x3232)+E(x3231,f63(x3232))
% 64.66/64.72 [339]~E(f53(x3392,x3391),x3392)+~P6(f53(x3392,x3391),x3391)+E(x3391,f69(x3392,x3392))
% 64.66/64.72 [346]P6(f15(x3462,x3461),x3461)+P6(f15(x3462,x3461),f22(x3462,x3461))+E(x3461,f63(x3462))
% 64.66/64.72 [351]E(x3511,x3512)+~P6(f45(x3511,x3512),x3512)+~P6(f45(x3511,x3512),x3511)
% 64.66/64.72 [353]~P6(f58(x3532,x3531),x3531)+~P8(f58(x3532,x3531),x3532)+E(x3531,f50(x3532))
% 64.66/64.72 [307]E(x3071,a1)+~P2(x3071,f50(f50(x3072)))+~E(f3(x3072,x3071),a1)
% 64.66/64.72 [332]~P5(x3322)+~P5(x3321)+P8(f4(f59(x3321,x3322)),f4(x3321))
% 64.66/64.72 [333]~P5(x3332)+~P5(x3331)+P8(f60(f59(x3331,x3332)),f60(x3332))
% 64.66/64.72 [363]E(x3631,a1)+~P2(x3631,f50(f50(x3632)))+E(f68(x3632,x3632,f57(x3632,x3631)),f70(x3632,f3(x3632,x3631)))
% 64.66/64.72 [364]E(x3641,a1)+~P2(x3641,f50(f50(x3642)))+E(f68(x3642,x3642,f70(x3642,x3641)),f57(x3642,f3(x3642,x3641)))
% 64.66/64.72 [396]~P5(x3961)+~P6(x3962,x3961)+E(f69(f69(f18(x3961,x3962),f25(x3961,x3962)),f69(f18(x3961,x3962),f18(x3961,x3962))),x3962)
% 64.66/64.72 [270]~P8(x2703,x2702)+P6(x2701,x2702)+~P6(x2701,x2703)
% 64.66/64.72 [271]~P8(x2711,x2713)+P8(x2711,x2712)+~P8(x2713,x2712)
% 64.66/64.72 [272]~P3(x2723,x2722)+P3(x2721,x2722)+~P8(x2721,x2723)
% 64.66/64.72 [290]~P3(x2903,x2902)+~P6(x2901,x2902)+~P6(x2901,x2903)
% 64.66/64.72 [252]~P8(x2521,x2523)+P6(x2521,x2522)+~E(x2522,f50(x2523))
% 64.66/64.72 [253]~P6(x2531,x2533)+P8(x2531,x2532)+~E(x2533,f50(x2532))
% 64.66/64.72 [259]~P6(x2591,x2593)+E(x2591,x2592)+~E(x2593,f69(x2592,x2592))
% 64.66/64.72 [278]~P1(x2781)+~P6(x2782,x2783)+~P2(x2783,f50(x2781))
% 64.66/64.72 [293]P6(x2931,x2932)+~P6(x2931,x2933)+~P2(x2933,f50(x2932))
% 64.66/64.72 [294]P2(x2941,x2942)+~P6(x2941,x2943)+~P2(x2943,f50(x2942))
% 64.66/64.72 [303]~P8(x3031,x3033)+P6(x3031,f42(x3032))+~P6(x3033,f42(x3032))
% 64.66/64.72 [304]~P8(x3041,x3043)+P6(x3041,f51(x3042))+~P6(x3043,f51(x3042))
% 64.66/64.72 [320]~P6(x3202,x3203)+~P6(x3201,x3203)+P8(f69(x3201,x3202),x3203)
% 64.66/64.72 [321]~P8(x3212,x3213)+~P8(x3211,x3213)+P8(f65(x3211,x3212),x3213)
% 64.66/64.72 [334]~P8(x3341,x3343)+~P6(x3343,f51(x3342))+P6(x3341,f54(x3342,x3343))
% 64.66/64.72 [348]~P6(x3481,x3482)+~P6(x3481,f67(x3483,x3482))+~P2(x3482,f50(x3483))
% 64.66/64.72 [355]~P2(x3553,f50(x3551))+~P2(x3552,f50(x3551))+E(f68(x3551,x3552,x3553),f64(x3552,x3553))
% 64.66/64.72 [359]~P6(x3591,x3593)+~E(x3593,f63(x3592))+P6(x3591,f16(x3592,x3593,x3591))
% 64.66/64.72 [360]~P6(x3603,x3602)+~E(x3602,f63(x3601))+P6(f16(x3601,x3602,x3603),x3601)
% 64.66/64.72 [367]~P2(x3673,f50(x3671))+~P2(x3672,f50(x3671))+P2(f68(x3671,x3672,x3673),f50(x3671))
% 64.66/64.72 [385]P6(f9(x3852,x3853,x3851),x3851)+P6(f13(x3852,x3853,x3851),x3852)+E(x3851,f2(x3852,x3853))
% 64.66/64.72 [386]P6(f9(x3862,x3863,x3861),x3861)+P6(f14(x3862,x3863,x3861),x3863)+E(x3861,f2(x3862,x3863))
% 64.66/64.72 [387]P6(f24(x3872,x3873,x3871),x3871)+P6(f24(x3872,x3873,x3871),x3872)+E(x3871,f64(x3872,x3873))
% 64.66/64.72 [394]~E(f8(x3942,x3943,x3941),x3943)+~P6(f8(x3942,x3943,x3941),x3941)+E(x3941,f69(x3942,x3943))
% 64.66/64.72 [395]~E(f8(x3952,x3953,x3951),x3952)+~P6(f8(x3952,x3953,x3951),x3951)+E(x3951,f69(x3952,x3953))
% 64.66/64.72 [397]P6(f24(x3972,x3973,x3971),x3971)+~P6(f24(x3972,x3973,x3971),x3973)+E(x3971,f64(x3972,x3973))
% 64.66/64.72 [401]~P6(f10(x4012,x4013,x4011),x4011)+~P6(f10(x4012,x4013,x4011),x4013)+E(x4011,f65(x4012,x4013))
% 64.66/64.72 [402]~P6(f10(x4022,x4023,x4021),x4021)+~P6(f10(x4022,x4023,x4021),x4022)+E(x4021,f65(x4022,x4023))
% 64.66/64.72 [352]~P8(x3522,x3523)+P6(x3521,x3522)+P8(x3522,f64(x3523,f69(x3521,x3521)))
% 64.66/64.72 [356]~P8(x3561,x3563)+~P8(x3561,x3562)+P8(x3561,f64(x3562,f64(x3562,x3563)))
% 64.66/64.72 [379]~P5(x3792)+P6(x3791,f4(x3792))+~P6(f69(f69(x3791,x3793),f69(x3791,x3791)),x3792)
% 64.66/64.72 [380]~P5(x3802)+P6(x3801,f60(x3802))+~P6(f69(f69(x3803,x3801),f69(x3803,x3803)),x3802)
% 64.66/64.72 [381]~P5(x3812)+P6(x3811,f62(x3812))+~P6(f69(f69(x3813,x3811),f69(x3813,x3813)),x3812)
% 64.66/64.72 [382]~P5(x3822)+P6(x3821,f62(x3822))+~P6(f69(f69(x3821,x3823),f69(x3821,x3821)),x3822)
% 64.66/64.72 [392]P6(f17(x3922,x3923,x3921),x3921)+P6(f17(x3922,x3923,x3921),x3923)+E(x3921,f64(x3922,f64(x3922,x3923)))
% 64.66/64.72 [393]P6(f17(x3932,x3933,x3931),x3931)+P6(f17(x3932,x3933,x3931),x3932)+E(x3931,f64(x3932,f64(x3932,x3933)))
% 64.66/64.72 [416]P6(f9(x4162,x4163,x4161),x4161)+E(x4161,f2(x4162,x4163))+E(f69(f69(f13(x4162,x4163,x4161),f14(x4162,x4163,x4161)),f69(f13(x4162,x4163,x4161),f13(x4162,x4163,x4161))),f9(x4162,x4163,x4161))
% 64.66/64.72 [239]P6(x2391,x2392)+~E(x2391,x2393)+~E(x2392,f69(x2394,x2393))
% 64.66/64.72 [240]P6(x2401,x2402)+~E(x2401,x2403)+~E(x2402,f69(x2403,x2404))
% 64.66/64.72 [258]E(x2581,x2582)+E(x2581,x2583)+~E(f69(x2581,x2584),f69(x2583,x2582))
% 64.66/64.72 [275]~P6(x2751,x2754)+P6(x2751,x2752)+~E(x2752,f65(x2753,x2754))
% 64.66/64.72 [276]~P6(x2761,x2763)+P6(x2761,x2762)+~E(x2762,f65(x2763,x2764))
% 64.66/64.72 [277]~P6(x2771,x2773)+P6(x2771,x2772)+~E(x2773,f64(x2772,x2774))
% 64.66/64.72 [292]~P6(x2924,x2923)+~P6(x2924,x2921)+~E(x2921,f64(x2922,x2923))
% 64.66/64.72 [345]~P8(x3452,x3454)+~P8(x3451,x3453)+P8(f2(x3451,x3452),f2(x3453,x3454))
% 64.66/64.72 [407]~P6(x4074,x4073)+~E(x4073,f2(x4071,x4072))+P6(f11(x4071,x4072,x4073,x4074),x4071)
% 64.66/64.72 [408]~P6(x4084,x4083)+~E(x4083,f2(x4081,x4082))+P6(f12(x4081,x4082,x4083,x4084),x4082)
% 64.66/64.72 [337]~P6(x3371,x3373)+P6(x3371,x3372)+~E(x3373,f64(x3374,f64(x3374,x3372)))
% 64.66/64.72 [373]~P6(x3732,x3734)+~P6(x3731,x3733)+P6(f69(f69(x3731,x3732),f69(x3731,x3731)),f2(x3733,x3734))
% 64.66/64.72 [422]~P6(x4224,x4223)+~E(x4223,f2(x4221,x4222))+E(f69(f69(f11(x4221,x4222,x4223,x4224),f12(x4221,x4222,x4223,x4224)),f69(f11(x4221,x4222,x4223,x4224),f11(x4221,x4222,x4223,x4224))),x4224)
% 64.66/64.72 [282]~P5(x2822)+~P5(x2821)+~P8(x2821,x2822)+P8(f4(x2821),f4(x2822))
% 64.66/64.72 [283]~P5(x2832)+~P5(x2831)+~P8(x2831,x2832)+P8(f60(x2831),f60(x2832))
% 64.66/64.72 [343]P6(f56(x3431,x3432),x3431)+~P6(f55(x3431,x3432),x3432)+E(x3431,a1)+E(x3432,f66(x3431))
% 64.66/64.72 [365]~P6(f55(x3651,x3652),x3652)+~P6(f55(x3651,x3652),f56(x3651,x3652))+E(x3651,a1)+E(x3652,f66(x3651))
% 64.66/64.72 [329]~P5(x3292)+~P5(x3291)+~P8(f60(x3291),f4(x3292))+E(f4(f59(x3291,x3292)),f4(x3291))
% 64.66/64.72 [330]~P5(x3301)+~P5(x3302)+~P8(f4(x3302),f60(x3301))+E(f60(f59(x3301,x3302)),f60(x3302))
% 64.66/64.72 [410]~P5(x4102)+P6(f20(x4102,x4101),x4101)+E(x4101,f4(x4102))+P6(f69(f69(f20(x4102,x4101),f21(x4102,x4101)),f69(f20(x4102,x4101),f20(x4102,x4101))),x4102)
% 64.66/64.72 [411]~P5(x4112)+P6(f26(x4112,x4111),x4111)+E(x4111,f60(x4112))+P6(f69(f69(f28(x4112,x4111),f26(x4112,x4111)),f69(f28(x4112,x4111),f28(x4112,x4111))),x4112)
% 64.66/64.72 [350]~P3(x3501,x3503)+~P2(x3503,f50(x3502))+~P2(x3501,f50(x3502))+P8(x3501,f67(x3502,x3503))
% 64.66/64.72 [357]P3(x3571,x3572)+~P8(x3571,f67(x3573,x3572))+~P2(x3572,f50(x3573))+~P2(x3571,f50(x3573))
% 64.66/64.72 [358]P6(x3582,x3583)+P6(f47(x3581,x3583,x3582),x3581)+~E(x3583,f66(x3581))+E(x3581,a1)
% 64.66/64.72 [361]~P6(x3613,x3612)+~P6(f15(x3612,x3611),x3613)+~P6(f15(x3612,x3611),x3611)+E(x3611,f63(x3612))
% 64.66/64.72 [371]P6(x3712,x3713)+~E(x3713,f66(x3711))+~P6(x3712,f47(x3711,x3713,x3712))+E(x3711,a1)
% 64.66/64.72 [377]E(f8(x3772,x3773,x3771),x3773)+E(f8(x3772,x3773,x3771),x3772)+P6(f8(x3772,x3773,x3771),x3771)+E(x3771,f69(x3772,x3773))
% 64.66/64.72 [398]P6(f10(x3982,x3983,x3981),x3981)+P6(f10(x3982,x3983,x3981),x3983)+P6(f10(x3982,x3983,x3981),x3982)+E(x3981,f65(x3982,x3983))
% 64.66/64.72 [406]P6(f24(x4062,x4063,x4061),x4063)+~P6(f24(x4062,x4063,x4061),x4061)+~P6(f24(x4062,x4063,x4061),x4062)+E(x4061,f64(x4062,x4063))
% 64.66/64.72 [376]P2(f23(x3762,x3763,x3761),f50(x3762))+E(x3761,f3(x3762,x3763))+~P2(x3761,f50(f50(x3762)))+~P2(x3763,f50(f50(x3762)))
% 64.66/64.72 [404]~P5(x4042)+~P6(f26(x4042,x4041),x4041)+E(x4041,f60(x4042))+~P6(f69(f69(x4043,f26(x4042,x4041)),f69(x4043,x4043)),x4042)
% 64.66/64.72 [409]~P5(x4092)+~P6(x4091,x4093)+~E(x4093,f4(x4092))+P6(f69(f69(x4091,f19(x4092,x4093,x4091)),f69(x4091,x4091)),x4092)
% 64.66/64.72 [412]~P6(f17(x4122,x4123,x4121),x4121)+~P6(f17(x4122,x4123,x4121),x4123)+~P6(f17(x4122,x4123,x4121),x4122)+E(x4121,f64(x4122,f64(x4122,x4123)))
% 64.66/64.72 [415]~P5(x4152)+~P6(f20(x4152,x4151),x4151)+E(x4151,f4(x4152))+~P6(f69(f69(f20(x4152,x4151),x4153),f69(f20(x4152,x4151),f20(x4152,x4151))),x4152)
% 64.66/64.72 [418]~P5(x4181)+~P6(x4183,x4182)+~E(x4182,f60(x4181))+P6(f69(f69(f27(x4181,x4182,x4183),x4183),f69(f27(x4181,x4182,x4183),f27(x4181,x4182,x4183))),x4181)
% 64.66/64.72 [260]~P6(x2601,x2604)+E(x2601,x2602)+E(x2601,x2603)+~E(x2604,f69(x2603,x2602))
% 64.66/64.72 [291]~P6(x2911,x2914)+P6(x2911,x2912)+~P6(x2914,x2913)+~E(x2912,f63(x2913))
% 64.66/64.72 [305]~P6(x3051,x3054)+P6(x3051,x3052)+P6(x3051,x3053)+~E(x3052,f64(x3054,x3053))
% 64.66/64.72 [306]~P6(x3061,x3064)+P6(x3061,x3062)+P6(x3061,x3063)+~E(x3064,f65(x3063,x3062))
% 64.66/64.72 [349]~P6(x3491,x3494)+~P6(x3491,x3493)+P6(x3491,x3492)+~E(x3492,f64(x3493,f64(x3493,x3494)))
% 64.66/64.72 [383]~P5(x3833)+P6(x3831,x3832)+~E(x3832,f60(x3833))+~P6(f69(f69(x3834,x3831),f69(x3834,x3834)),x3833)
% 64.66/64.72 [384]~P5(x3843)+P6(x3841,x3842)+~E(x3842,f4(x3843))+~P6(f69(f69(x3841,x3844),f69(x3841,x3841)),x3843)
% 64.66/64.72 [417]~P5(x4171)+~P5(x4172)+E(x4171,f61(x4172))+P6(f69(f69(f29(x4172,x4171),f30(x4172,x4171)),f69(f29(x4172,x4171),f29(x4172,x4171))),x4171)+P6(f69(f69(f30(x4172,x4171),f29(x4172,x4171)),f69(f30(x4172,x4171),f30(x4172,x4171))),x4172)
% 64.66/64.72 [419]~P5(x4191)+~P5(x4192)+E(x4191,f61(x4192))+~P6(f69(f69(f29(x4192,x4191),f30(x4192,x4191)),f69(f29(x4192,x4191),f29(x4192,x4191))),x4191)+~P6(f69(f69(f30(x4192,x4191),f29(x4192,x4191)),f69(f30(x4192,x4191),f30(x4192,x4191))),x4192)
% 64.66/64.72 [342]~P6(x3423,x3421)+P6(f55(x3421,x3422),x3422)+E(x3421,a1)+E(x3422,f66(x3421))+P6(f55(x3421,x3422),x3423)
% 64.66/64.72 [344]~P2(x3442,x3441)+P6(x3442,x3443)+P6(x3442,f67(x3441,x3443))+~P2(x3443,f50(x3441))+E(x3441,a1)
% 64.66/64.72 [405]P6(f23(x4052,x4053,x4051),x4051)+E(x4051,f3(x4052,x4053))+P6(f67(x4052,f23(x4052,x4053,x4051)),x4053)+~P2(x4051,f50(f50(x4052)))+~P2(x4053,f50(f50(x4052)))
% 64.66/64.72 [414]~P6(f23(x4142,x4143,x4141),x4141)+E(x4141,f3(x4142,x4143))+~P2(x4141,f50(f50(x4142)))+~P2(x4143,f50(f50(x4142)))+~P6(f67(x4142,f23(x4142,x4143,x4141)),x4143)
% 64.66/64.72 [297]~P6(x2973,x2971)+~P6(x2972,x2974)+P6(x2972,x2973)+E(x2971,a1)+~E(x2974,f66(x2971))
% 64.66/64.72 [399]~P5(x3993)+~P5(x3994)+~E(x3993,f61(x3994))+~P6(f69(f69(x3992,x3991),f69(x3992,x3992)),x3994)+P6(f69(f69(x3991,x3992),f69(x3991,x3991)),x3993)
% 64.66/64.72 [400]~P5(x4003)+~P5(x4004)+~E(x4004,f61(x4003))+~P6(f69(f69(x4002,x4001),f69(x4002,x4002)),x4004)+P6(f69(f69(x4001,x4002),f69(x4001,x4001)),x4003)
% 64.66/64.72 [403]~P6(x4035,x4033)+~P6(x4034,x4032)+~P6(f9(x4032,x4033,x4031),x4031)+E(x4031,f2(x4032,x4033))+~E(f9(x4032,x4033,x4031),f69(f69(x4034,x4035),f69(x4034,x4034)))
% 64.66/64.72 [366]~P6(x3666,x3664)+~P6(x3665,x3663)+P6(x3661,x3662)+~E(x3662,f2(x3663,x3664))+~E(x3661,f69(f69(x3665,x3666),f69(x3665,x3665)))
% 64.66/64.72 [420]~P5(x4201)+~P5(x4203)+~P5(x4202)+E(x4201,f59(x4202,x4203))+P6(f69(f69(f31(x4202,x4203,x4201),f33(x4202,x4203,x4201)),f69(f31(x4202,x4203,x4201),f31(x4202,x4203,x4201))),x4201)+P6(f69(f69(f31(x4202,x4203,x4201),f34(x4202,x4203,x4201)),f69(f31(x4202,x4203,x4201),f31(x4202,x4203,x4201))),x4202)
% 64.66/64.72 [421]~P5(x4211)+~P5(x4213)+~P5(x4212)+E(x4211,f59(x4212,x4213))+P6(f69(f69(f31(x4212,x4213,x4211),f33(x4212,x4213,x4211)),f69(f31(x4212,x4213,x4211),f31(x4212,x4213,x4211))),x4211)+P6(f69(f69(f34(x4212,x4213,x4211),f33(x4212,x4213,x4211)),f69(f34(x4212,x4213,x4211),f34(x4212,x4213,x4211))),x4213)
% 64.66/64.72 [374]~P6(x3742,x3744)+~P2(x3742,f50(x3741))+P6(f67(x3741,x3742),x3743)+~E(x3744,f3(x3741,x3743))+~P2(x3743,f50(f50(x3741)))+~P2(x3744,f50(f50(x3741)))
% 64.66/64.72 [375]P6(x3751,x3752)+~P2(x3751,f50(x3753))+~P6(f67(x3753,x3751),x3754)+~E(x3752,f3(x3753,x3754))+~P2(x3752,f50(f50(x3753)))+~P2(x3754,f50(f50(x3753)))
