TSTP Solution File: SEU294+2 by CSE---1.6
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : SEU294+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 : n006.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 16:19:02 EDT 2023
% Result : Theorem 23.26s 23.33s
% Output : CNFRefutation 23.54s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.11/0.12 % Problem : SEU294+2 : TPTP v8.1.2. Released v3.3.0.
% 0.12/0.13 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% 0.12/0.34 % Computer : n006.cluster.edu
% 0.12/0.34 % Model : x86_64 x86_64
% 0.12/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.34 % Memory : 8042.1875MB
% 0.12/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.12/0.34 % CPULimit : 300
% 0.12/0.34 % WCLimit : 300
% 0.12/0.34 % DateTime : Thu Aug 24 01:18:07 EDT 2023
% 0.12/0.34 % CPUTime :
% 0.20/0.63 start to proof:theBenchmark
% 23.26/23.29 %-------------------------------------------
% 23.26/23.29 % File :CSE---1.6
% 23.26/23.29 % Problem :theBenchmark
% 23.26/23.29 % Transform :cnf
% 23.26/23.29 % Format :tptp:raw
% 23.26/23.29 % Command :java -jar mcs_scs.jar %d %s
% 23.26/23.29
% 23.26/23.29 % Result :Theorem 21.500000s
% 23.26/23.29 % Output :CNFRefutation 21.500000s
% 23.26/23.29 %-------------------------------------------
% 23.26/23.29 %------------------------------------------------------------------------------
% 23.26/23.29 % File : SEU294+2 : TPTP v8.1.2. Released v3.3.0.
% 23.26/23.29 % Domain : Set theory
% 23.26/23.29 % Problem : MPTP chainy problem t13_finset_1
% 23.26/23.29 % Version : [Urb07] axioms : Especial.
% 23.26/23.29 % English :
% 23.26/23.29
% 23.26/23.29 % Refs : [Ban01] Bancerek et al. (2001), On the Characterizations of Co
% 23.26/23.29 % : [Urb07] Urban (2006), Email to G. Sutcliffe
% 23.26/23.29 % Source : [Urb07]
% 23.26/23.29 % Names : chainy-t13_finset_1 [Urb07]
% 23.26/23.29
% 23.26/23.29 % Status : Theorem
% 23.26/23.29 % Rating : 0.22 v8.1.0, 0.25 v7.4.0, 0.20 v7.3.0, 0.17 v7.1.0, 0.13 v7.0.0, 0.20 v6.4.0, 0.19 v6.3.0, 0.25 v6.2.0, 0.36 v6.1.0, 0.40 v6.0.0, 0.39 v5.5.0, 0.44 v5.4.0, 0.46 v5.3.0, 0.56 v5.2.0, 0.45 v5.1.0, 0.52 v5.0.0, 0.54 v4.1.0, 0.52 v4.0.1, 0.48 v4.0.0, 0.50 v3.7.0, 0.45 v3.5.0, 0.47 v3.4.0, 0.58 v3.3.0
% 23.26/23.29 % Syntax : Number of formulae : 395 ( 68 unt; 0 def)
% 23.26/23.29 % Number of atoms : 1449 ( 285 equ)
% 23.26/23.29 % Maximal formula atoms : 26 ( 3 avg)
% 23.26/23.29 % Number of connectives : 1188 ( 134 ~; 12 |; 483 &)
% 23.26/23.29 % ( 146 <=>; 413 =>; 0 <=; 0 <~>)
% 23.26/23.29 % Maximal formula depth : 22 ( 6 avg)
% 23.26/23.29 % Maximal term depth : 4 ( 1 avg)
% 23.26/23.29 % Number of predicates : 37 ( 35 usr; 1 prp; 0-3 aty)
% 23.26/23.29 % Number of functors : 38 ( 38 usr; 1 con; 0-3 aty)
% 23.26/23.29 % Number of variables : 1007 ( 891 !; 116 ?)
% 23.26/23.29 % SPC : FOF_THM_RFO_SEQ
% 23.26/23.29
% 23.26/23.29 % Comments : Translated by MPTP 0.2 from the original problem in the Mizar
% 23.26/23.29 % library, www.mizar.org
% 23.26/23.29 %------------------------------------------------------------------------------
% 23.26/23.29 fof(antisymmetry_r2_hidden,axiom,
% 23.26/23.29 ! [A,B] :
% 23.26/23.29 ( in(A,B)
% 23.26/23.29 => ~ in(B,A) ) ).
% 23.26/23.29
% 23.26/23.29 fof(antisymmetry_r2_xboole_0,axiom,
% 23.26/23.29 ! [A,B] :
% 23.26/23.29 ( proper_subset(A,B)
% 23.26/23.29 => ~ proper_subset(B,A) ) ).