% 64.66/64.72 [424]~P5(x4244)+~P5(x4243)+~P5(x4242)+~E(x4244,f59(x4242,x4243))+~P6(f69(f69(x4241,x4245),f69(x4241,x4241)),x4244)+P6(f69(f69(x4241,f32(x4242,x4243,x4244,x4241,x4245)),f69(x4241,x4241)),x4242)
% 64.66/64.72 [425]~P5(x4253)+~P5(x4252)+~P5(x4251)+~E(x4253,f59(x4251,x4252))+~P6(f69(f69(x4254,x4255),f69(x4254,x4254)),x4253)+P6(f69(f69(f32(x4251,x4252,x4253,x4254,x4255),x4255),f69(f32(x4251,x4252,x4253,x4254,x4255),f32(x4251,x4252,x4253,x4254,x4255))),x4252)
% 64.66/64.72 [423]~P5(x4231)+~P5(x4233)+~P5(x4232)+E(x4231,f59(x4232,x4233))+~P6(f69(f69(x4234,f33(x4232,x4233,x4231)),f69(x4234,x4234)),x4233)+~P6(f69(f69(f31(x4232,x4233,x4231),x4234),f69(f31(x4232,x4233,x4231),f31(x4232,x4233,x4231))),x4232)+~P6(f69(f69(f31(x4232,x4233,x4231),f33(x4232,x4233,x4231)),f69(f31(x4232,x4233,x4231),f31(x4232,x4233,x4231))),x4231)
% 64.66/64.72 [413]~P5(x4133)+~P5(x4135)+~P5(x4134)+~E(x4133,f59(x4134,x4135))+~P6(f69(f69(x4131,x4136),f69(x4131,x4131)),x4134)+P6(f69(f69(x4131,x4132),f69(x4131,x4131)),x4133)+~P6(f69(f69(x4136,x4132),f69(x4136,x4136)),x4135)
% 64.66/64.72 %EqnAxiom
% 64.66/64.72 [1]E(x11,x11)
% 64.66/64.72 [2]E(x22,x21)+~E(x21,x22)
% 64.66/64.72 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 64.66/64.72 [4]~E(x41,x42)+E(f4(x41),f4(x42))
% 64.66/64.72 [5]~E(x51,x52)+E(f60(x51),f60(x52))
% 64.66/64.72 [6]~E(x61,x62)+E(f41(x61),f41(x62))
% 64.66/64.72 [7]~E(x71,x72)+E(f50(x71),f50(x72))
% 64.66/64.72 [8]~E(x81,x82)+E(f63(x81),f63(x82))
% 64.66/64.72 [9]~E(x91,x92)+E(f64(x91,x93),f64(x92,x93))
% 64.66/64.72 [10]~E(x101,x102)+E(f64(x103,x101),f64(x103,x102))
% 64.66/64.72 [11]~E(x111,x112)+E(f65(x111,x113),f65(x112,x113))
% 64.66/64.72 [12]~E(x121,x122)+E(f65(x123,x121),f65(x123,x122))
% 64.66/64.72 [13]~E(x131,x132)+E(f67(x131,x133),f67(x132,x133))
% 64.66/64.72 [14]~E(x141,x142)+E(f67(x143,x141),f67(x143,x142))
% 64.66/64.72 [15]~E(x151,x152)+E(f69(x151,x153),f69(x152,x153))
% 64.66/64.72 [16]~E(x161,x162)+E(f69(x163,x161),f69(x163,x162))
% 64.66/64.72 [17]~E(x171,x172)+E(f11(x171,x173,x174,x175),f11(x172,x173,x174,x175))
% 64.66/64.72 [18]~E(x181,x182)+E(f11(x183,x181,x184,x185),f11(x183,x182,x184,x185))
% 64.66/64.72 [19]~E(x191,x192)+E(f11(x193,x194,x191,x195),f11(x193,x194,x192,x195))
% 64.66/64.72 [20]~E(x201,x202)+E(f11(x203,x204,x205,x201),f11(x203,x204,x205,x202))
% 64.66/64.72 [21]~E(x211,x212)+E(f10(x211,x213,x214),f10(x212,x213,x214))
% 64.66/64.72 [22]~E(x221,x222)+E(f10(x223,x221,x224),f10(x223,x222,x224))
% 64.66/64.72 [23]~E(x231,x232)+E(f10(x233,x234,x231),f10(x233,x234,x232))
% 64.66/64.72 [24]~E(x241,x242)+E(f42(x241),f42(x242))
% 64.66/64.72 [25]~E(x251,x252)+E(f51(x251),f51(x252))
% 64.66/64.72 [26]~E(x261,x262)+E(f24(x261,x263,x264),f24(x262,x263,x264))
% 64.66/64.72 [27]~E(x271,x272)+E(f24(x273,x271,x274),f24(x273,x272,x274))
% 64.66/64.72 [28]~E(x281,x282)+E(f24(x283,x284,x281),f24(x283,x284,x282))
% 64.66/64.72 [29]~E(x291,x292)+E(f6(x291),f6(x292))
% 64.66/64.72 [30]~E(x301,x302)+E(f12(x301,x303,x304,x305),f12(x302,x303,x304,x305))
% 64.66/64.72 [31]~E(x311,x312)+E(f12(x313,x311,x314,x315),f12(x313,x312,x314,x315))
% 64.66/64.72 [32]~E(x321,x322)+E(f12(x323,x324,x321,x325),f12(x323,x324,x322,x325))
% 64.66/64.72 [33]~E(x331,x332)+E(f12(x333,x334,x335,x331),f12(x333,x334,x335,x332))
% 64.66/64.72 [34]~E(x341,x342)+E(f45(x341,x343),f45(x342,x343))
% 64.66/64.72 [35]~E(x351,x352)+E(f45(x353,x351),f45(x353,x352))
% 64.66/64.72 [36]~E(x361,x362)+E(f18(x361,x363),f18(x362,x363))
% 64.66/64.72 [37]~E(x371,x372)+E(f18(x373,x371),f18(x373,x372))
% 64.66/64.72 [38]~E(x381,x382)+E(f59(x381,x383),f59(x382,x383))
% 64.66/64.72 [39]~E(x391,x392)+E(f59(x393,x391),f59(x393,x392))
% 64.66/64.72 [40]~E(x401,x402)+E(f25(x401,x403),f25(x402,x403))
% 64.66/64.72 [41]~E(x411,x412)+E(f25(x413,x411),f25(x413,x412))
% 64.66/64.72 [42]~E(x421,x422)+E(f26(x421,x423),f26(x422,x423))
% 64.66/64.72 [43]~E(x431,x432)+E(f26(x433,x431),f26(x433,x432))
% 64.66/64.72 [44]~E(x441,x442)+E(f23(x441,x443,x444),f23(x442,x443,x444))
% 64.66/64.72 [45]~E(x451,x452)+E(f23(x453,x451,x454),f23(x453,x452,x454))
% 64.66/64.72 [46]~E(x461,x462)+E(f23(x463,x464,x461),f23(x463,x464,x462))
% 64.66/64.72 [47]~E(x471,x472)+E(f70(x471,x473),f70(x472,x473))
% 64.66/64.72 [48]~E(x481,x482)+E(f70(x483,x481),f70(x483,x482))
% 64.66/64.72 [49]~E(x491,x492)+E(f2(x491,x493),f2(x492,x493))
% 64.66/64.72 [50]~E(x501,x502)+E(f2(x503,x501),f2(x503,x502))
% 64.66/64.72 [51]~E(x511,x512)+E(f13(x511,x513,x514),f13(x512,x513,x514))
% 64.66/64.72 [52]~E(x521,x522)+E(f13(x523,x521,x524),f13(x523,x522,x524))
% 64.66/64.72 [53]~E(x531,x532)+E(f13(x533,x534,x531),f13(x533,x534,x532))
% 64.66/64.72 [54]~E(x541,x542)+E(f14(x541,x543,x544),f14(x542,x543,x544))
% 64.66/64.72 [55]~E(x551,x552)+E(f14(x553,x551,x554),f14(x553,x552,x554))
% 64.66/64.72 [56]~E(x561,x562)+E(f14(x563,x564,x561),f14(x563,x564,x562))
% 64.66/64.72 [57]~E(x571,x572)+E(f58(x571,x573),f58(x572,x573))
% 64.66/64.72 [58]~E(x581,x582)+E(f58(x583,x581),f58(x583,x582))
% 64.66/64.72 [59]~E(x591,x592)+E(f20(x591,x593),f20(x592,x593))
% 64.66/64.72 [60]~E(x601,x602)+E(f20(x603,x601),f20(x603,x602))
% 64.66/64.72 [61]~E(x611,x612)+E(f7(x611,x613),f7(x612,x613))
% 64.66/64.72 [62]~E(x621,x622)+E(f7(x623,x621),f7(x623,x622))
% 64.66/64.72 [63]~E(x631,x632)+E(f9(x631,x633,x634),f9(x632,x633,x634))
% 64.66/64.72 [64]~E(x641,x642)+E(f9(x643,x641,x644),f9(x643,x642,x644))
% 64.66/64.72 [65]~E(x651,x652)+E(f9(x653,x654,x651),f9(x653,x654,x652))
% 64.66/64.72 [66]~E(x661,x662)+E(f8(x661,x663,x664),f8(x662,x663,x664))
% 64.66/64.72 [67]~E(x671,x672)+E(f8(x673,x671,x674),f8(x673,x672,x674))
% 64.66/64.72 [68]~E(x681,x682)+E(f8(x683,x684,x681),f8(x683,x684,x682))
% 64.66/64.72 [69]~E(x691,x692)+E(f3(x691,x693),f3(x692,x693))
% 64.66/64.72 [70]~E(x701,x702)+E(f3(x703,x701),f3(x703,x702))
% 64.66/64.72 [71]~E(x711,x712)+E(f29(x711,x713),f29(x712,x713))
% 64.66/64.72 [72]~E(x721,x722)+E(f29(x723,x721),f29(x723,x722))
% 64.66/64.72 [73]~E(x731,x732)+E(f38(x731),f38(x732))
% 64.66/64.72 [74]~E(x741,x742)+E(f22(x741,x743),f22(x742,x743))
% 64.66/64.72 [75]~E(x751,x752)+E(f22(x753,x751),f22(x753,x752))
% 64.66/64.72 [76]~E(x761,x762)+E(f17(x761,x763,x764),f17(x762,x763,x764))
% 64.66/64.72 [77]~E(x771,x772)+E(f17(x773,x771,x774),f17(x773,x772,x774))
% 64.66/64.72 [78]~E(x781,x782)+E(f17(x783,x784,x781),f17(x783,x784,x782))
% 64.66/64.72 [79]~E(x791,x792)+E(f57(x791,x793),f57(x792,x793))
% 64.66/64.72 [80]~E(x801,x802)+E(f57(x803,x801),f57(x803,x802))
% 64.66/64.72 [81]~E(x811,x812)+E(f30(x811,x813),f30(x812,x813))
% 64.66/64.72 [82]~E(x821,x822)+E(f30(x823,x821),f30(x823,x822))
% 64.66/64.72 [83]~E(x831,x832)+E(f15(x831,x833),f15(x832,x833))
% 64.66/64.72 [84]~E(x841,x842)+E(f15(x843,x841),f15(x843,x842))
% 64.66/64.72 [85]~E(x851,x852)+E(f34(x851,x853,x854),f34(x852,x853,x854))
% 64.66/64.72 [86]~E(x861,x862)+E(f34(x863,x861,x864),f34(x863,x862,x864))
% 64.66/64.72 [87]~E(x871,x872)+E(f34(x873,x874,x871),f34(x873,x874,x872))
% 64.66/64.72 [88]~E(x881,x882)+E(f66(x881),f66(x882))
% 64.66/64.72 [89]~E(x891,x892)+E(f21(x891,x893),f21(x892,x893))
% 64.66/64.72 [90]~E(x901,x902)+E(f21(x903,x901),f21(x903,x902))
% 64.66/64.72 [91]~E(x911,x912)+E(f31(x911,x913,x914),f31(x912,x913,x914))
% 64.66/64.72 [92]~E(x921,x922)+E(f31(x923,x921,x924),f31(x923,x922,x924))
% 64.66/64.72 [93]~E(x931,x932)+E(f31(x933,x934,x931),f31(x933,x934,x932))
% 64.66/64.72 [94]~E(x941,x942)+E(f53(x941,x943),f53(x942,x943))
% 64.66/64.72 [95]~E(x951,x952)+E(f53(x953,x951),f53(x953,x952))
% 64.66/64.72 [96]~E(x961,x962)+E(f55(x961,x963),f55(x962,x963))
% 64.66/64.72 [97]~E(x971,x972)+E(f55(x973,x971),f55(x973,x972))
% 64.66/64.72 [98]~E(x981,x982)+E(f47(x981,x983,x984),f47(x982,x983,x984))
% 64.66/64.72 [99]~E(x991,x992)+E(f47(x993,x991,x994),f47(x993,x992,x994))
% 64.66/64.72 [100]~E(x1001,x1002)+E(f47(x1003,x1004,x1001),f47(x1003,x1004,x1002))
% 64.66/64.72 [101]~E(x1011,x1012)+E(f61(x1011),f61(x1012))
% 64.66/64.72 [102]~E(x1021,x1022)+E(f68(x1021,x1023,x1024),f68(x1022,x1023,x1024))
% 64.66/64.72 [103]~E(x1031,x1032)+E(f68(x1033,x1031,x1034),f68(x1033,x1032,x1034))
% 64.66/64.72 [104]~E(x1041,x1042)+E(f68(x1043,x1044,x1041),f68(x1043,x1044,x1042))
% 64.66/64.72 [105]~E(x1051,x1052)+E(f56(x1051,x1053),f56(x1052,x1053))
% 64.66/64.72 [106]~E(x1061,x1062)+E(f56(x1063,x1061),f56(x1063,x1062))
% 64.66/64.72 [107]~E(x1071,x1072)+E(f28(x1071,x1073),f28(x1072,x1073))
% 64.66/64.72 [108]~E(x1081,x1082)+E(f28(x1083,x1081),f28(x1083,x1082))
% 64.66/64.72 [109]~E(x1091,x1092)+E(f48(x1091),f48(x1092))
% 64.66/64.72 [110]~E(x1101,x1102)+E(f19(x1101,x1103,x1104),f19(x1102,x1103,x1104))
% 64.66/64.72 [111]~E(x1111,x1112)+E(f19(x1113,x1111,x1114),f19(x1113,x1112,x1114))
% 64.66/64.72 [112]~E(x1121,x1122)+E(f19(x1123,x1124,x1121),f19(x1123,x1124,x1122))
% 64.66/64.72 [113]~E(x1131,x1132)+E(f62(x1131),f62(x1132))
% 64.66/64.72 [114]~E(x1141,x1142)+E(f33(x1141,x1143,x1144),f33(x1142,x1143,x1144))
% 64.66/64.72 [115]~E(x1151,x1152)+E(f33(x1153,x1151,x1154),f33(x1153,x1152,x1154))
% 64.66/64.72 [116]~E(x1161,x1162)+E(f33(x1163,x1164,x1161),f33(x1163,x1164,x1162))
% 64.66/64.72 [117]~E(x1171,x1172)+E(f27(x1171,x1173,x1174),f27(x1172,x1173,x1174))
% 64.66/64.72 [118]~E(x1181,x1182)+E(f27(x1183,x1181,x1184),f27(x1183,x1182,x1184))
% 64.66/64.72 [119]~E(x1191,x1192)+E(f27(x1193,x1194,x1191),f27(x1193,x1194,x1192))
% 64.66/64.72 [120]~E(x1201,x1202)+E(f35(x1201,x1203),f35(x1202,x1203))
% 64.66/64.72 [121]~E(x1211,x1212)+E(f35(x1213,x1211),f35(x1213,x1212))
% 64.66/64.72 [122]~E(x1221,x1222)+E(f32(x1221,x1223,x1224,x1225,x1226),f32(x1222,x1223,x1224,x1225,x1226))
% 64.66/64.72 [123]~E(x1231,x1232)+E(f32(x1233,x1231,x1234,x1235,x1236),f32(x1233,x1232,x1234,x1235,x1236))
% 64.66/64.72 [124]~E(x1241,x1242)+E(f32(x1243,x1244,x1241,x1245,x1246),f32(x1243,x1244,x1242,x1245,x1246))
% 64.66/64.72 [125]~E(x1251,x1252)+E(f32(x1253,x1254,x1255,x1251,x1256),f32(x1253,x1254,x1255,x1252,x1256))
% 64.66/64.72 [126]~E(x1261,x1262)+E(f32(x1263,x1264,x1265,x1266,x1261),f32(x1263,x1264,x1265,x1266,x1262))
% 64.66/64.72 [127]~E(x1271,x1272)+E(f37(x1271),f37(x1272))
% 64.66/64.72 [128]~E(x1281,x1282)+E(f44(x1281,x1283),f44(x1282,x1283))
% 64.66/64.72 [129]~E(x1291,x1292)+E(f44(x1293,x1291),f44(x1293,x1292))
% 64.66/64.72 [130]~E(x1301,x1302)+E(f49(x1301),f49(x1302))
% 64.66/64.72 [131]~E(x1311,x1312)+E(f46(x1311,x1313),f46(x1312,x1313))
% 64.66/64.72 [132]~E(x1321,x1322)+E(f46(x1323,x1321),f46(x1323,x1322))
% 64.66/64.72 [133]~E(x1331,x1332)+E(f16(x1331,x1333,x1334),f16(x1332,x1333,x1334))
% 64.66/64.72 [134]~E(x1341,x1342)+E(f16(x1343,x1341,x1344),f16(x1343,x1342,x1344))
% 64.66/64.72 [135]~E(x1351,x1352)+E(f16(x1353,x1354,x1351),f16(x1353,x1354,x1352))
% 64.66/64.72 [136]~E(x1361,x1362)+E(f54(x1361,x1363),f54(x1362,x1363))
% 64.66/64.72 [137]~E(x1371,x1372)+E(f54(x1373,x1371),f54(x1373,x1372))
% 64.66/64.72 [138]~E(x1381,x1382)+E(f52(x1381),f52(x1382))
% 64.66/64.72 [139]~P1(x1391)+P1(x1392)+~E(x1391,x1392)
% 64.66/64.72 [140]P6(x1402,x1403)+~E(x1401,x1402)+~P6(x1401,x1403)
% 64.66/64.72 [141]P6(x1413,x1412)+~E(x1411,x1412)+~P6(x1413,x1411)
% 64.66/64.72 [142]~P5(x1421)+P5(x1422)+~E(x1421,x1422)
% 64.66/64.72 [143]P2(x1432,x1433)+~E(x1431,x1432)+~P2(x1431,x1433)
% 64.66/64.72 [144]P2(x1443,x1442)+~E(x1441,x1442)+~P2(x1443,x1441)
% 64.66/64.72 [145]P8(x1452,x1453)+~E(x1451,x1452)+~P8(x1451,x1453)
% 64.66/64.72 [146]P8(x1463,x1462)+~E(x1461,x1462)+~P8(x1463,x1461)
% 64.66/64.72 [147]P7(x1472,x1473)+~E(x1471,x1472)+~P7(x1471,x1473)
% 64.66/64.72 [148]P7(x1483,x1482)+~E(x1481,x1482)+~P7(x1483,x1481)
% 64.66/64.72 [149]P3(x1492,x1493)+~E(x1491,x1492)+~P3(x1491,x1493)
% 64.66/64.72 [150]P3(x1503,x1502)+~E(x1501,x1502)+~P3(x1503,x1501)
% 64.66/64.72 [151]P4(x1512,x1513)+~E(x1511,x1512)+~P4(x1511,x1513)
% 64.66/64.72 [152]P4(x1523,x1522)+~E(x1521,x1522)+~P4(x1523,x1521)
% 64.66/64.72
% 64.66/64.72 %-------------------------------------------
% 64.66/64.76 cnf(426,plain,
% 64.66/64.76 (E(a1,f4(a1))),
% 64.66/64.76 inference(scs_inference,[],[153,2])).
% 64.66/64.76 cnf(427,plain,
% 64.66/64.76 (~P6(f42(x4271),x4271)),
% 64.66/64.76 inference(scs_inference,[],[153,172,2,249])).
% 64.66/64.76 cnf(429,plain,
% 64.66/64.76 (~P6(x4291,a1)),
% 64.66/64.76 inference(scs_inference,[],[156,153,172,2,249,221])).
% 64.66/64.76 cnf(433,plain,
% 64.66/64.76 (~P6(x4331,f4(a1))),
% 64.66/64.76 inference(scs_inference,[],[156,153,172,2,249,221,217,216])).
% 64.66/64.76 cnf(437,plain,
% 64.66/64.76 (~P1(a40)),
% 64.66/64.76 inference(scs_inference,[],[187,156,153,172,2,249,221,217,216,213,197])).
% 64.66/64.76 cnf(440,plain,
% 64.66/64.76 (P8(x4401,x4401)),
% 64.66/64.76 inference(rename_variables,[],[170])).
% 64.66/64.76 cnf(443,plain,
% 64.66/64.76 (P8(x4431,x4431)),
% 64.66/64.76 inference(rename_variables,[],[170])).
% 64.66/64.76 cnf(446,plain,
% 64.66/64.76 (P2(f6(x4461),x4461)),
% 64.66/64.76 inference(rename_variables,[],[175])).
% 64.66/64.76 cnf(448,plain,
% 64.66/64.76 (P5(f4(a1))),
% 64.66/64.76 inference(scs_inference,[],[170,440,187,156,153,172,175,2,249,221,217,216,213,197,310,309,256,215])).
% 64.66/64.76 cnf(450,plain,
% 64.66/64.76 (P6(f52(a40),a40)),
% 64.66/64.76 inference(scs_inference,[],[170,440,187,156,153,172,175,2,249,221,217,216,213,197,310,309,256,215,214])).
% 64.66/64.76 cnf(454,plain,
% 64.66/64.76 (P3(x4541,a1)),
% 64.66/64.76 inference(scs_inference,[],[170,440,187,156,153,172,175,168,2,249,221,217,216,213,197,310,309,256,215,214,266,234])).
% 64.66/64.76 cnf(459,plain,
% 64.66/64.76 (P2(x4591,f50(x4591))),
% 64.66/64.76 inference(rename_variables,[],[174])).
% 64.66/64.76 cnf(462,plain,
% 64.66/64.76 (P2(x4621,f50(x4621))),
% 64.66/64.76 inference(rename_variables,[],[174])).
% 64.66/64.76 cnf(465,plain,
% 64.66/64.76 (P2(x4651,f50(x4651))),
% 64.66/64.76 inference(rename_variables,[],[174])).
% 64.66/64.76 cnf(468,plain,
% 64.66/64.76 (P2(x4681,f50(x4681))),
% 64.66/64.76 inference(rename_variables,[],[174])).
% 64.66/64.76 cnf(471,plain,
% 64.66/64.76 (P3(f4(a1),x4711)),
% 64.66/64.76 inference(scs_inference,[],[170,440,187,156,153,172,174,459,462,465,175,168,179,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149])).
% 64.66/64.76 cnf(473,plain,
% 64.66/64.76 (P8(x4731,f65(x4731,x4732))),
% 64.66/64.76 inference(rename_variables,[],[180])).
% 64.66/64.76 cnf(475,plain,
% 64.66/64.76 (P8(x4751,x4751)),
% 64.66/64.76 inference(rename_variables,[],[170])).
% 64.66/64.76 cnf(477,plain,
% 64.66/64.76 (P2(f6(x4771),x4771)),
% 64.66/64.76 inference(rename_variables,[],[175])).
% 64.66/64.76 cnf(479,plain,
% 64.66/64.76 (P2(x4791,f50(x4791))),
% 64.66/64.76 inference(rename_variables,[],[174])).
% 64.66/64.76 cnf(481,plain,
% 64.66/64.76 (P6(x4811,f42(x4811))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(483,plain,
% 64.66/64.76 (P6(x4831,f42(x4831))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(485,plain,
% 64.66/64.76 (E(f65(x4851,x4851),x4851)),
% 64.66/64.76 inference(rename_variables,[],[171])).
% 64.66/64.76 cnf(487,plain,
% 64.66/64.76 (P3(f64(a1,x4871),x4872)),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,187,156,188,153,171,172,481,174,459,462,465,468,175,446,180,181,168,179,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272])).
% 64.66/64.76 cnf(491,plain,
% 64.66/64.76 (P8(a1,x4911)),
% 64.66/64.76 inference(rename_variables,[],[166])).
% 64.66/64.76 cnf(495,plain,
% 64.66/64.76 (P7(a1,a40)),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,166,491,187,156,188,153,171,172,481,174,459,462,465,468,175,446,477,180,181,168,179,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235])).
% 64.66/64.76 cnf(496,plain,
% 64.66/64.76 (P8(a1,x4961)),
% 64.66/64.76 inference(rename_variables,[],[166])).
% 64.66/64.76 cnf(498,plain,
% 64.66/64.76 (~P2(a39,a1)),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,166,491,187,156,188,153,171,172,481,174,459,462,465,468,175,446,477,180,181,168,179,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223])).
% 64.66/64.76 cnf(503,plain,
% 64.66/64.76 (E(f64(x5031,f64(x5031,x5032)),f64(x5032,f64(x5032,x5031)))),
% 64.66/64.76 inference(rename_variables,[],[185])).
% 64.66/64.76 cnf(506,plain,
% 64.66/64.76 (P2(f41(x5061),f50(x5061))),
% 64.66/64.76 inference(rename_variables,[],[176])).
% 64.66/64.76 cnf(509,plain,
% 64.66/64.76 (P2(f41(x5091),f50(x5091))),
% 64.66/64.76 inference(rename_variables,[],[176])).
% 64.66/64.76 cnf(511,plain,
% 64.66/64.76 (~P6(x5111,f65(f64(x5112,f42(x5111)),f64(x5112,f42(x5111))))),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,166,491,187,156,188,153,171,485,172,481,483,174,459,462,465,468,175,446,477,180,181,168,176,506,179,185,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292])).
% 64.66/64.76 cnf(512,plain,
% 64.66/64.76 (E(f65(x5121,x5121),x5121)),
% 64.66/64.76 inference(rename_variables,[],[171])).
% 64.66/64.76 cnf(514,plain,
% 64.66/64.76 (~P6(x5141,f41(a1))),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,166,491,187,156,188,153,171,485,172,481,483,174,459,462,465,468,175,446,477,180,181,168,176,506,509,179,185,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278])).
% 64.66/64.76 cnf(515,plain,
% 64.66/64.76 (P2(f41(x5151),f50(x5151))),
% 64.66/64.76 inference(rename_variables,[],[176])).
% 64.66/64.76 cnf(518,plain,
% 64.66/64.76 (E(f65(x5181,x5181),x5181)),
% 64.66/64.76 inference(rename_variables,[],[171])).
% 64.66/64.76 cnf(521,plain,
% 64.66/64.76 (E(f65(x5211,x5211),x5211)),
% 64.66/64.76 inference(rename_variables,[],[171])).
% 64.66/64.76 cnf(524,plain,
% 64.66/64.76 (E(f65(x5241,x5241),x5241)),
% 64.66/64.76 inference(rename_variables,[],[171])).
% 64.66/64.76 cnf(527,plain,
% 64.66/64.76 (E(f65(x5271,x5271),x5271)),
% 64.66/64.76 inference(rename_variables,[],[171])).
% 64.66/64.76 cnf(529,plain,
% 64.66/64.76 (P6(x5291,f65(f50(x5291),f50(x5291)))),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,475,166,491,187,156,188,153,171,485,512,518,521,524,527,172,481,483,174,459,462,465,468,175,446,477,180,181,168,176,506,509,179,185,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252])).
% 64.66/64.76 cnf(530,plain,
% 64.66/64.76 (E(f65(x5301,x5301),x5301)),
% 64.66/64.76 inference(rename_variables,[],[171])).
% 64.66/64.76 cnf(533,plain,
% 64.66/64.76 (E(f65(x5331,x5331),x5331)),
% 64.66/64.76 inference(rename_variables,[],[171])).
% 64.66/64.76 cnf(536,plain,
% 64.66/64.76 (E(f65(x5361,x5361),x5361)),
% 64.66/64.76 inference(rename_variables,[],[171])).
% 64.66/64.76 cnf(541,plain,
% 64.66/64.76 (E(f65(x5411,a1),x5411)),
% 64.66/64.76 inference(rename_variables,[],[167])).
% 64.66/64.76 cnf(543,plain,
% 64.66/64.76 (~P6(x5431,f67(f42(x5431),f42(x5431)))),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,475,166,491,187,156,188,153,171,485,512,518,521,524,527,530,533,172,481,483,174,459,462,465,468,479,175,446,477,180,181,167,168,176,506,509,179,185,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348])).
% 64.66/64.76 cnf(545,plain,
% 64.66/64.76 (~P6(x5451,f65(f63(f41(a1)),f63(f41(a1))))),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,475,166,491,187,156,188,153,171,485,512,518,521,524,527,530,533,536,172,481,483,174,459,462,465,468,479,175,446,477,180,181,167,168,176,506,509,179,185,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360])).
% 64.66/64.76 cnf(546,plain,
% 64.66/64.76 (E(f65(x5461,x5461),x5461)),
% 64.66/64.76 inference(rename_variables,[],[171])).
% 64.66/64.76 cnf(552,plain,
% 64.66/64.76 (E(f64(x5521,f64(x5521,x5522)),f64(x5522,f64(x5522,x5521)))),
% 64.66/64.76 inference(rename_variables,[],[185])).
% 64.66/64.76 cnf(553,plain,
% 64.66/64.76 (P6(x5531,f42(x5531))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(561,plain,
% 64.66/64.76 (P6(f69(f69(x5611,x5611),f69(x5611,x5611)),f65(f2(f42(x5611),f42(x5611)),f2(f42(x5611),f42(x5611))))),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,475,166,491,187,156,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366])).
% 64.66/64.76 cnf(565,plain,
% 64.66/64.76 (~P7(x5651,a1)),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,475,166,491,496,187,156,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251])).
% 64.66/64.76 cnf(567,plain,
% 64.66/64.76 (P3(x5671,f64(a1,x5672))),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,475,166,491,496,187,156,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230])).
% 64.66/64.76 cnf(573,plain,
% 64.66/64.76 (P5(a36)),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,475,166,491,496,187,156,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199])).
% 64.66/64.76 cnf(581,plain,
% 64.66/64.76 (P2(a1,f50(x5811))),
% 64.66/64.76 inference(scs_inference,[],[170,440,443,475,166,491,496,187,156,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246])).
% 64.66/64.76 cnf(687,plain,
% 64.66/64.76 (E(f2(x6871,f4(a1)),f2(x6871,a1))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50])).
% 64.66/64.76 cnf(688,plain,
% 64.66/64.76 (E(f2(f4(a1),x6881),f2(a1,x6881))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49])).
% 64.66/64.76 cnf(713,plain,
% 64.66/64.76 (E(f42(f4(a1)),f42(a1))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24])).
% 64.66/64.76 cnf(729,plain,
% 64.66/64.76 (E(f63(f4(a1)),f63(a1))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8])).
% 64.66/64.76 cnf(733,plain,
% 64.66/64.76 (E(f4(f4(a1)),f4(a1))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4])).
% 64.66/64.76 cnf(736,plain,
% 64.66/64.76 (~E(f69(f69(x7361,a40),f69(x7361,x7361)),f69(f69(x7362,a1),f69(x7362,x7362)))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369])).
% 64.66/64.76 cnf(744,plain,
% 64.66/64.76 (~P3(f69(x7441,x7441),f42(x7441))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324])).
% 64.66/64.76 cnf(764,plain,
% 64.66/64.76 (E(f4(f61(a40)),f60(a40))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212])).
% 64.66/64.76 cnf(772,plain,
% 64.66/64.76 (~E(f64(f42(x7721),f69(x7721,x7721)),f42(x7721))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325])).
% 64.66/64.76 cnf(774,plain,
% 64.66/64.76 (~E(f64(f69(x7741,x7741),f64(f69(x7741,x7741),f42(x7741))),a1)),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308])).
% 64.66/64.76 cnf(782,plain,
% 64.66/64.76 (E(f64(f69(a1,a1),f64(f69(a1,a1),f4(a1))),a1)),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279])).
% 64.66/64.76 cnf(784,plain,
% 64.66/64.76 (P2(f65(f63(f41(a1)),f63(f41(a1))),f50(x7841))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,176,506,509,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274])).
% 64.66/64.76 cnf(800,plain,
% 64.66/64.76 (~P8(f69(a40,a40),f69(a1,a1))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,176,506,509,515,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274,269,267,255,231,391,368,341,340])).
% 64.66/64.76 cnf(804,plain,
% 64.66/64.76 (P2(f67(f50(x8041),f41(f50(x8041))),f50(f50(x8041)))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,176,506,509,515,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274,269,267,255,231,391,368,341,340,331,315])).
% 64.66/64.76 cnf(806,plain,
% 64.66/64.76 (P6(f54(x8061,x8061),f51(x8061))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,173,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,176,506,509,515,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274,269,267,255,231,391,368,341,340,331,315,314])).
% 64.66/64.76 cnf(810,plain,
% 64.66/64.76 (P6(f46(f69(x8101,x8101),f42(x8101)),f64(f69(x8101,x8101),f64(f69(x8101,x8101),f42(x8101))))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,173,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,176,506,509,515,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274,269,267,255,231,391,368,341,340,331,315,314,300,354])).
% 64.66/64.76 cnf(818,plain,
% 64.66/64.76 (~P6(x8181,f64(a1,x8182))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,192,166,491,496,187,156,157,158,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,173,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,176,506,509,515,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274,269,267,255,231,391,368,341,340,331,315,314,300,354,273,370,148,142,290])).
% 64.66/64.76 cnf(842,plain,
% 64.66/64.76 (P8(x8421,f64(x8421,f64(x8421,x8421)))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,192,166,491,496,187,156,157,158,161,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,173,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,176,506,509,515,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274,269,267,255,231,391,368,341,340,331,315,314,300,354,273,370,148,142,290,271,270,220,198,321,320,268,248,247,219,218,356])).
% 64.66/64.76 cnf(850,plain,
% 64.66/64.76 (P6(x8501,f54(x8501,x8501))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,192,166,491,496,187,156,157,158,161,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,173,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,176,506,509,515,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274,269,267,255,231,391,368,341,340,331,315,314,300,354,273,370,148,142,290,271,270,220,198,321,320,268,248,247,219,218,356,333,332,345,334])).
% 64.66/64.76 cnf(853,plain,
% 64.66/64.76 (~P8(f69(f69(a40,a40),f69(a40,a40)),f69(f69(a1,a1),f69(a1,a1)))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,192,166,491,496,187,156,157,158,161,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,173,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,191,176,506,509,515,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274,269,267,255,231,391,368,341,340,331,315,314,300,354,273,370,148,142,290,271,270,220,198,321,320,268,248,247,219,218,356,333,332,345,334,317])).
% 64.66/64.76 cnf(858,plain,
% 64.66/64.76 (P6(f69(f69(x8581,x8581),f69(x8581,x8581)),f2(f42(x8581),f42(x8581)))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,192,166,491,496,187,156,157,158,161,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,173,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,191,176,506,509,515,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274,269,267,255,231,391,368,341,340,331,315,314,300,354,273,370,148,142,290,271,270,220,198,321,320,268,248,247,219,218,356,333,332,345,334,317,258,373])).
% 64.66/64.76 cnf(862,plain,
% 64.66/64.76 (P6(f69(f69(f48(a40),f49(a40)),f69(f48(a40),f48(a40))),a40)),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,192,166,491,496,187,156,157,158,161,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,173,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,191,176,506,509,515,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274,269,267,255,231,391,368,341,340,331,315,314,300,354,273,370,148,142,290,271,270,220,198,321,320,268,248,247,219,218,356,333,332,345,334,317,258,373,407,378])).
% 64.66/64.76 cnf(864,plain,
% 64.66/64.76 (P2(f68(f50(x8641),f41(f50(x8641)),f41(f50(x8641))),f50(f50(x8641)))),
% 64.66/64.76 inference(scs_inference,[],[162,170,440,443,475,192,166,491,496,187,156,157,158,161,188,153,171,485,512,518,521,524,527,530,533,536,546,172,481,483,553,173,174,459,462,465,468,479,175,446,477,180,473,181,167,541,168,191,176,506,509,515,177,179,185,503,552,2,249,221,217,216,213,197,310,309,256,215,214,266,234,227,336,335,296,295,150,149,146,145,144,143,141,140,139,3,272,257,237,235,223,201,337,294,293,292,278,277,276,275,253,252,240,239,200,259,348,360,306,305,260,349,366,251,230,229,208,199,243,262,261,246,245,210,209,206,205,204,203,202,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,389,369,328,327,326,324,299,281,265,264,263,233,232,225,222,212,211,254,362,325,308,287,285,284,279,274,269,267,255,231,391,368,341,340,331,315,314,300,354,273,370,148,142,290,271,270,220,198,321,320,268,248,247,219,218,356,333,332,345,334,317,258,373,407,378,367])).
% 64.66/64.76 cnf(914,plain,
% 64.66/64.76 (~P6(x9141,f64(f2(x9142,a1),f64(f2(x9142,a1),f2(x9142,a1))))),
% 64.66/64.76 inference(scs_inference,[],[182,429,408])).
% 64.66/64.76 cnf(915,plain,
% 64.66/64.76 (~P6(x9151,a1)),
% 64.66/64.76 inference(rename_variables,[],[429])).
% 64.66/64.76 cnf(916,plain,
% 64.66/64.76 (E(f64(x9161,f64(x9161,x9161)),x9161)),
% 64.66/64.76 inference(rename_variables,[],[182])).
% 64.66/64.76 cnf(919,plain,
% 64.66/64.76 (~P6(x9191,a1)),
% 64.66/64.76 inference(rename_variables,[],[429])).
% 64.66/64.76 cnf(920,plain,
% 64.66/64.76 (~P6(x9201,f65(f63(f41(a1)),f63(f41(a1))))),
% 64.66/64.76 inference(rename_variables,[],[545])).
% 64.66/64.76 cnf(923,plain,
% 64.66/64.76 (~P6(x9231,a1)),
% 64.66/64.76 inference(rename_variables,[],[429])).
% 64.66/64.76 cnf(924,plain,
% 64.66/64.76 (~P6(x9241,f65(f63(f41(a1)),f63(f41(a1))))),
% 64.66/64.76 inference(rename_variables,[],[545])).
% 64.66/64.76 cnf(927,plain,
% 64.66/64.76 (P2(f6(x9271),x9271)),
% 64.66/64.76 inference(rename_variables,[],[175])).
% 64.66/64.76 cnf(929,plain,
% 64.66/64.76 (P2(x9291,f50(x9291))),
% 64.66/64.76 inference(rename_variables,[],[174])).
% 64.66/64.76 cnf(931,plain,
% 64.66/64.76 (~E(f42(x9311),f4(a1))),
% 64.66/64.76 inference(scs_inference,[],[182,174,175,159,172,545,920,567,429,915,919,923,408,393,392,350,409])).
% 64.66/64.76 cnf(932,plain,
% 64.66/64.76 (~P6(x9321,a1)),
% 64.66/64.76 inference(rename_variables,[],[429])).
% 64.66/64.76 cnf(934,plain,
% 64.66/64.76 (~E(f42(x9341),f60(a1))),
% 64.66/64.76 inference(scs_inference,[],[182,174,175,159,172,545,920,567,429,915,919,923,932,408,393,392,350,409,418])).
% 64.66/64.76 cnf(935,plain,
% 64.66/64.76 (~P6(x9351,a1)),
% 64.66/64.76 inference(rename_variables,[],[429])).
% 64.66/64.76 cnf(938,plain,
% 64.66/64.76 (~P6(x9381,a1)),
% 64.66/64.76 inference(rename_variables,[],[429])).
% 64.66/64.76 cnf(939,plain,
% 64.66/64.76 (~P6(x9391,f65(f63(f41(a1)),f63(f41(a1))))),
% 64.66/64.76 inference(rename_variables,[],[545])).
% 64.66/64.76 cnf(946,plain,
% 64.66/64.76 (~P6(x9461,f67(f42(x9461),f42(x9461)))),
% 64.66/64.76 inference(rename_variables,[],[543])).
% 64.66/64.76 cnf(947,plain,
% 64.66/64.76 (P6(x9471,f42(x9471))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(951,plain,
% 64.66/64.76 (~E(f42(x9511),a1)),
% 64.66/64.76 inference(scs_inference,[],[182,174,175,159,172,947,173,543,784,853,545,920,924,567,429,915,919,923,932,935,581,408,393,392,350,409,418,405,313,291,221,216])).
% 64.66/64.76 cnf(955,plain,
% 64.66/64.76 (~P6(f69(a40,a40),f69(f69(a1,a1),f69(a1,a1)))),
% 64.66/64.76 inference(scs_inference,[],[163,182,174,175,159,172,947,173,543,784,853,545,920,924,567,429,915,919,923,932,935,581,408,393,392,350,409,418,405,313,291,221,216,197,281])).
% 64.66/64.76 cnf(957,plain,
% 64.66/64.76 (P3(x9571,f41(a1))),
% 64.66/64.76 inference(scs_inference,[],[163,182,174,175,159,172,947,173,543,784,853,545,920,924,567,514,429,915,919,923,932,935,581,408,393,392,350,409,418,405,313,291,221,216,197,281,265])).
% 64.66/64.76 cnf(961,plain,
% 64.66/64.76 (~P6(x9611,f64(a1,x9612))),
% 64.66/64.76 inference(rename_variables,[],[818])).
% 64.66/64.76 cnf(964,plain,
% 64.66/64.76 (~P6(f42(x9641),x9641)),
% 64.66/64.76 inference(rename_variables,[],[427])).
% 64.66/64.76 cnf(972,plain,
% 64.66/64.76 (~E(f42(x9721),f64(x9722,f42(x9721)))),
% 64.66/64.76 inference(scs_inference,[],[189,163,182,174,175,927,191,159,172,947,173,543,427,784,853,545,920,924,567,818,514,429,915,919,923,932,935,565,581,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292])).
% 64.66/64.76 cnf(975,plain,
% 64.66/64.76 (P6(x9751,f42(x9751))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(977,plain,
% 64.66/64.76 (~E(f4(a1),f69(f42(a1),x9771))),
% 64.66/64.76 inference(scs_inference,[],[189,163,182,174,175,927,191,159,172,947,173,543,946,427,964,784,853,545,920,924,567,818,514,713,429,915,919,923,932,935,565,581,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240])).
% 64.66/64.76 cnf(978,plain,
% 64.66/64.76 (~P6(f42(x9781),x9781)),
% 64.66/64.76 inference(rename_variables,[],[427])).
% 64.66/64.76 cnf(981,plain,
% 64.66/64.76 (~P6(f42(x9811),x9811)),
% 64.66/64.76 inference(rename_variables,[],[427])).
% 64.66/64.76 cnf(985,plain,
% 64.66/64.76 (~P8(f42(f51(x9851)),x9851)),
% 64.66/64.76 inference(scs_inference,[],[189,163,182,174,175,927,191,159,172,947,173,858,543,946,427,964,978,981,784,853,545,920,924,567,818,514,713,429,915,919,923,932,935,565,581,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304])).
% 64.66/64.76 cnf(986,plain,
% 64.66/64.76 (~P6(f42(x9861),x9861)),
% 64.66/64.76 inference(rename_variables,[],[427])).
% 64.66/64.76 cnf(1005,plain,
% 64.66/64.76 (~P6(x10051,f64(a1,x10052))),
% 64.66/64.76 inference(rename_variables,[],[818])).
% 64.66/64.76 cnf(1008,plain,
% 64.66/64.76 (E(f68(x10081,x10081,x10081),f64(x10081,x10081))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,170,174,929,175,927,180,191,159,172,947,173,858,543,946,427,964,978,981,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,862,437,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355])).
% 64.66/64.76 cnf(1011,plain,
% 64.66/64.76 (~P6(x10111,f67(f42(x10111),f42(x10111)))),
% 64.66/64.76 inference(rename_variables,[],[543])).
% 64.66/64.76 cnf(1015,plain,
% 64.66/64.76 (~E(f64(f69(x10151,x10151),f42(x10151)),f69(x10151,x10151))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,170,174,929,175,927,180,191,159,172,947,173,858,543,946,744,427,964,978,981,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,862,437,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234])).
% 64.66/64.76 cnf(1017,plain,
% 64.66/64.76 (~P2(f42(x10171),f50(f41(x10172)))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,170,174,929,175,927,180,191,159,172,947,975,173,858,543,946,744,427,964,978,981,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,862,437,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278])).
% 64.66/64.76 cnf(1020,plain,
% 64.66/64.76 (E(f64(x10201,f64(x10201,x10201)),x10201)),
% 64.66/64.76 inference(rename_variables,[],[182])).
% 64.66/64.76 cnf(1022,plain,
% 64.66/64.76 (~E(f42(x10221),f65(f67(f42(x10221),f42(x10221)),f67(f42(x10221),f42(x10221))))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,170,174,929,175,927,180,191,159,172,947,975,173,858,543,946,1011,744,427,964,978,981,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,862,437,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306])).
% 64.66/64.76 cnf(1023,plain,
% 64.66/64.76 (P6(x10231,f42(x10231))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(1026,plain,
% 64.66/64.76 (P6(x10261,f42(x10261))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(1028,plain,
% 64.66/64.76 (~E(f42(f69(x10281,x10281)),f69(a1,a1))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,170,174,929,175,927,180,191,159,172,947,975,1023,1026,173,858,543,946,1011,744,427,964,978,981,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,862,437,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260])).
% 64.66/64.76 cnf(1029,plain,
% 64.66/64.76 (P6(x10291,f42(x10291))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(1031,plain,
% 64.66/64.76 (~P8(f42(x10311),f64(f42(x10311),f69(x10311,x10311)))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,173,858,772,543,946,1011,744,427,964,978,981,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,862,437,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257])).
% 64.66/64.76 cnf(1032,plain,
% 64.66/64.76 (P8(f64(x10321,x10322),x10321)),
% 64.66/64.76 inference(rename_variables,[],[181])).
% 64.66/64.76 cnf(1034,plain,
% 64.66/64.76 (~P3(f42(x10341),f42(x10341))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,173,858,772,543,946,1011,744,427,964,978,981,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,862,437,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290])).
% 64.66/64.76 cnf(1036,plain,
% 64.66/64.76 (~P6(f51(x10361),x10361)),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,173,858,772,543,946,1011,744,427,964,978,981,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,862,437,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249])).
% 64.66/64.76 cnf(1042,plain,
% 64.66/64.76 (~P6(f42(f51(f63(x10421))),x10421)),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,173,858,772,543,946,1011,744,427,964,978,981,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,862,437,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245])).
% 64.66/64.76 cnf(1046,plain,
% 64.66/64.76 (~P8(f69(x10461,x10461),f64(f69(x10461,x10461),f42(x10461)))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,173,858,772,543,946,1011,744,427,964,978,981,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225])).
% 64.66/64.76 cnf(1050,plain,
% 64.66/64.76 (~P2(f64(a39,f64(a39,a39)),a1)),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,173,858,772,543,946,1011,744,427,964,978,981,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143])).
% 64.66/64.76 cnf(1052,plain,
% 64.66/64.76 (~P6(f42(x10521),x10521)),
% 64.66/64.76 inference(rename_variables,[],[427])).
% 64.66/64.76 cnf(1053,plain,
% 64.66/64.76 (E(f64(x10531,f64(x10531,x10531)),x10531)),
% 64.66/64.76 inference(rename_variables,[],[182])).
% 64.66/64.76 cnf(1054,plain,
% 64.66/64.76 (~P6(f64(x10541,f64(x10541,x10541)),f67(f42(x10541),f42(x10541)))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,173,858,772,543,946,1011,744,427,964,978,981,986,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140])).
% 64.66/64.76 cnf(1055,plain,
% 64.66/64.76 (~P6(x10551,f67(f42(x10551),f42(x10551)))),
% 64.66/64.76 inference(rename_variables,[],[543])).
% 64.66/64.76 cnf(1057,plain,
% 64.66/64.76 (~P8(f42(x10571),f67(f42(x10571),f42(x10571)))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,173,858,772,543,946,1011,1055,744,427,964,978,981,986,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270])).
% 64.66/64.76 cnf(1058,plain,
% 64.66/64.76 (~P6(x10581,f67(f42(x10581),f42(x10581)))),
% 64.66/64.76 inference(rename_variables,[],[543])).
% 64.66/64.76 cnf(1060,plain,
% 64.66/64.76 (~P2(f42(a39),f50(a1))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,173,858,772,543,946,1011,1055,744,427,964,978,981,986,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294])).
% 64.66/64.76 cnf(1062,plain,
% 64.66/64.76 (~E(f42(a39),f64(f67(f42(a39),f42(a39)),x10621))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,173,858,772,543,946,1011,1055,1058,744,427,964,978,981,986,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277])).
% 64.66/64.76 cnf(1063,plain,
% 64.66/64.76 (P6(x10631,f42(x10631))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(1064,plain,
% 64.66/64.76 (~P6(x10641,f67(f42(x10641),f42(x10641)))),
% 64.66/64.76 inference(rename_variables,[],[543])).
% 64.66/64.76 cnf(1066,plain,
% 64.66/64.76 (~E(f67(f42(x10661),f42(x10661)),f65(x10662,f42(x10661)))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,1063,173,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275])).
% 64.66/64.76 cnf(1067,plain,
% 64.66/64.76 (P6(x10671,f42(x10671))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(1072,plain,
% 64.66/64.76 (~E(f67(f42(x10721),f42(x10721)),f50(x10721))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,1063,173,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252])).
% 64.66/64.76 cnf(1074,plain,
% 64.66/64.76 (P8(f65(a1,x10741),x10741)),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,166,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,1063,173,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321])).
% 64.66/64.76 cnf(1076,plain,
% 64.66/64.76 (~P8(f42(f42(x10761)),x10761)),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,166,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,1063,1067,173,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303])).
% 64.66/64.76 cnf(1077,plain,
% 64.66/64.76 (~P6(f42(x10771),x10771)),
% 64.66/64.76 inference(rename_variables,[],[427])).
% 64.66/64.76 cnf(1085,plain,
% 64.66/64.76 (P8(x10851,f64(f65(x10851,x10852),f64(f65(x10851,x10852),x10851)))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,166,174,929,175,927,180,181,191,159,172,947,975,1023,1026,1029,1063,1067,173,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356])).
% 64.66/64.76 cnf(1089,plain,
% 64.66/64.76 (E(f64(f69(x10891,x10891),f64(f69(x10891,x10891),f42(x10891))),f69(x10891,x10891))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,166,174,929,175,927,180,181,1032,191,159,172,947,975,1023,1026,1029,1063,1067,173,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,784,853,545,920,924,939,567,818,961,514,713,429,915,919,923,932,935,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317])).
% 64.66/64.76 cnf(1093,plain,
% 64.66/64.76 (~P6(x10931,f63(f4(a1)))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,166,174,929,175,927,180,181,1032,191,159,172,947,975,1023,1026,1029,1063,1067,173,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,784,853,545,920,924,939,567,818,961,514,713,729,429,915,919,923,932,935,938,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317,382,360])).
% 64.66/64.76 cnf(1105,plain,
% 64.66/64.76 (P6(f44(f69(x11051,x11051),f42(x11051)),f69(x11051,x11051))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,166,174,929,175,927,180,181,1032,191,159,172,947,975,1023,1026,1029,1063,1067,173,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,784,853,545,920,924,939,567,818,961,1005,514,713,729,429,915,919,923,932,935,938,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317,382,360,367,387,208,246,266])).
% 64.66/64.76 cnf(1107,plain,
% 64.66/64.76 (~E(f64(f69(f69(a40,a40),f69(a40,a40)),f69(f69(a1,a1),f69(a1,a1))),a1)),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,166,174,929,175,927,180,181,1032,191,159,172,947,975,1023,1026,1029,1063,1067,173,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,784,853,545,920,924,939,567,818,961,1005,514,713,729,429,915,919,923,932,935,938,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317,382,360,367,387,208,246,266,227])).
% 64.66/64.76 cnf(1109,plain,
% 64.66/64.76 (~P8(f64(f69(a40,a40),f64(f69(a40,a40),f69(a40,a40))),f69(a1,a1))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,166,174,929,175,927,180,181,1032,191,159,172,947,975,1023,1026,1029,1063,1067,173,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,784,853,545,920,924,939,567,818,961,1005,800,514,713,729,429,915,919,923,932,935,938,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317,382,360,367,387,208,246,266,227,145])).
% 64.66/64.76 cnf(1112,plain,
% 64.66/64.76 (~P2(f42(f42(x11121)),f50(x11121))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,166,174,929,175,927,180,181,1032,191,159,172,947,975,1023,1026,1029,1063,1067,173,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,1077,784,853,545,920,924,939,567,818,961,1005,800,514,713,729,429,915,919,923,932,935,938,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317,382,360,367,387,208,246,266,227,145,220,293])).
% 64.66/64.76 cnf(1116,plain,
% 64.66/64.76 (~E(f69(x11161,x11161),a1)),
% 64.66/64.76 inference(rename_variables,[],[191])).
% 64.66/64.76 cnf(1118,plain,
% 64.66/64.76 (~P3(f42(x11181),f69(x11181,x11181))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,166,174,929,175,927,180,181,1032,191,159,172,947,975,1023,1026,1029,1063,1067,173,561,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,1077,784,853,545,920,924,939,567,818,961,1005,800,514,713,729,429,915,919,923,932,935,938,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317,382,360,367,387,208,246,266,227,145,220,293,259,233])).
% 64.66/64.76 cnf(1120,plain,
% 64.66/64.76 (P3(f2(x11201,a1),f2(x11201,a1))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,170,166,174,929,175,927,180,181,1032,191,159,172,947,975,1023,1026,1029,1063,1067,173,561,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,1077,784,853,545,920,924,939,567,818,961,1005,800,514,713,729,429,915,919,923,932,935,938,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317,382,360,367,387,208,246,266,227,145,220,293,259,233,308])).
% 64.66/64.76 cnf(1122,plain,
% 64.66/64.76 (~P8(f69(a40,a40),f63(f50(f69(a1,a1))))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,164,170,166,174,929,175,927,180,181,1032,191,159,172,947,975,1023,1026,1029,1063,1067,173,561,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,1077,784,853,545,920,924,939,567,818,961,1005,800,514,713,729,429,915,919,923,932,935,938,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317,382,360,367,387,208,246,266,227,145,220,293,259,233,308,146])).
% 64.66/64.76 cnf(1128,plain,
% 64.66/64.76 (~P7(f69(a40,a40),f64(f69(a40,a40),f64(f69(a40,a40),f69(a40,a40))))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,164,170,192,166,174,929,175,927,180,181,1032,191,1116,159,172,947,975,1023,1026,1029,1063,1067,173,561,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,1077,784,853,736,545,920,924,939,487,567,818,961,1005,800,514,713,729,429,915,919,923,932,935,938,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317,382,360,367,387,208,246,266,227,145,220,293,259,233,308,146,272,2,15,148])).
% 64.66/64.76 cnf(1129,plain,
% 64.66/64.76 (E(f64(x11291,f64(x11291,x11291)),x11291)),
% 64.66/64.76 inference(rename_variables,[],[182])).
% 64.66/64.76 cnf(1133,plain,
% 64.66/64.76 (~E(f50(a1),a1)),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,1129,164,169,170,192,166,174,929,175,927,180,181,1032,191,1116,159,172,947,975,1023,1026,1029,1063,1067,173,561,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,1077,784,853,736,545,920,924,939,487,567,818,961,1005,800,514,713,729,429,915,919,923,932,935,938,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317,382,360,367,387,208,246,266,227,145,220,293,259,233,308,146,272,2,15,148,144,149,3])).
% 64.66/64.76 cnf(1135,plain,
% 64.66/64.76 (~P3(f69(a1,a1),f65(f42(a1),f42(a1)))),
% 64.66/64.76 inference(scs_inference,[],[162,160,189,163,182,916,1020,1053,1129,164,169,170,192,166,171,174,929,175,927,180,181,1032,191,1116,159,172,947,975,1023,1026,1029,1063,1067,173,561,858,772,543,946,1011,1055,1058,1064,744,427,964,978,981,986,1052,1077,784,853,736,545,920,924,939,487,567,818,961,1005,800,514,713,729,429,915,919,923,932,935,938,565,581,774,862,437,498,408,393,392,350,409,418,405,313,291,221,216,197,281,265,264,237,235,223,292,276,240,239,320,304,268,248,247,218,333,332,345,379,318,355,383,256,234,278,198,306,305,260,257,290,249,310,309,245,214,225,274,143,141,140,139,270,294,277,275,253,252,321,303,219,381,380,356,334,317,382,360,367,387,208,246,266,227,145,220,293,259,233,308,146,272,2,15,148,144,149,3,150])).
% 64.66/64.76 cnf(1201,plain,
% 64.66/64.76 (E(f65(x12011,a1),x12011)),
% 64.66/64.76 inference(rename_variables,[],[167])).
% 64.66/64.76 cnf(1204,plain,
% 64.66/64.76 (P2(x12041,f50(x12041))),
% 64.66/64.76 inference(rename_variables,[],[174])).
% 64.66/64.76 cnf(1207,plain,
% 64.66/64.76 (~P6(x12071,f4(a1))),
% 64.66/64.76 inference(rename_variables,[],[433])).
% 64.66/64.76 cnf(1208,plain,
% 64.66/64.76 (~P6(x12081,f64(f2(x12082,a1),f64(f2(x12082,a1),f2(x12082,a1))))),
% 64.66/64.76 inference(rename_variables,[],[914])).
% 64.66/64.76 cnf(1211,plain,
% 64.66/64.76 (~P6(x12111,f4(a1))),
% 64.66/64.76 inference(rename_variables,[],[433])).
% 64.66/64.76 cnf(1212,plain,
% 64.66/64.76 (~P6(x12121,f64(f2(x12122,a1),f64(f2(x12122,a1),f2(x12122,a1))))),
% 64.66/64.76 inference(rename_variables,[],[914])).
% 64.66/64.76 cnf(1214,plain,
% 64.66/64.76 (~P1(f51(x12141))),
% 64.66/64.76 inference(scs_inference,[],[154,167,174,173,914,1208,1120,433,1207,448,200,350,411,410,221])).
% 64.66/64.76 cnf(1216,plain,
% 64.66/64.76 (P6(f41(x12161),f50(x12161))),
% 64.66/64.76 inference(scs_inference,[],[190,154,167,176,174,173,914,1208,1120,433,1207,448,200,350,411,410,221,237])).
% 64.66/64.76 cnf(1217,plain,
% 64.66/64.76 (P2(f41(x12171),f50(x12171))),
% 64.66/64.76 inference(rename_variables,[],[176])).
% 64.66/64.76 cnf(1222,plain,
% 64.66/64.76 (P2(f6(x12221),x12221)),
% 64.66/64.76 inference(rename_variables,[],[175])).
% 64.66/64.76 cnf(1228,plain,
% 64.66/64.76 (E(f65(x12281,a1),x12281)),
% 64.66/64.76 inference(rename_variables,[],[167])).
% 64.66/64.76 cnf(1230,plain,
% 64.66/64.76 (~P6(f65(f51(f51(x12301)),x12302),f51(x12301))),
% 64.66/64.76 inference(scs_inference,[],[426,190,154,157,167,1201,176,178,174,175,180,173,842,511,1036,1128,914,1208,1120,433,1207,448,200,350,411,410,221,237,235,223,276,239,304])).
% 64.66/64.76 cnf(1231,plain,
% 64.66/64.76 (~P6(f51(x12311),x12311)),
% 64.66/64.76 inference(rename_variables,[],[1036])).
% 64.66/64.76 cnf(1232,plain,
% 64.66/64.76 (P8(x12321,f65(x12321,x12322))),
% 64.66/64.76 inference(rename_variables,[],[180])).
% 64.66/64.76 cnf(1234,plain,
% 64.66/64.76 (~P6(x12341,f2(x12342,f4(a1)))),
% 64.66/64.76 inference(scs_inference,[],[426,190,154,157,167,1201,176,178,174,175,180,173,842,511,1036,1128,914,1208,687,1120,433,1207,429,448,200,350,411,410,221,237,235,223,276,239,304,408])).
% 64.66/64.76 cnf(1235,plain,
% 64.66/64.76 (~P6(x12351,a1)),
% 64.66/64.76 inference(rename_variables,[],[429])).
% 64.66/64.76 cnf(1243,plain,
% 64.66/64.76 (~P6(x12431,f64(f2(x12432,a1),f64(f2(x12432,a1),f2(x12432,a1))))),
% 64.66/64.76 inference(rename_variables,[],[914])).
% 64.66/64.76 cnf(1245,plain,
% 64.66/64.76 (~E(f63(f4(a1)),f64(f42(x12451),f64(f42(x12451),f42(x12451))))),
% 64.66/64.76 inference(scs_inference,[],[426,190,154,157,167,1201,176,178,174,175,180,172,173,842,511,1036,1128,914,1208,1212,1093,687,1120,1062,977,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349])).
% 64.66/64.76 cnf(1246,plain,
% 64.66/64.76 (~P6(x12461,f63(f4(a1)))),
% 64.66/64.76 inference(rename_variables,[],[1093])).
% 64.66/64.76 cnf(1250,plain,
% 64.66/64.76 (P6(f7(f69(x12501,x12501),f64(f69(x12501,x12501),f42(x12501))),f69(x12501,x12501))),
% 64.66/64.76 inference(scs_inference,[],[426,190,154,157,167,1201,176,1217,178,174,175,180,172,173,1046,842,511,1036,1128,914,1208,1212,1093,687,1120,1062,977,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264])).
% 64.66/64.76 cnf(1252,plain,
% 64.66/64.76 (P3(x12521,f64(x12521,x12521))),
% 64.66/64.76 inference(scs_inference,[],[426,190,154,157,167,1201,176,1217,182,178,174,175,180,172,173,1046,842,511,1036,1128,914,1208,1212,1093,687,1120,1062,977,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234])).
% 64.66/64.76 cnf(1256,plain,
% 64.66/64.76 (E(f65(x12561,a1),x12561)),
% 64.66/64.76 inference(rename_variables,[],[167])).
% 64.66/64.76 cnf(1259,plain,
% 64.66/64.76 (E(f65(x12591,a1),x12591)),
% 64.66/64.76 inference(rename_variables,[],[167])).
% 64.66/64.76 cnf(1262,plain,
% 64.66/64.76 (P6(x12621,f51(x12621))),
% 64.66/64.76 inference(rename_variables,[],[173])).
% 64.66/64.76 cnf(1264,plain,
% 64.66/64.76 (P6(f44(f42(x12641),f69(x12641,x12641)),f69(x12641,x12641))),
% 64.66/64.76 inference(scs_inference,[],[426,190,154,157,167,1201,1228,1256,176,1217,182,178,174,175,180,172,191,173,1046,842,806,850,1118,511,1036,1128,914,1208,1212,1093,687,1120,1062,977,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265])).
% 64.66/64.76 cnf(1268,plain,
% 64.66/64.76 (~P6(x12681,f60(a1))),
% 64.66/64.76 inference(scs_inference,[],[426,190,154,157,167,1201,1228,1256,176,1217,182,178,174,175,180,172,191,173,1262,1046,842,806,850,1118,511,1036,1128,914,1208,1212,1093,687,1120,1062,977,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216])).
% 64.66/64.76 cnf(1279,plain,
% 64.66/64.76 (~P6(x12791,f63(f4(a1)))),
% 64.66/64.76 inference(rename_variables,[],[1093])).
% 64.66/64.76 cnf(1282,plain,
% 64.66/64.76 (P8(x12821,f65(x12821,x12822))),
% 64.66/64.76 inference(rename_variables,[],[180])).
% 64.66/64.76 cnf(1285,plain,
% 64.66/64.76 (P8(x12851,f65(x12851,x12852))),
% 64.66/64.76 inference(rename_variables,[],[180])).
% 64.66/64.76 cnf(1288,plain,
% 64.66/64.76 (P2(x12881,f50(x12881))),
% 64.66/64.76 inference(rename_variables,[],[174])).
% 64.66/64.76 cnf(1291,plain,
% 64.66/64.76 (~P6(f51(x12911),x12911)),
% 64.66/64.76 inference(rename_variables,[],[1036])).
% 64.66/64.76 cnf(1294,plain,
% 64.66/64.76 (~P6(f51(x12941),x12941)),
% 64.66/64.76 inference(rename_variables,[],[1036])).
% 64.66/64.76 cnf(1297,plain,
% 64.66/64.76 (~P6(f51(x12971),x12971)),
% 64.66/64.76 inference(rename_variables,[],[1036])).
% 64.66/64.76 cnf(1298,plain,
% 64.66/64.76 (E(f65(x12981,a1),x12981)),
% 64.66/64.76 inference(rename_variables,[],[167])).
% 64.66/64.76 cnf(1301,plain,
% 64.66/64.76 (E(f65(x13011,a1),x13011)),
% 64.66/64.76 inference(rename_variables,[],[167])).
% 64.66/64.76 cnf(1303,plain,
% 64.66/64.76 (~P6(f69(f69(x13031,f51(f60(a39))),f69(x13031,x13031)),a39)),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,184,154,157,167,1201,1228,1256,1259,1298,176,1217,182,178,161,174,1204,175,180,1232,1282,172,191,173,1262,1046,1105,842,806,850,1118,511,1036,1231,1291,1294,1297,1128,914,1208,1212,1093,1246,687,1120,1062,977,1107,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380])).
% 64.66/64.76 cnf(1304,plain,
% 64.66/64.76 (~P6(f51(x13041),x13041)),
% 64.66/64.76 inference(rename_variables,[],[1036])).
% 64.66/64.76 cnf(1308,plain,
% 64.66/64.76 (~E(f42(x13081),f64(x13082,f42(x13081)))),
% 64.66/64.76 inference(rename_variables,[],[972])).
% 64.66/64.76 cnf(1310,plain,
% 64.66/64.76 (~P6(f69(x13101,x13101),f44(f69(x13101,x13101),f42(x13101)))),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,184,154,157,167,1201,1228,1256,1259,1298,176,1217,182,178,161,174,1204,175,180,1232,1282,172,191,173,1262,1046,1105,842,806,850,1118,511,1036,1231,1291,1294,1297,972,1128,914,1208,1212,1093,1246,687,1120,1062,977,1107,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249])).
% 64.66/64.76 cnf(1312,plain,
% 64.66/64.76 (P3(f63(f4(a1)),x13121)),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,184,154,157,167,1201,1228,1256,1259,1298,176,1217,182,178,161,174,1204,175,180,1232,1282,172,191,173,1262,1046,1105,842,806,850,1118,511,1036,1231,1291,1294,1297,972,1128,914,1208,1212,1093,1246,1279,687,1120,1062,977,1107,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266])).
% 64.66/64.76 cnf(1313,plain,
% 64.66/64.76 (~P6(x13131,f63(f4(a1)))),
% 64.66/64.76 inference(rename_variables,[],[1093])).
% 64.66/64.76 cnf(1315,plain,
% 64.66/64.76 (P3(f69(f64(x13151,f64(x13151,x13151)),f64(x13151,f64(x13151,x13151))),f67(f42(x13151),f42(x13151)))),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,184,154,157,167,1201,1228,1256,1259,1298,176,1217,182,178,161,174,1204,175,180,1232,1282,172,191,173,1262,1046,1054,1105,842,806,850,1118,511,1036,1231,1291,1294,1297,972,1128,914,1208,1212,1093,1246,1279,687,1120,1062,977,1107,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263])).
% 64.66/64.76 cnf(1319,plain,
% 64.66/64.76 (P6(f46(f69(x13191,x13191),f42(x13191)),f69(x13191,x13191))),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,184,154,157,167,1201,1228,1256,1259,1298,176,1217,182,185,178,161,174,1204,175,180,1232,1282,172,191,156,173,1262,1046,1054,1105,842,806,850,1118,511,1036,1231,1291,1294,1297,972,1128,914,1208,1212,1093,1246,1279,687,1120,1062,977,1107,1050,810,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337])).
% 64.66/64.76 cnf(1323,plain,
% 64.66/64.76 (P2(x13231,f50(x13231))),
% 64.66/64.76 inference(rename_variables,[],[174])).
% 64.66/64.76 cnf(1326,plain,
% 64.66/64.76 (E(f65(x13261,f64(x13262,x13261)),f65(x13261,x13262))),
% 64.66/64.76 inference(rename_variables,[],[183])).
% 64.66/64.76 cnf(1329,plain,
% 64.66/64.76 (P6(x13291,f42(x13291))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(1334,plain,
% 64.66/64.76 (E(f65(x13341,a1),x13341)),
% 64.66/64.76 inference(rename_variables,[],[167])).
% 64.66/64.76 cnf(1336,plain,
% 64.66/64.76 (P6(f52(f69(x13361,x13361)),f69(x13361,x13361))),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,184,154,157,167,1201,1228,1256,1259,1298,1301,176,1217,182,185,178,161,174,1204,1288,175,180,1232,1282,172,191,156,173,1262,1015,1046,1054,1105,842,529,806,850,1118,511,1036,1231,1291,1294,1297,972,1122,955,1128,914,1208,1212,1093,1246,1279,687,1120,1062,977,1107,1050,810,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214])).
% 64.66/64.76 cnf(1340,plain,
% 64.66/64.76 (~P8(f42(x13401),f64(f42(x13401),f42(x13401)))),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,1326,184,154,157,167,1201,1228,1256,1259,1298,1301,176,1217,182,185,178,161,174,1204,1288,175,181,180,1232,1282,172,191,156,173,1262,1015,1046,1054,1105,842,529,806,850,1118,511,1036,1231,1291,1294,1297,972,1308,1122,955,1128,914,1208,1212,1093,1246,1279,687,1120,1062,977,1107,1050,810,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257])).
% 64.66/64.76 cnf(1341,plain,
% 64.66/64.76 (P8(f64(x13411,x13412),x13411)),
% 64.66/64.76 inference(rename_variables,[],[181])).
% 64.66/64.76 cnf(1342,plain,
% 64.66/64.76 (~E(f42(x13421),f64(x13422,f42(x13421)))),
% 64.66/64.76 inference(rename_variables,[],[972])).
% 64.66/64.76 cnf(1347,plain,
% 64.66/64.76 (P8(x13471,f65(x13471,x13472))),
% 64.66/64.76 inference(rename_variables,[],[180])).
% 64.66/64.76 cnf(1354,plain,
% 64.66/64.76 (P6(x13541,f42(x13541))),
% 64.66/64.76 inference(rename_variables,[],[172])).
% 64.66/64.76 cnf(1358,plain,
% 64.66/64.76 (E(f65(x13581,a1),x13581)),
% 64.66/64.76 inference(rename_variables,[],[167])).
% 64.66/64.76 cnf(1361,plain,
% 64.66/64.76 (~P6(f51(x13611),x13611)),
% 64.66/64.76 inference(rename_variables,[],[1036])).
% 64.66/64.76 cnf(1370,plain,
% 64.66/64.76 (P8(f69(a1,a1),f64(f69(a1,a1),f4(a1)))),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,1326,184,154,157,167,1201,1228,1256,1259,1298,1301,1334,176,1217,182,185,178,161,174,1204,1288,175,181,1341,180,1232,1282,1285,1347,172,1329,191,156,173,1262,1015,1046,1054,1105,842,529,806,850,1118,511,985,1036,1231,1291,1294,1297,1304,972,1308,1342,1028,1122,955,1128,914,1208,1212,1243,1093,1246,1279,687,1120,957,1062,977,951,1107,782,1050,810,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257,230,310,309,225,140,139,253,381,317,387,227])).
% 64.66/64.76 cnf(1372,plain,
% 64.66/64.76 (P8(f4(a1),x13721)),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,1326,184,154,157,167,1201,1228,1256,1259,1298,1301,1334,176,1217,182,185,178,161,174,1204,1288,175,181,1341,180,1232,1282,1285,1347,166,172,1329,191,156,173,1262,1015,1046,1054,1105,842,529,806,850,1118,511,985,1036,1231,1291,1294,1297,1304,972,1308,1342,1028,1122,955,1128,914,1208,1212,1243,1093,1246,1279,687,1120,957,1062,977,951,1107,782,1050,810,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257,230,310,309,225,140,139,253,381,317,387,227,145])).
% 64.66/64.76 cnf(1373,plain,
% 64.66/64.76 (~P8(f51(f54(x13731,x13731)),x13731)),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,1326,184,154,157,167,1201,1228,1256,1259,1298,1301,1334,176,1217,182,185,178,161,174,1204,1288,175,181,1341,180,1232,1282,1285,1347,166,172,1329,191,156,173,1262,1015,1046,1054,1105,842,529,806,850,1118,511,985,1036,1231,1291,1294,1297,1304,1361,972,1308,1342,1028,1122,955,1128,914,1208,1212,1243,1093,1246,1279,687,1120,957,1062,977,951,1107,782,1050,810,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257,230,310,309,225,140,139,253,381,317,387,227,145,334])).
% 64.66/64.76 cnf(1374,plain,
% 64.66/64.76 (~P6(f51(x13741),x13741)),
% 64.66/64.76 inference(rename_variables,[],[1036])).
% 64.66/64.76 cnf(1378,plain,
% 64.66/64.76 (E(f64(f2(x13781,a1),f2(x13781,a1)),f2(x13781,a1))),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,1326,184,154,157,167,1201,1228,1256,1259,1298,1301,1334,176,1217,182,185,178,161,174,1204,1288,175,181,1341,180,1232,1282,1285,1347,166,172,1329,191,156,173,1262,1015,1046,1054,1105,842,529,806,850,1118,511,985,1036,1231,1291,1294,1297,1304,1361,972,1308,1342,1028,1122,955,1128,914,1208,1212,1243,1093,1246,1279,687,1120,957,1062,977,951,1107,782,1050,810,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257,230,310,309,225,140,139,253,381,317,387,227,145,334,246,233])).
% 64.66/64.76 cnf(1380,plain,
% 64.66/64.76 (E(f64(x13801,f64(x13801,f41(a1))),a1)),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,1326,184,154,157,167,1201,1228,1256,1259,1298,1301,1334,176,1217,182,185,178,161,174,1204,1288,175,181,1341,180,1232,1282,1285,1347,166,172,1329,191,156,173,1262,1015,1046,1054,1105,842,529,806,850,1118,511,985,1036,1231,1291,1294,1297,1304,1361,972,1308,1342,1028,1122,955,1128,914,1208,1212,1243,1093,1246,1279,687,1120,957,1062,977,951,1107,782,1050,810,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257,230,310,309,225,140,139,253,381,317,387,227,145,334,246,233,279])).
% 64.66/64.76 cnf(1382,plain,
% 64.66/64.76 (~P3(f65(f69(a1,a1),x13821),f65(f42(a1),f42(a1)))),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,1326,184,154,157,167,1201,1228,1256,1259,1298,1301,1334,176,1217,182,185,178,161,174,1204,1288,175,181,1341,180,1232,1282,1285,1347,166,172,1329,191,156,173,1262,1015,1046,1054,1105,842,529,806,850,1118,511,985,1036,1231,1291,1294,1297,1304,1361,972,1308,1342,1028,1122,955,1128,914,1208,1212,1243,1093,1246,1279,1135,687,1120,957,1062,977,951,1107,782,1050,810,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257,230,310,309,225,140,139,253,381,317,387,227,145,334,246,233,279,272])).
% 64.66/64.76 cnf(1384,plain,
% 64.66/64.76 (~E(f64(f42(x13841),f64(f42(x13841),f69(x13841,x13841))),a1)),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,1326,184,154,157,167,1201,1228,1256,1259,1298,1301,1334,176,1217,182,185,178,161,174,1204,1288,175,181,1341,180,1232,1282,1285,1347,166,172,1329,191,156,173,1262,1015,1046,1054,1105,842,529,806,850,1118,511,985,1036,1231,1291,1294,1297,1304,1361,972,1308,1342,1028,1122,955,1128,914,1208,1212,1243,1093,1246,1279,1135,687,1120,957,1062,977,951,1107,782,1050,810,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257,230,310,309,225,140,139,253,381,317,387,227,145,334,246,233,279,272,308])).
% 64.66/64.76 cnf(1389,plain,
% 64.66/64.76 (~P6(f51(x13891),x13891)),
% 64.66/64.76 inference(rename_variables,[],[1036])).
% 64.66/64.76 cnf(1392,plain,
% 64.66/64.76 (E(f2(f4(a1),x13921),f2(a1,x13921))),
% 64.66/64.76 inference(rename_variables,[],[688])).
% 64.66/64.76 cnf(1393,plain,
% 64.66/64.76 (P3(f2(x13931,a1),f2(x13931,a1))),
% 64.66/64.76 inference(rename_variables,[],[1120])).
% 64.66/64.76 cnf(1395,plain,
% 64.66/64.76 (E(f65(x13951,f64(x13952,x13951)),f65(x13951,x13952))),
% 64.66/64.76 inference(rename_variables,[],[183])).
% 64.66/64.76 cnf(1402,plain,
% 64.66/64.76 (P3(f2(f4(a1),a1),f2(a1,a1))),
% 64.66/64.76 inference(scs_inference,[],[426,190,183,1326,1395,184,154,157,167,1201,1228,1256,1259,1298,1301,1334,1358,176,1217,182,185,178,161,174,1204,1288,1323,175,1222,181,1341,180,1232,1282,1285,1347,166,172,1329,191,156,173,1262,1015,1046,1054,1105,842,529,806,850,1118,511,985,1036,1231,1291,1294,1297,1304,1361,1374,972,1308,1342,1028,1122,955,1128,914,1208,1212,1243,1093,1246,1279,1135,687,688,1392,1120,1393,957,1062,977,951,1107,782,1050,810,495,818,433,1207,1211,429,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257,230,310,309,225,140,139,253,381,317,387,227,145,334,246,233,279,272,308,143,141,15,149,3,146,147,2,144,150])).
% 64.66/64.76 cnf(1421,plain,
% 64.66/64.76 (P3(f67(f50(x14211),f41(f50(x14211))),f41(f50(x14211)))),
% 64.66/64.76 inference(scs_inference,[],[187,426,190,183,1326,1395,184,154,157,167,1201,1228,1256,1259,1298,1301,1334,1358,176,1217,182,185,178,161,174,1204,1288,1323,175,1222,181,1341,180,1232,1282,1285,1347,166,159,172,1329,1354,191,170,156,173,1262,1015,1046,1054,1105,842,529,804,806,850,1118,511,985,1036,1231,1291,1294,1297,1304,1361,1374,1389,972,1308,1342,1028,1122,955,1128,914,1208,1212,1243,1093,1246,1279,1313,1135,687,688,1392,1120,1393,957,1062,977,951,1107,782,1050,810,495,818,433,1207,1211,429,1235,581,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257,230,310,309,225,140,139,253,381,317,387,227,145,334,246,233,279,272,308,143,141,15,149,3,146,147,2,144,150,339,330,250,366,344,217,251,357])).
% 64.66/64.76 cnf(1423,plain,
% 64.66/64.76 (~P6(x14231,f64(f69(x14231,x14231),f69(x14231,x14231)))),
% 64.66/64.76 inference(scs_inference,[],[187,426,190,183,1326,1395,184,154,157,167,1201,1228,1256,1259,1298,1301,1334,1358,176,1217,182,185,178,161,174,1204,1288,1323,175,1222,181,1341,180,1232,1282,1285,1347,166,159,172,1329,1354,191,170,156,173,1262,1015,1046,1054,1105,842,529,804,806,850,1118,511,985,1036,1231,1291,1294,1297,1304,1361,1374,1389,972,1308,1342,1028,1122,955,1128,914,1208,1212,1243,1093,1246,1279,1313,1135,687,688,1392,1120,1393,957,1062,977,951,1107,782,1050,810,495,818,433,1207,1211,429,1235,581,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257,230,310,309,225,140,139,253,381,317,387,227,145,334,246,233,279,272,308,143,141,15,149,3,146,147,2,144,150,339,330,250,366,344,217,251,357,324])).
% 64.66/64.76 cnf(1425,plain,
% 64.66/64.77 (E(f44(f69(x14251,x14251),f42(x14251)),x14251)),
% 64.66/64.77 inference(scs_inference,[],[187,426,190,183,1326,1395,184,154,157,167,1201,1228,1256,1259,1298,1301,1334,1358,176,1217,182,185,178,161,174,1204,1288,1323,175,1222,181,1341,180,1232,1282,1285,1347,166,159,172,1329,1354,191,170,156,173,1262,1015,1046,1054,1105,842,529,804,806,850,1118,511,985,1036,1231,1291,1294,1297,1304,1361,1374,1389,972,1308,1342,1028,1122,955,1128,914,1208,1212,1243,1093,1246,1279,1313,1135,687,688,1392,1120,1393,957,1062,977,951,1107,782,1050,810,495,818,433,1207,1211,429,1235,581,448,200,350,411,410,221,237,235,223,276,239,304,408,298,392,349,256,264,234,291,260,292,265,229,216,197,243,245,281,274,271,270,294,277,275,252,240,380,318,249,266,263,220,337,278,306,305,320,259,214,208,257,230,310,309,225,140,139,253,381,317,387,227,145,334,246,233,279,272,308,143,141,15,149,3,146,147,2,144,150,339,330,250,366,344,217,251,357,324,340])).
% 64.66/64.77 cnf(1465,plain,
% 64.66/64.77 (~P6(x14651,f60(a1))),
% 64.66/64.77 inference(rename_variables,[],[1268])).
% 64.66/64.77 cnf(1466,plain,
% 64.66/64.77 (~P6(x14661,f2(x14662,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1467,plain,
% 64.66/64.77 (P6(x14671,f42(x14671))),
% 64.66/64.77 inference(rename_variables,[],[172])).
% 64.66/64.77 cnf(1471,plain,
% 64.66/64.77 (~P6(x14711,f60(a1))),
% 64.66/64.77 inference(rename_variables,[],[1268])).
% 64.66/64.77 cnf(1472,plain,
% 64.66/64.77 (~P6(x14721,f2(x14722,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1475,plain,
% 64.66/64.77 (~P6(x14751,f60(a1))),
% 64.66/64.77 inference(rename_variables,[],[1268])).
% 64.66/64.77 cnf(1476,plain,
% 64.66/64.77 (~P6(x14761,f2(x14762,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1479,plain,
% 64.66/64.77 (~P6(x14791,f60(a1))),
% 64.66/64.77 inference(rename_variables,[],[1268])).
% 64.66/64.77 cnf(1480,plain,
% 64.66/64.77 (~P6(x14801,f2(x14802,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1483,plain,
% 64.66/64.77 (~P6(x14831,f63(f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1093])).
% 64.66/64.77 cnf(1486,plain,
% 64.66/64.77 (~P6(x14861,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(1488,plain,
% 64.66/64.77 (~E(f50(a1),f66(f50(a1)))),
% 64.66/64.77 inference(scs_inference,[],[159,172,1216,1234,1466,1472,1476,1245,931,1268,1465,1471,1475,1133,1093,514,951,429,342,323,386,385,393,410,297])).
% 64.66/64.77 cnf(1492,plain,
% 64.66/64.77 (~P6(x14921,f64(f51(x14921),f51(x14921)))),
% 64.66/64.77 inference(scs_inference,[],[159,172,173,1252,1216,1234,1466,1472,1476,1245,931,1268,1465,1471,1475,1133,1093,514,951,429,342,323,386,385,393,410,297,290])).
% 64.66/64.77 cnf(1493,plain,
% 64.66/64.77 (P3(x14931,f64(x14931,x14931))),
% 64.66/64.77 inference(rename_variables,[],[1252])).
% 64.66/64.77 cnf(1496,plain,
% 64.66/64.77 (~E(f67(f42(x14961),f42(x14961)),f65(x14962,f42(x14961)))),
% 64.66/64.77 inference(rename_variables,[],[1066])).
% 64.66/64.77 cnf(1497,plain,
% 64.66/64.77 (P8(x14971,f65(x14971,x14972))),
% 64.66/64.77 inference(rename_variables,[],[180])).
% 64.66/64.77 cnf(1499,plain,
% 64.66/64.77 (~E(f69(f69(x14991,x14992),f69(x14991,x14992)),x14992)),
% 64.66/64.77 inference(scs_inference,[],[180,159,172,173,1310,1425,1252,1066,1216,1234,1466,1472,1476,1245,931,1268,1465,1471,1475,1133,1093,514,951,429,342,323,386,385,393,410,297,290,235,239])).
% 64.66/64.77 cnf(1500,plain,
% 64.66/64.77 (E(f44(f69(x15001,x15001),f42(x15001)),x15001)),
% 64.66/64.77 inference(rename_variables,[],[1425])).
% 64.66/64.77 cnf(1501,plain,
% 64.66/64.77 (~P6(f69(x15011,x15011),f44(f69(x15011,x15011),f42(x15011)))),
% 64.66/64.77 inference(rename_variables,[],[1310])).
% 64.66/64.77 cnf(1504,plain,
% 64.66/64.77 (E(f65(x15041,x15041),x15041)),
% 64.66/64.77 inference(rename_variables,[],[171])).
% 64.66/64.77 cnf(1507,plain,
% 64.66/64.77 (E(f65(x15071,x15071),x15071)),
% 64.66/64.77 inference(rename_variables,[],[171])).
% 64.66/64.77 cnf(1509,plain,
% 64.66/64.77 (~P6(x15091,f4(f4(a1)))),
% 64.66/64.77 inference(scs_inference,[],[165,171,1504,180,159,172,173,1310,1425,1252,1066,1216,1234,1466,1472,1476,450,1245,931,1268,1465,1471,1475,733,1133,1093,514,951,429,1486,342,323,386,385,393,410,297,290,235,239,200,349,409])).
% 64.66/64.77 cnf(1510,plain,
% 64.66/64.77 (~P6(x15101,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(1513,plain,
% 64.66/64.77 (~P6(x15131,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(1516,plain,
% 64.66/64.77 (E(f65(x15161,a1),x15161)),
% 64.66/64.77 inference(rename_variables,[],[167])).
% 64.66/64.77 cnf(1517,plain,
% 64.66/64.77 (E(f69(x15171,x15172),f69(x15172,x15171))),
% 64.66/64.77 inference(rename_variables,[],[177])).
% 64.66/64.77 cnf(1524,plain,
% 64.66/64.77 (~P6(x15241,f2(x15242,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1529,plain,
% 64.66/64.77 (E(f44(f69(x15291,x15291),f42(x15291)),x15291)),
% 64.66/64.77 inference(rename_variables,[],[1425])).
% 64.66/64.77 cnf(1530,plain,
% 64.66/64.77 (P6(x15301,f42(x15301))),
% 64.66/64.77 inference(rename_variables,[],[172])).
% 64.66/64.77 cnf(1531,plain,
% 64.66/64.77 (~P6(f69(x15311,x15311),f44(f69(x15311,x15311),f42(x15311)))),
% 64.66/64.77 inference(rename_variables,[],[1310])).
% 64.66/64.77 cnf(1533,plain,
% 64.66/64.77 (~P7(x15331,f64(x15331,x15332))),
% 64.66/64.77 inference(scs_inference,[],[165,177,1517,171,1504,167,181,180,159,172,1467,173,1310,1501,1031,1425,1500,1252,1034,1066,1216,1234,1466,1472,1476,1480,450,1245,931,934,1268,1465,1471,1475,733,1133,1093,514,951,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251])).
% 64.66/64.77 cnf(1536,plain,
% 64.66/64.77 (~P6(x15361,f2(x15362,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1538,plain,
% 64.66/64.77 (~P3(f69(x15381,x15381),f51(x15381))),
% 64.66/64.77 inference(scs_inference,[],[165,177,1517,171,1504,167,181,180,159,172,1467,173,1310,1501,1031,1425,1500,1252,1034,1066,1216,1234,1466,1472,1476,1480,1524,450,1245,931,934,1268,1465,1471,1475,733,1133,1093,514,951,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324])).
% 64.66/64.77 cnf(1541,plain,
% 64.66/64.77 (~P8(f51(f54(x15411,x15411)),x15411)),
% 64.66/64.77 inference(rename_variables,[],[1373])).
% 64.66/64.77 cnf(1546,plain,
% 64.66/64.77 (E(f65(x15461,a1),x15461)),
% 64.66/64.77 inference(rename_variables,[],[167])).
% 64.66/64.77 cnf(1550,plain,
% 64.66/64.77 (~P6(f69(x15501,x15501),f44(f69(x15501,x15501),f42(x15501)))),
% 64.66/64.77 inference(rename_variables,[],[1310])).
% 64.66/64.77 cnf(1553,plain,
% 64.66/64.77 (P8(f64(x15531,x15532),x15531)),
% 64.66/64.77 inference(rename_variables,[],[181])).
% 64.66/64.77 cnf(1557,plain,
% 64.66/64.77 (P8(x15571,f65(x15571,x15572))),
% 64.66/64.77 inference(rename_variables,[],[180])).
% 64.66/64.77 cnf(1559,plain,
% 64.66/64.77 (~E(f42(x15591),f63(f2(x15592,f4(a1))))),
% 64.66/64.77 inference(scs_inference,[],[165,177,1517,171,1504,167,1516,181,180,1497,159,191,172,1467,1530,173,1310,1501,1531,1031,1425,1500,1529,1252,1373,1034,1066,1216,1234,1466,1472,1476,1480,1524,1536,450,1245,931,934,1268,1465,1471,1475,733,1133,1036,1093,514,951,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360])).
% 64.66/64.77 cnf(1560,plain,
% 64.66/64.77 (~P6(x15601,f2(x15602,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1562,plain,
% 64.66/64.77 (~E(f42(x15621),f2(f2(x15622,f4(a1)),x15623))),
% 64.66/64.77 inference(scs_inference,[],[165,177,1517,171,1504,167,1516,181,180,1497,159,191,172,1467,1530,173,1310,1501,1531,1031,1425,1500,1529,1252,1373,1034,1066,1216,1234,1466,1472,1476,1480,1524,1536,1560,450,1245,931,934,1268,1465,1471,1475,733,1133,1036,1093,514,951,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407])).
% 64.66/64.77 cnf(1563,plain,
% 64.66/64.77 (~P6(x15631,f2(x15632,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1565,plain,
% 64.66/64.77 (~P6(x15651,a36)),
% 64.66/64.77 inference(scs_inference,[],[165,158,177,1517,171,1504,167,1516,181,180,1497,159,191,172,1467,1530,173,1310,1501,1531,1031,1425,1500,1529,1252,1373,1034,1066,1216,1234,1466,1472,1476,1480,1524,1536,1560,450,1245,931,934,1268,1465,1471,1475,733,1133,1036,1093,514,951,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221])).
% 64.66/64.77 cnf(1567,plain,
% 64.66/64.77 (~E(f51(x15671),a1)),
% 64.66/64.77 inference(scs_inference,[],[165,158,177,1517,171,1504,167,1516,181,180,1497,159,191,172,1467,1530,173,1310,1501,1531,1031,1425,1500,1529,1252,1373,1034,1066,1216,1234,1466,1472,1476,1480,1524,1536,1560,450,1245,931,934,1268,1465,1471,1475,733,1133,1036,1093,514,951,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216])).
% 64.66/64.77 cnf(1570,plain,
% 64.66/64.77 (~P8(f51(f54(x15701,x15701)),x15701)),
% 64.66/64.77 inference(rename_variables,[],[1373])).
% 64.66/64.77 cnf(1573,plain,
% 64.66/64.77 (P8(f64(x15731,x15732),x15731)),
% 64.66/64.77 inference(rename_variables,[],[181])).
% 64.66/64.77 cnf(1578,plain,
% 64.66/64.77 (~P2(f69(x15781,x15782),a36)),
% 64.66/64.77 inference(scs_inference,[],[193,165,158,177,1517,171,1504,167,1516,181,1553,180,1497,1557,159,191,172,1467,1530,173,1310,1501,1531,1031,1425,1500,1529,1252,1373,1541,1034,1066,1216,1230,1214,1234,1466,1472,1476,1480,1524,1536,1560,450,1245,931,934,1268,1465,1471,1475,733,1133,1036,1093,514,951,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223])).
% 64.66/64.77 cnf(1582,plain,
% 64.66/64.77 (~E(f42(x15821),f2(x15822,f2(x15823,f4(a1))))),
% 64.66/64.77 inference(scs_inference,[],[193,165,158,177,1517,171,1504,167,1516,181,1553,180,1497,1557,159,191,172,1467,1530,173,1310,1501,1531,1031,1425,1500,1529,1252,1373,1541,1034,1066,1216,1230,1214,1234,1466,1472,1476,1480,1524,1536,1560,1563,450,1245,931,934,1268,1465,1471,1475,733,1133,1036,1093,514,951,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408])).
% 64.66/64.77 cnf(1583,plain,
% 64.66/64.77 (~P6(x15831,f2(x15832,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1588,plain,
% 64.66/64.77 (P2(f41(x15881),f50(x15881))),
% 64.66/64.77 inference(rename_variables,[],[176])).
% 64.66/64.77 cnf(1591,plain,
% 64.66/64.77 (E(f65(x15911,a1),x15911)),
% 64.66/64.77 inference(rename_variables,[],[167])).
% 64.66/64.77 cnf(1593,plain,
% 64.66/64.77 (~P8(f65(f67(f42(x15931),f42(x15931)),f42(x15931)),f67(f42(x15931),f42(x15931)))),
% 64.66/64.77 inference(scs_inference,[],[193,165,158,177,1517,171,1504,167,1516,1546,176,181,1553,180,1497,1557,159,191,172,1467,1530,173,1310,1501,1531,1031,1425,1500,1529,1252,1373,1541,1034,1066,1496,1112,1216,1230,1214,1234,1466,1472,1476,1480,1524,1536,1560,1563,450,1245,931,934,1268,1465,1471,1475,733,1133,1036,1093,514,951,800,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257])).
% 64.66/64.77 cnf(1595,plain,
% 64.66/64.77 (P8(x15951,f65(x15951,x15952))),
% 64.66/64.77 inference(rename_variables,[],[180])).
% 64.66/64.77 cnf(1597,plain,
% 64.66/64.77 (E(f7(f69(x15971,x15971),f64(f69(x15971,x15971),f42(x15971))),x15971)),
% 64.66/64.77 inference(scs_inference,[],[193,165,158,177,1517,171,1504,167,1516,1546,176,181,1553,180,1497,1557,159,191,172,1467,1530,173,1250,1310,1501,1531,1031,1425,1500,1529,1252,1373,1541,1034,1066,1496,1112,1216,1230,1214,1234,1466,1472,1476,1480,1524,1536,1560,1563,450,1245,931,934,1268,1465,1471,1475,733,1133,1036,1093,514,951,800,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259])).
% 64.66/64.77 cnf(1601,plain,
% 64.66/64.77 (~P6(x16011,f2(x16012,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1603,plain,
% 64.66/64.77 (~P6(x16031,f41(a36))),
% 64.66/64.77 inference(scs_inference,[],[193,165,158,177,1517,171,1504,167,1516,1546,176,1588,181,1553,180,1497,1557,159,191,172,1467,1530,173,1250,1310,1501,1531,1031,1425,1500,1529,1252,1373,1541,1034,1066,1496,1112,1216,1230,1214,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,450,1245,931,934,1268,1465,1471,1475,733,1133,1036,1093,514,951,800,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278])).
% 64.66/64.77 cnf(1609,plain,
% 64.66/64.77 (~P6(f69(x16091,x16091),f64(f44(f69(x16091,x16091),f42(x16091)),x16092))),
% 64.66/64.77 inference(scs_inference,[],[193,165,158,177,1517,171,1504,167,1516,1546,176,1588,181,1553,1573,180,1497,1557,159,191,172,1467,1530,173,1250,1310,1501,1531,1550,1031,1425,1500,1529,1252,1373,1541,1034,1066,1496,1112,1216,1230,1214,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,450,1245,931,934,1268,1465,1471,1475,733,1133,1036,1093,514,951,800,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270])).
% 64.66/64.77 cnf(1610,plain,
% 64.66/64.77 (P8(f64(x16101,x16102),x16101)),
% 64.66/64.77 inference(rename_variables,[],[181])).
% 64.66/64.77 cnf(1616,plain,
% 64.66/64.77 (P6(f7(f69(x16161,x16161),f64(f69(x16161,x16161),f42(x16161))),f69(x16161,x16161))),
% 64.66/64.77 inference(rename_variables,[],[1250])).
% 64.66/64.77 cnf(1620,plain,
% 64.66/64.77 (~P6(x16201,f2(x16202,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1624,plain,
% 64.66/64.77 (P6(f44(f42(x16241),f42(x16241)),f42(x16241))),
% 64.66/64.77 inference(scs_inference,[],[193,165,158,177,1517,169,171,1504,167,1516,1546,176,1588,181,1553,1573,180,1497,1557,159,191,172,1467,1530,173,1250,1008,1310,1501,1531,1550,1031,1425,1500,1529,1252,1373,1541,1034,1066,1496,1112,1216,1230,1214,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,1601,450,1245,931,934,1268,1465,1471,1475,733,1133,1036,1093,514,951,800,429,1486,1510,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270,277,253,387,229,266])).
% 64.66/64.77 cnf(1630,plain,
% 64.66/64.77 (P8(f64(x16301,x16302),x16301)),
% 64.66/64.77 inference(rename_variables,[],[181])).
% 64.66/64.77 cnf(1634,plain,
% 64.66/64.77 (E(f65(x16341,x16341),x16341)),
% 64.66/64.77 inference(rename_variables,[],[171])).
% 64.66/64.77 cnf(1636,plain,
% 64.66/64.77 (P6(f45(a40,a1),a40)),
% 64.66/64.77 inference(scs_inference,[],[187,193,165,158,177,1517,169,171,1504,1507,167,1516,1546,1591,176,1588,181,1553,1573,1610,180,1497,1557,159,191,172,1467,1530,173,1250,1008,1310,1501,1531,1550,1031,1425,1500,1529,1252,1373,1541,1034,1066,1496,1112,1216,1230,1214,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,1601,450,1245,931,934,1268,1465,1471,1475,1479,733,1133,1036,1093,514,951,800,429,1486,1510,1513,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270,277,253,387,229,266,275,252,305,318])).
% 64.66/64.77 cnf(1639,plain,
% 64.66/64.77 (~P6(f69(x16391,x16391),f7(f69(x16391,x16391),f64(f69(x16391,x16391),f42(x16391))))),
% 64.66/64.77 inference(scs_inference,[],[187,193,165,158,177,1517,169,171,1504,1507,167,1516,1546,1591,176,1588,181,1553,1573,1610,180,1497,1557,159,191,172,1467,1530,173,1250,1616,1008,1310,1501,1531,1550,1031,1425,1500,1529,1252,1373,1541,1034,1066,1496,1112,1216,1230,1214,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,1601,450,1245,931,934,1268,1465,1471,1475,1479,733,1133,1036,1093,514,951,800,429,1486,1510,1513,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270,277,253,387,229,266,275,252,305,318,249])).
% 64.66/64.77 cnf(1643,plain,
% 64.66/64.77 (P8(f69(f44(f42(x16431),f69(x16431,x16431)),f44(f42(x16431),f69(x16431,x16431))),f69(x16431,x16431))),
% 64.66/64.77 inference(scs_inference,[],[187,193,165,158,177,1517,169,171,1504,1507,167,1516,1546,1591,176,1588,181,1553,1573,1610,180,1497,1557,159,191,172,1467,1530,173,1250,1616,1008,1264,1310,1501,1531,1550,1031,1425,1500,1529,1252,1373,1541,1034,1066,1496,1112,1216,1230,1214,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,1601,450,1245,931,934,1268,1465,1471,1475,1479,733,1133,1036,1093,514,951,800,429,1486,1510,1513,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270,277,253,387,229,266,275,252,305,318,249,197,320])).
% 64.66/64.77 cnf(1647,plain,
% 64.66/64.77 (~E(f64(f42(x16471),f67(f42(x16471),f42(x16471))),a1)),
% 64.66/64.77 inference(scs_inference,[],[187,193,165,158,177,1517,169,171,1504,1507,167,1516,1546,1591,176,1588,181,1553,1573,1610,180,1497,1557,159,191,172,1467,1530,173,1250,1616,1008,1264,1310,1501,1531,1550,1031,1425,1500,1529,1057,1252,1373,1541,1034,1066,1496,1112,1216,1230,1214,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,1601,450,1245,931,934,1268,1465,1471,1475,1479,733,1133,1036,1093,514,951,800,429,1486,1510,1513,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270,277,253,387,229,266,275,252,305,318,249,197,320,208,227])).
% 64.66/64.77 cnf(1654,plain,
% 64.66/64.77 (E(f65(x16541,x16541),x16541)),
% 64.66/64.77 inference(rename_variables,[],[171])).
% 64.66/64.77 cnf(1659,plain,
% 64.66/64.77 (P6(f64(f69(x16591,x16591),f42(x16591)),f54(f69(x16591,x16591),f69(x16591,x16591)))),
% 64.66/64.77 inference(scs_inference,[],[187,193,165,158,177,1517,169,171,1504,1507,1634,167,1516,1546,1591,176,1588,181,1553,1573,1610,1630,180,1497,1557,159,191,172,1467,1530,173,1250,1616,1008,1264,1310,1501,1531,1550,1031,1425,1500,1529,1057,1252,1373,1541,1034,1042,1066,1496,1112,1216,1230,1214,1382,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,1601,450,1245,931,934,1268,1465,1471,1475,1479,733,1133,1036,1093,514,951,1015,800,429,1486,1510,1513,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270,277,253,387,229,266,275,252,305,318,249,197,320,208,227,230,140,139,317,310,334])).
% 64.66/64.77 cnf(1660,plain,
% 64.66/64.77 (P6(x16601,f51(x16601))),
% 64.66/64.77 inference(rename_variables,[],[173])).
% 64.66/64.77 cnf(1661,plain,
% 64.66/64.77 (P8(f64(x16611,x16612),x16611)),
% 64.66/64.77 inference(rename_variables,[],[181])).
% 64.66/64.77 cnf(1665,plain,
% 64.66/64.77 (~E(f65(f67(f42(x16651),f42(x16651)),f42(x16651)),f67(f42(x16651),f42(x16651)))),
% 64.66/64.77 inference(scs_inference,[],[187,193,165,158,177,1517,169,192,171,1504,1507,1634,167,1516,1546,1591,176,1588,181,1553,1573,1610,1630,180,1497,1557,159,191,172,1467,1530,173,1250,1616,1008,1264,1310,1501,1531,1550,1031,1425,1500,1529,1057,1252,1373,1541,1034,1042,1066,1496,1112,1216,1230,1214,1382,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,1601,450,1245,931,934,1268,1465,1471,1475,1479,733,1060,1133,1036,1093,514,951,1015,800,429,1486,1510,1513,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270,277,253,387,229,266,275,252,305,318,249,197,320,208,227,230,140,139,317,310,334,246,148])).
% 64.66/64.77 cnf(1666,plain,
% 64.66/64.77 (P3(x16661,f64(f65(x16661,x16662),f65(x16661,x16662)))),
% 64.66/64.77 inference(scs_inference,[],[187,193,165,158,177,1517,169,192,171,1504,1507,1634,167,1516,1546,1591,176,1588,181,1553,1573,1610,1630,180,1497,1557,1595,159,191,172,1467,1530,173,1250,1616,1008,1264,1310,1501,1531,1550,1031,1425,1500,1529,1057,1252,1493,1373,1541,1034,1042,1066,1496,1112,1216,1230,1214,1382,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,1601,450,1245,931,934,1268,1465,1471,1475,1479,733,1060,1133,1036,1093,514,951,1015,800,429,1486,1510,1513,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270,277,253,387,229,266,275,252,305,318,249,197,320,208,227,230,140,139,317,310,334,246,148,272])).
% 64.66/64.77 cnf(1673,plain,
% 64.66/64.77 (~E(f50(f42(f42(x16731))),f50(x16731))),
% 64.66/64.77 inference(scs_inference,[],[187,193,165,158,177,1517,169,192,171,1504,1507,1634,1654,167,1516,1546,1591,176,1588,174,181,1553,1573,1610,1630,1661,180,1497,1557,1595,159,191,172,1467,1530,173,1250,1616,1008,1264,1310,1501,1531,1550,1031,1425,1500,1529,1057,1252,1493,1373,1541,1034,1042,1066,1496,1112,1216,1230,1214,1382,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,1601,450,1245,931,934,1268,1465,1471,1475,1479,733,1060,1133,1036,1093,514,951,1015,800,429,1486,1510,1513,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270,277,253,387,229,266,275,252,305,318,249,197,320,208,227,230,140,139,317,310,334,246,148,272,145,3,147,144])).
% 64.66/64.77 cnf(1693,plain,
% 64.66/64.77 (~P6(x16931,f64(f69(x16931,x16931),f69(x16931,x16931)))),
% 64.66/64.77 inference(rename_variables,[],[1423])).
% 64.66/64.77 cnf(1697,plain,
% 64.66/64.77 (~P7(f65(f67(f42(x16971),f42(x16971)),f42(x16971)),f67(f42(x16971),f42(x16971)))),
% 64.66/64.77 inference(scs_inference,[],[187,193,165,158,177,1517,169,192,171,1504,1507,1634,1654,167,1516,1546,1591,176,1588,174,181,1553,1573,1610,1630,1661,180,1497,1557,1595,159,191,172,1467,1530,173,1315,1250,1616,1008,1022,1264,1310,1501,1531,1550,1423,1031,1425,1500,1529,1057,1252,1493,1373,1541,1570,1034,1042,1066,1496,1112,1216,1230,1214,1382,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,1601,1620,450,1245,1312,931,934,1268,1465,1471,1475,1479,733,1060,1133,454,1036,1093,1483,514,951,1015,800,429,1486,1510,1513,581,744,862,162,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270,277,253,387,229,266,275,252,305,318,249,197,320,208,227,230,140,139,317,310,334,246,148,272,145,3,147,144,143,141,146,149,150,2,402,398,7,397,384,350,250])).
% 64.66/64.77 cnf(1702,plain,
% 64.66/64.77 (~P2(f51(f69(x17021,x17021)),f50(f44(f69(x17021,x17021),f42(x17021))))),
% 64.66/64.77 inference(scs_inference,[],[187,193,165,158,177,1517,169,192,171,1504,1507,1634,1654,167,1516,1546,1591,176,1588,174,181,1553,1573,1610,1630,1661,180,1497,1557,1595,159,191,172,1467,1530,173,1660,1315,1250,1616,1008,1022,1264,1310,1501,1531,1550,1423,1693,1031,1425,1500,1529,1057,1252,1493,1373,1541,1570,1034,1042,1066,1496,1112,1216,1230,1214,1382,1234,1466,1472,1476,1480,1524,1536,1560,1563,1583,1601,1620,450,1245,1312,931,934,1268,1465,1471,1475,1479,733,1060,1133,454,1036,1093,1483,514,951,1015,800,429,1486,1510,1513,581,744,862,162,342,323,386,385,393,410,297,290,235,239,200,349,409,411,366,256,217,264,234,291,251,265,324,243,340,276,240,304,303,360,407,221,216,245,271,237,223,220,408,281,294,292,257,259,214,278,309,274,270,277,253,387,229,266,275,252,305,318,249,197,320,208,227,230,140,139,317,310,334,246,148,272,145,3,147,144,143,141,146,149,150,2,402,398,7,397,384,350,250,383,293])).
% 64.66/64.77 cnf(1735,plain,
% 64.66/64.77 (~P6(x17351,f2(x17352,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1739,plain,
% 64.66/64.77 (~P6(x17391,f2(x17392,f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1234])).
% 64.66/64.77 cnf(1741,plain,
% 64.66/64.77 (E(f41(a36),f66(f42(f41(a36))))),
% 64.66/64.77 inference(scs_inference,[],[172,1562,1559,1603,1234,1735,951,323,385,342])).
% 64.66/64.77 cnf(1742,plain,
% 64.66/64.77 (~P6(x17421,f41(a36))),
% 64.66/64.77 inference(rename_variables,[],[1603])).
% 64.66/64.77 cnf(1743,plain,
% 64.66/64.77 (P6(x17431,f42(x17431))),
% 64.66/64.77 inference(rename_variables,[],[172])).
% 64.66/64.77 cnf(1747,plain,
% 64.66/64.77 (~P6(x17471,f4(f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1509])).
% 64.66/64.77 cnf(1748,plain,
% 64.66/64.77 (E(f64(x17481,a1),x17481)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(1749,plain,
% 64.66/64.77 (~P6(f42(x17491),x17491)),
% 64.66/64.77 inference(rename_variables,[],[427])).
% 64.66/64.77 cnf(1756,plain,
% 64.66/64.77 (E(f64(x17561,a1),x17561)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(1760,plain,
% 64.66/64.77 (E(f64(x17601,a1),x17601)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(1763,plain,
% 64.66/64.77 (~P6(f69(x17631,x17631),f7(f69(x17631,x17631),f64(f69(x17631,x17631),f42(x17631))))),
% 64.66/64.77 inference(rename_variables,[],[1639])).
% 64.66/64.77 cnf(1764,plain,
% 64.66/64.77 (E(f69(x17641,x17642),f69(x17642,x17641))),
% 64.66/64.77 inference(rename_variables,[],[177])).
% 64.66/64.77 cnf(1766,plain,
% 64.66/64.77 (~P6(f69(f69(x17661,f69(f60(a39),f60(a39))),f69(x17661,x17661)),a39)),
% 64.66/64.77 inference(scs_inference,[],[168,1748,1756,177,427,161,191,172,1639,1763,1597,1562,1582,1559,1509,1603,1303,1234,1735,1739,951,323,385,342,358,386,418,260,239,383])).
% 64.66/64.77 cnf(1767,plain,
% 64.66/64.77 (~P6(f69(x17671,x17671),f7(f69(x17671,x17671),f64(f69(x17671,x17671),f42(x17671))))),
% 64.66/64.77 inference(rename_variables,[],[1639])).
% 64.66/64.77 cnf(1773,plain,
% 64.66/64.77 (~P6(f42(x17731),x17731)),
% 64.66/64.77 inference(rename_variables,[],[427])).
% 64.66/64.77 cnf(1776,plain,
% 64.66/64.77 (~P6(x17761,f64(f51(x17761),f51(x17761)))),
% 64.66/64.77 inference(rename_variables,[],[1492])).
% 64.66/64.77 cnf(1777,plain,
% 64.66/64.77 (P6(x17771,f42(x17771))),
% 64.66/64.77 inference(rename_variables,[],[172])).
% 64.66/64.77 cnf(1781,plain,
% 64.66/64.77 (P6(f44(f69(x17811,x17811),f51(x17811)),f51(x17811))),
% 64.66/64.77 inference(scs_inference,[],[168,1748,1756,177,427,1749,161,191,172,1743,1089,1639,1763,1597,864,1492,1538,1562,1582,1559,1509,1603,1636,1303,1234,1735,1739,951,323,385,342,358,386,418,260,239,383,256,380,291,234,265])).
% 64.66/64.77 cnf(1788,plain,
% 64.66/64.77 (E(f64(x17881,a1),x17881)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(1794,plain,
% 64.66/64.77 (~P6(f69(x17941,x17941),f7(f69(x17941,x17941),f64(f69(x17941,x17941),f42(x17941))))),
% 64.66/64.77 inference(rename_variables,[],[1639])).
% 64.66/64.77 cnf(1803,plain,
% 64.66/64.77 (~P6(x18031,f41(a36))),
% 64.66/64.77 inference(rename_variables,[],[1603])).
% 64.66/64.77 cnf(1804,plain,
% 64.66/64.77 (E(f64(x18041,a1),x18041)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(1807,plain,
% 64.66/64.77 (E(f64(x18071,a1),x18071)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(1814,plain,
% 64.66/64.77 (~E(x18141,f65(f42(f42(x18141)),x18142))),
% 64.66/64.77 inference(scs_inference,[],[153,179,168,1748,1756,1760,1788,1804,190,177,1764,427,1749,1773,175,161,191,172,1743,1777,173,1089,1639,1763,1767,1597,864,1340,1492,1538,1666,1562,1582,1559,1509,1603,1742,1636,1303,1230,1234,1735,1739,951,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276])).
% 64.66/64.77 cnf(1815,plain,
% 64.66/64.77 (P6(x18151,f42(x18151))),
% 64.66/64.77 inference(rename_variables,[],[172])).
% 64.66/64.77 cnf(1818,plain,
% 64.66/64.77 (~P6(f42(x18181),x18181)),
% 64.66/64.77 inference(rename_variables,[],[427])).
% 64.66/64.77 cnf(1820,plain,
% 64.66/64.77 (~P6(x18201,a5)),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,190,177,1764,427,1749,1773,175,161,191,172,1743,1777,173,1089,1639,1763,1767,1597,864,1340,1492,1538,1666,1562,1582,1559,1509,1603,1742,1636,1303,1230,1234,1735,1739,951,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221])).
% 64.66/64.77 cnf(1823,plain,
% 64.66/64.77 (~P7(x18231,f64(x18231,x18232))),
% 64.66/64.77 inference(rename_variables,[],[1533])).
% 64.66/64.77 cnf(1826,plain,
% 64.66/64.77 (P6(x18261,f51(x18261))),
% 64.66/64.77 inference(rename_variables,[],[173])).
% 64.66/64.77 cnf(1831,plain,
% 64.66/64.77 (P6(x18311,f51(x18311))),
% 64.66/64.77 inference(rename_variables,[],[173])).
% 64.66/64.77 cnf(1833,plain,
% 64.66/64.77 (P2(f4(f4(a1)),f50(x18331))),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,190,177,1764,427,1749,1773,175,161,191,172,1743,1777,1815,173,1826,1089,1639,1763,1767,1597,864,1340,1492,1538,1666,1533,1562,1582,1559,1370,1509,1747,1603,1742,1636,1567,1303,1230,1234,1735,1739,951,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221,235,259,214,292,274])).
% 64.66/64.77 cnf(1834,plain,
% 64.66/64.77 (~P6(x18341,f4(f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1509])).
% 64.66/64.77 cnf(1837,plain,
% 64.66/64.77 (P6(x18371,f42(x18371))),
% 64.66/64.77 inference(rename_variables,[],[172])).
% 64.66/64.77 cnf(1839,plain,
% 64.66/64.77 (~P6(x18391,f2(f4(a1),x18392))),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,190,177,1764,427,1749,1773,175,180,161,191,172,1743,1777,1815,173,1826,1089,1639,1763,1767,1597,864,1340,1492,1538,1666,1533,1562,1582,1559,1370,1509,1747,1603,1742,1636,1567,1303,1230,1234,1735,1739,688,951,429,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221,235,259,214,292,274,303,407])).
% 64.66/64.77 cnf(1845,plain,
% 64.66/64.77 (~P6(x18451,f4(f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1509])).
% 64.66/64.77 cnf(1853,plain,
% 64.66/64.77 (P6(x18531,f42(x18531))),
% 64.66/64.77 inference(rename_variables,[],[172])).
% 64.66/64.77 cnf(1858,plain,
% 64.66/64.77 (P8(x18581,f65(x18581,x18582))),
% 64.66/64.77 inference(rename_variables,[],[180])).
% 64.66/64.77 cnf(1861,plain,
% 64.66/64.77 (~P6(x18611,f41(a36))),
% 64.66/64.77 inference(rename_variables,[],[1603])).
% 64.66/64.77 cnf(1862,plain,
% 64.66/64.77 (E(f64(x18621,a1),x18621)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(1864,plain,
% 64.66/64.77 (P6(f69(x18641,x18641),f64(f42(f69(x18641,x18641)),f44(f69(x18641,x18641),f42(x18641))))),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,1807,190,177,1764,185,427,1749,1773,1818,175,180,161,191,172,1743,1777,1815,1837,1853,173,1826,1643,1089,1639,1763,1767,1794,1659,1597,864,1340,1492,1538,1609,1666,1076,1533,1562,1582,1559,1370,1509,1747,1834,1603,1742,1803,1636,1567,1303,1230,1234,1735,1739,688,951,429,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221,235,259,214,292,274,303,407,245,266,340,271,270,220,252,408,305])).
% 64.66/64.77 cnf(1866,plain,
% 64.66/64.77 (P6(x18661,f42(x18661))),
% 64.66/64.77 inference(rename_variables,[],[172])).
% 64.66/64.77 cnf(1869,plain,
% 64.66/64.77 (~P6(x18691,f64(x18692,f64(x18692,a1)))),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,1807,190,177,1764,185,427,1749,1773,1818,175,180,161,191,172,1743,1777,1815,1837,1853,173,1826,1643,1089,1639,1763,1767,1794,1659,1597,864,1340,1492,1538,1609,1666,1076,1533,1562,1582,1559,1370,1509,1747,1834,1603,1742,1803,1636,1567,1303,1230,1234,1735,1739,688,951,429,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221,235,259,214,292,274,303,407,245,266,340,271,270,220,252,408,305,216])).
% 64.66/64.77 cnf(1871,plain,
% 64.66/64.77 (~E(x18711,f65(x18712,f42(f42(x18711))))),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,1807,190,177,1764,185,427,1749,1773,1818,175,180,161,191,172,1743,1777,1815,1837,1853,1866,173,1826,1643,1089,1639,1763,1767,1794,1659,1597,864,1340,1492,1538,1609,1666,1076,1533,1562,1582,1559,1370,1509,1747,1834,1603,1742,1803,1636,1567,1303,1230,1234,1735,1739,688,951,429,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221,235,259,214,292,274,303,407,245,266,340,271,270,220,252,408,305,216,275])).
% 64.66/64.77 cnf(1872,plain,
% 64.66/64.77 (P6(x18721,f42(x18721))),
% 64.66/64.77 inference(rename_variables,[],[172])).
% 64.66/64.77 cnf(1875,plain,
% 64.66/64.77 (P6(f46(f69(x18751,x18751),f42(x18751)),f69(x18751,x18751))),
% 64.66/64.77 inference(rename_variables,[],[1319])).
% 64.66/64.77 cnf(1879,plain,
% 64.66/64.77 (~P6(x18791,f4(f4(a1)))),
% 64.66/64.77 inference(rename_variables,[],[1509])).
% 64.66/64.77 cnf(1892,plain,
% 64.66/64.77 (P8(x18921,f65(x18921,x18922))),
% 64.66/64.77 inference(rename_variables,[],[180])).
% 64.66/64.77 cnf(1898,plain,
% 64.66/64.77 (P8(x18981,f64(f65(x18981,x18982),f64(f65(x18981,x18982),x18981)))),
% 64.66/64.77 inference(rename_variables,[],[1085])).
% 64.66/64.77 cnf(1912,plain,
% 64.66/64.77 (E(f64(f65(x19121,x19122),x19122),f64(x19121,x19122))),
% 64.66/64.77 inference(rename_variables,[],[184])).
% 64.66/64.77 cnf(1918,plain,
% 64.66/64.77 (~P8(f69(f69(x19181,f69(x19182,x19182)),f69(x19181,f69(x19182,x19182))),f69(x19182,x19182))),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,1807,190,177,1764,184,185,427,1749,1773,1818,175,169,180,1858,161,191,172,1743,1777,1815,1837,1853,1866,1872,173,1826,1643,1089,1639,1763,1767,1794,1659,1597,1319,1875,864,1085,1340,1421,1492,1538,1609,1499,1666,1076,1533,1017,1562,1582,1559,1370,1509,1747,1834,1845,1879,1603,1742,1803,1861,1636,1567,1647,1303,1380,1074,1230,1234,1735,1739,688,951,429,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221,235,259,214,292,274,303,407,245,266,340,271,270,220,252,408,305,216,275,253,318,294,208,320,249,278,257,281,309,387,229,197,277,337,230,227,317])).
% 64.66/64.77 cnf(1922,plain,
% 64.66/64.77 (P6(x19221,f64(f65(f69(x19221,x19222),x19223),f64(f65(f69(x19221,x19222),x19223),f69(x19221,x19222))))),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,1807,190,177,1764,184,185,427,1749,1773,1818,175,169,180,1858,161,191,172,1743,1777,1815,1837,1853,1866,1872,173,1826,1643,1089,1639,1763,1767,1794,1659,1597,1319,1875,864,1085,1898,1340,1421,1492,1538,1609,1499,1666,1076,1533,1017,1562,1582,1559,1370,1509,1747,1834,1845,1879,1603,1742,1803,1861,1636,1567,1647,1303,1380,1074,1230,1234,1735,1739,688,951,429,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221,235,259,214,292,274,303,407,245,266,340,271,270,220,252,408,305,216,275,253,318,294,208,320,249,278,257,281,309,387,229,197,277,337,230,227,317,310])).
% 64.66/64.77 cnf(1929,plain,
% 64.66/64.77 (P2(x19291,f50(f65(x19291,x19292)))),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,1807,190,177,1764,184,185,427,1749,1773,1818,175,169,180,1858,1892,181,161,191,172,1743,1777,1815,1837,1853,1866,1872,173,1826,1831,1643,1089,1639,1763,1767,1794,1659,1597,1319,1875,864,1085,1898,1340,1421,1492,1538,1609,1499,1666,1076,1533,1017,1562,1582,1559,1370,1402,1509,1747,1834,1845,1879,1603,1742,1803,1861,1636,1567,1647,1303,1380,1074,1230,1234,1735,1739,688,951,429,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221,235,259,214,292,274,303,407,245,266,340,271,270,220,252,408,305,216,275,253,318,294,208,320,249,278,257,281,309,387,229,197,277,337,230,227,317,310,139,334,272,246])).
% 64.66/64.77 cnf(1932,plain,
% 64.66/64.77 (E(f64(x19321,a1),x19321)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(1938,plain,
% 64.66/64.77 (~P6(x19381,f64(f65(f51(x19381),f51(x19381)),f51(x19381)))),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,1807,1862,1932,190,177,1764,182,164,184,1912,185,427,1749,1773,1818,178,175,169,180,1858,1892,181,161,191,172,1743,1777,1815,1837,1853,1866,1872,173,1826,1831,1643,1089,1639,1763,1767,1794,1659,1597,1319,1875,1665,1697,864,1085,1898,1340,1421,1492,1776,1538,1609,1499,1666,1076,1533,1017,1562,1582,1559,1370,1402,1509,1747,1834,1845,1879,1603,1742,1803,1861,1636,1567,1578,1647,1303,1380,1074,1230,1234,1735,1739,688,951,429,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221,235,259,214,292,274,303,407,245,266,340,271,270,220,252,408,305,216,275,253,318,294,208,320,249,278,257,281,309,387,229,197,277,337,230,227,317,310,139,334,272,246,140,3,148,144,145,141])).
% 64.66/64.77 cnf(1941,plain,
% 64.66/64.77 (~P7(f4(a1),f64(a1,x19411))),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,1807,1862,1932,190,177,1764,182,164,184,1912,185,427,1749,1773,1818,178,175,169,180,1858,1892,181,161,191,172,1743,1777,1815,1837,1853,1866,1872,173,1826,1831,1643,1089,1639,1763,1767,1794,1659,1597,1319,1875,1593,1665,1697,864,1085,1898,1340,1421,1492,1776,1538,1609,1499,1666,1076,1533,1823,1017,1562,1582,1559,1370,1402,1509,1747,1834,1845,1879,1603,1742,1803,1861,1636,1567,1578,1647,1303,1380,1074,1230,1234,1735,1739,688,951,429,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221,235,259,214,292,274,303,407,245,266,340,271,270,220,252,408,305,216,275,253,318,294,208,320,249,278,257,281,309,387,229,197,277,337,230,227,317,310,139,334,272,246,140,3,148,144,145,141,146,147])).
% 64.66/64.77 cnf(1942,plain,
% 64.66/64.77 (~P3(f69(x19421,x19421),f65(f51(x19421),f51(x19421)))),
% 64.66/64.77 inference(scs_inference,[],[153,179,157,168,1748,1756,1760,1788,1804,1807,1862,1932,190,177,1764,182,164,184,1912,185,427,1749,1773,1818,178,171,175,169,180,1858,1892,181,161,191,172,1743,1777,1815,1837,1853,1866,1872,173,1826,1831,1643,1089,1639,1763,1767,1794,1659,1597,1319,1875,1593,1665,1697,864,1085,1898,1340,1421,1492,1776,1538,1609,1499,1666,1076,1533,1823,1017,1562,1582,1559,1370,1402,1509,1747,1834,1845,1879,1603,1742,1803,1861,1636,1567,1578,1647,1303,1380,1074,1230,1234,1735,1739,688,951,429,323,385,342,358,386,418,260,239,383,256,380,291,234,265,264,290,306,243,7,240,200,304,360,349,237,293,276,381,221,235,259,214,292,274,303,407,245,266,340,271,270,220,252,408,305,216,275,253,318,294,208,320,249,278,257,281,309,387,229,197,277,337,230,227,317,310,139,334,272,246,140,3,148,144,145,141,146,147,150])).
% 64.66/64.77 cnf(2007,plain,
% 64.66/64.77 (P2(x20071,f50(x20071))),
% 64.66/64.77 inference(rename_variables,[],[174])).
% 64.66/64.77 cnf(2010,plain,
% 64.66/64.77 (P2(a1,f50(x20101))),
% 64.66/64.77 inference(rename_variables,[],[581])).
% 64.66/64.77 cnf(2015,plain,
% 64.66/64.77 (~P6(x20151,f64(x20152,f64(x20152,a1)))),
% 64.66/64.77 inference(rename_variables,[],[1869])).
% 64.66/64.77 cnf(2103,plain,
% 64.66/64.77 (P2(x21031,f50(x21031))),
% 64.66/64.77 inference(rename_variables,[],[174])).
% 64.66/64.77 cnf(2106,plain,
% 64.66/64.77 (P2(f41(x21061),f50(x21061))),
% 64.66/64.77 inference(rename_variables,[],[176])).
% 64.66/64.77 cnf(2109,plain,
% 64.66/64.77 (P2(f41(x21091),f50(x21091))),
% 64.66/64.77 inference(rename_variables,[],[176])).
% 64.66/64.77 cnf(2123,plain,
% 64.66/64.77 (~E(f42(x21231),a1)),
% 64.66/64.77 inference(rename_variables,[],[951])).
% 64.66/64.77 cnf(2124,plain,
% 64.66/64.77 (~P6(f42(x21241),x21241)),
% 64.66/64.77 inference(rename_variables,[],[427])).
% 64.66/64.77 cnf(2127,plain,
% 64.66/64.77 (~P6(x21271,a5)),
% 64.66/64.77 inference(rename_variables,[],[1820])).
% 64.66/64.77 cnf(2128,plain,
% 64.66/64.77 (~P6(x21281,f64(x21282,f64(x21282,a1)))),
% 64.66/64.77 inference(rename_variables,[],[1869])).
% 64.66/64.77 cnf(2131,plain,
% 64.66/64.77 (~P6(x21311,a5)),
% 64.66/64.77 inference(rename_variables,[],[1820])).
% 64.66/64.77 cnf(2132,plain,
% 64.66/64.77 (~P6(x21321,f64(x21322,f64(x21322,a1)))),
% 64.66/64.77 inference(rename_variables,[],[1869])).
% 64.66/64.77 cnf(2141,plain,
% 64.66/64.77 (~P6(x21411,f64(x21412,f64(x21412,a1)))),
% 64.66/64.77 inference(rename_variables,[],[1869])).
% 64.66/64.77 cnf(2142,plain,
% 64.66/64.77 (~P6(x21421,f2(f4(a1),x21422))),
% 64.66/64.77 inference(rename_variables,[],[1839])).
% 64.66/64.77 cnf(2147,plain,
% 64.66/64.77 (~P6(x21471,a5)),
% 64.66/64.77 inference(rename_variables,[],[1820])).
% 64.66/64.77 cnf(2150,plain,
% 64.66/64.77 (~P6(x21501,f41(a36))),
% 64.66/64.77 inference(rename_variables,[],[1603])).
% 64.66/64.77 cnf(2151,plain,
% 64.66/64.77 (~P6(x21511,a5)),
% 64.66/64.77 inference(rename_variables,[],[1820])).
% 64.66/64.77 cnf(2154,plain,
% 64.66/64.77 (~P6(x21541,f64(x21542,f64(x21542,a1)))),
% 64.66/64.77 inference(rename_variables,[],[1869])).
% 64.66/64.77 cnf(2155,plain,
% 64.66/64.77 (~P6(x21551,f2(f4(a1),x21552))),
% 64.66/64.77 inference(rename_variables,[],[1839])).
% 64.66/64.77 cnf(2159,plain,
% 64.66/64.77 (~P6(x21591,a5)),
% 64.66/64.77 inference(rename_variables,[],[1820])).
% 64.66/64.77 cnf(2162,plain,
% 64.66/64.77 (E(f64(x21621,a1),x21621)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(2163,plain,
% 64.66/64.77 (~P6(f42(x21631),x21631)),
% 64.66/64.77 inference(rename_variables,[],[427])).
% 64.66/64.77 cnf(2164,plain,
% 64.66/64.77 (P6(x21641,f42(x21641))),
% 64.66/64.77 inference(rename_variables,[],[172])).
% 64.66/64.77 cnf(2171,plain,
% 64.66/64.77 (~P6(x21711,f64(x21712,f64(x21712,a1)))),
% 64.66/64.77 inference(rename_variables,[],[1869])).
% 64.66/64.77 cnf(2172,plain,
% 64.66/64.77 (~P6(x21721,f2(f4(a1),x21722))),
% 64.66/64.77 inference(rename_variables,[],[1839])).
% 64.66/64.77 cnf(2175,plain,
% 64.66/64.77 (~P6(x21751,f64(f65(f51(x21751),f51(x21751)),f51(x21751)))),
% 64.66/64.77 inference(rename_variables,[],[1938])).
% 64.66/64.77 cnf(2176,plain,
% 64.66/64.77 (P6(x21761,f42(x21761))),
% 64.66/64.77 inference(rename_variables,[],[172])).
% 64.66/64.77 cnf(2182,plain,
% 64.66/64.77 (~P6(x21821,f64(x21822,f64(x21822,a1)))),
% 64.66/64.77 inference(rename_variables,[],[1869])).
% 64.66/64.77 cnf(2198,plain,
% 64.66/64.77 (~P6(x21981,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2202,plain,
% 64.66/64.77 (P6(x22021,f50(x22021))),
% 64.66/64.77 inference(scs_inference,[],[193,165,168,176,2106,2109,177,182,427,2124,2163,190,174,2007,2103,163,166,181,160,172,2164,2176,191,173,1336,1781,1938,1942,1624,1814,1871,1109,1869,2015,2128,2132,2141,2154,2171,2182,1839,2142,2155,471,1741,764,1820,2127,2131,2147,2151,2159,1384,1666,1603,2150,951,2123,429,581,2010,862,162,262,210,209,206,205,369,222,211,287,331,296,273,215,204,327,199,389,391,284,203,202,261,132,131,129,128,125,121,118,117,116,114,113,112,111,110,109,105,103,102,100,98,96,92,91,89,88,87,86,85,77,75,73,72,68,66,65,60,59,57,56,55,54,53,49,45,43,42,41,33,32,31,29,28,26,21,20,19,18,9,5,299,212,269,231,341,336,335,315,314,300,295,370,371,421,420,213,12,11,323,362,418,410,385,411,297,321,383,386,291,260,265,264,409,234,324,306,360,243,237])).
% 64.66/64.77 cnf(2206,plain,
% 64.66/64.77 (E(f64(x22061,a1),x22061)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(2209,plain,
% 64.66/64.77 (E(f64(x22091,a1),x22091)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(2212,plain,
% 64.66/64.77 (E(f64(x22121,a1),x22121)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(2215,plain,
% 64.66/64.77 (P6(x22151,f51(x22151))),
% 64.66/64.77 inference(rename_variables,[],[173])).
% 64.66/64.77 cnf(2224,plain,
% 64.66/64.77 (E(f64(x22241,a1),x22241)),
% 64.66/64.77 inference(rename_variables,[],[168])).
% 64.66/64.77 cnf(2247,plain,
% 64.66/64.77 (~P6(x22471,f64(f2(x22472,a1),f2(x22472,a1)))),
% 64.66/64.77 inference(scs_inference,[],[153,193,165,168,2162,2206,2209,2212,2224,176,2106,2109,177,182,427,2124,2163,190,174,2007,2103,163,166,181,160,172,2164,2176,191,173,2215,1864,1702,1336,1781,1918,1938,2175,1942,1072,1624,1673,1814,1871,1109,1869,2015,2128,2132,2141,2154,2171,2182,1839,2142,2155,2172,1378,471,1741,764,1941,1820,2127,2131,2147,2151,2159,1384,1666,1603,2150,1372,951,2123,429,2198,581,2010,862,162,262,210,209,206,205,369,222,211,287,331,296,273,215,204,327,199,389,391,284,203,202,261,132,131,129,128,125,121,118,117,116,114,113,112,111,110,109,105,103,102,100,98,96,92,91,89,88,87,86,85,77,75,73,72,68,66,65,60,59,57,56,55,54,53,49,45,43,42,41,33,32,31,29,28,26,21,20,19,18,9,5,299,212,269,231,341,336,335,315,314,300,295,370,371,421,420,213,12,11,323,362,418,410,385,411,297,321,383,386,291,260,265,264,409,234,324,306,360,243,237,276,240,239,304,221,256,235,259,214,279,223,290,274,7,271,293,200,408])).
% 64.66/64.77 cnf(2487,plain,
% 64.66/64.77 (~P6(x24871,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2489,plain,
% 64.66/64.77 (~E(a1,f4(a40))),
% 64.66/64.77 inference(scs_inference,[],[429,2487,172,1929,2247,862,162,348,392,384])).
% 64.66/64.77 cnf(2490,plain,
% 64.66/64.77 (~P6(x24901,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2494,plain,
% 64.66/64.77 (~P6(x24941,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2498,plain,
% 64.66/64.77 (~P6(x24981,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2503,plain,
% 64.66/64.77 (~P6(x25031,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2504,plain,
% 64.66/64.77 (P2(a1,f50(x25041))),
% 64.66/64.77 inference(rename_variables,[],[581])).
% 64.66/64.77 cnf(2509,plain,
% 64.66/64.77 (~P6(x25091,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2510,plain,
% 64.66/64.77 (~P6(x25101,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2514,plain,
% 64.66/64.77 (~P6(x25141,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2522,plain,
% 64.66/64.77 (~P6(x25221,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2526,plain,
% 64.66/64.77 (E(f65(x25261,x25261),x25261)),
% 64.66/64.77 inference(rename_variables,[],[171])).
% 64.66/64.77 cnf(2527,plain,
% 64.66/64.77 (~P6(x25271,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2532,plain,
% 64.66/64.77 (~P6(x25321,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2544,plain,
% 64.66/64.77 (~P6(x25441,a1)),
% 64.66/64.77 inference(rename_variables,[],[429])).
% 64.66/64.77 cnf(2546,plain,
% 64.66/64.77 (~E(a1,f60(a40))),
% 64.66/64.77 inference(scs_inference,[],[154,171,2526,429,2487,2490,2494,2498,2503,2510,2514,2522,2527,2532,2544,2509,174,427,161,159,172,191,1922,2202,1929,2247,1833,1766,1488,573,1814,1133,1565,1509,581,2504,862,162,348,392,384,342,417,405,248,393,344,16,307,323,366,398,362,24,12,11,418,385,383])).
% 64.66/64.77 cnf(4337,plain,
% 64.66/64.77 (E(f60(a40),a1)),
% 64.66/64.77 inference(scs_inference,[],[2489,196,2])).
% 64.66/64.77 cnf(8884,plain,
% 64.66/64.77 ($false),
% 64.66/64.77 inference(scs_inference,[],[4337,2546,2]),
% 64.66/64.77 ['proof']).
% 64.82/64.78 % SZS output end Proof
% 64.82/64.78 % Total time :63.990000s
%------------------------------------------------------------------------------