% 23.26/23.29
% 23.26/23.29 fof(cc1_arytm_3,axiom,
% 23.26/23.29 ! [A] :
% 23.26/23.29 ( ordinal(A)
% 23.26/23.29 => ! [B] :
% 23.26/23.29 ( element(B,A)
% 23.26/23.29 => ( epsilon_transitive(B)
% 23.26/23.29 & epsilon_connected(B)
% 23.26/23.29 & ordinal(B) ) ) ) ).
% 23.26/23.29
% 23.26/23.29 fof(cc1_finset_1,axiom,
% 23.26/23.29 ! [A] :
% 23.26/23.29 ( empty(A)
% 23.26/23.29 => finite(A) ) ).
% 23.26/23.29
% 23.26/23.29 fof(cc1_funct_1,axiom,
% 23.26/23.29 ! [A] :
% 23.26/23.29 ( empty(A)
% 23.26/23.29 => function(A) ) ).
% 23.26/23.29
% 23.26/23.30 fof(cc1_ordinal1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( ordinal(A)
% 23.26/23.30 => ( epsilon_transitive(A)
% 23.26/23.30 & epsilon_connected(A) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(cc1_relat_1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( empty(A)
% 23.26/23.30 => relation(A) ) ).
% 23.26/23.30
% 23.26/23.30 fof(cc1_relset_1,axiom,
% 23.26/23.30 ! [A,B,C] :
% 23.26/23.30 ( element(C,powerset(cartesian_product2(A,B)))
% 23.26/23.30 => relation(C) ) ).
% 23.26/23.30
% 23.26/23.30 fof(cc2_arytm_3,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( ( empty(A)
% 23.26/23.30 & ordinal(A) )
% 23.26/23.30 => ( epsilon_transitive(A)
% 23.26/23.30 & epsilon_connected(A)
% 23.26/23.30 & ordinal(A)
% 23.26/23.30 & natural(A) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(cc2_finset_1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( finite(A)
% 23.26/23.30 => ! [B] :
% 23.26/23.30 ( element(B,powerset(A))
% 23.26/23.30 => finite(B) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(cc2_funct_1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( ( relation(A)
% 23.26/23.30 & empty(A)
% 23.26/23.30 & function(A) )
% 23.26/23.30 => ( relation(A)
% 23.26/23.30 & function(A)
% 23.26/23.30 & one_to_one(A) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(cc2_ordinal1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( ( epsilon_transitive(A)
% 23.26/23.30 & epsilon_connected(A) )
% 23.26/23.30 => ordinal(A) ) ).
% 23.26/23.30
% 23.26/23.30 fof(cc3_ordinal1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( empty(A)
% 23.26/23.30 => ( epsilon_transitive(A)
% 23.26/23.30 & epsilon_connected(A)
% 23.26/23.30 & ordinal(A) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(commutativity_k2_tarski,axiom,
% 23.26/23.30 ! [A,B] : unordered_pair(A,B) = unordered_pair(B,A) ).
% 23.26/23.30
% 23.26/23.30 fof(commutativity_k2_xboole_0,axiom,
% 23.26/23.30 ! [A,B] : set_union2(A,B) = set_union2(B,A) ).
% 23.26/23.30
% 23.26/23.30 fof(commutativity_k3_xboole_0,axiom,
% 23.26/23.30 ! [A,B] : set_intersection2(A,B) = set_intersection2(B,A) ).
% 23.26/23.30
% 23.26/23.30 fof(connectedness_r1_ordinal1,axiom,
% 23.26/23.30 ! [A,B] :
% 23.26/23.30 ( ( ordinal(A)
% 23.26/23.30 & ordinal(B) )
% 23.26/23.30 => ( ordinal_subset(A,B)
% 23.26/23.30 | ordinal_subset(B,A) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d10_relat_1,axiom,
% 23.26/23.30 ! [A,B] :
% 23.26/23.30 ( relation(B)
% 23.26/23.30 => ( B = identity_relation(A)
% 23.26/23.30 <=> ! [C,D] :
% 23.26/23.30 ( in(ordered_pair(C,D),B)
% 23.26/23.30 <=> ( in(C,A)
% 23.26/23.30 & C = D ) ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d10_xboole_0,axiom,
% 23.26/23.30 ! [A,B] :
% 23.26/23.30 ( A = B
% 23.26/23.30 <=> ( subset(A,B)
% 23.26/23.30 & subset(B,A) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d11_relat_1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( relation(A)
% 23.26/23.30 => ! [B,C] :
% 23.26/23.30 ( relation(C)
% 23.26/23.30 => ( C = relation_dom_restriction(A,B)
% 23.26/23.30 <=> ! [D,E] :
% 23.26/23.30 ( in(ordered_pair(D,E),C)
% 23.26/23.30 <=> ( in(D,B)
% 23.26/23.30 & in(ordered_pair(D,E),A) ) ) ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d12_funct_1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( ( relation(A)
% 23.26/23.30 & function(A) )
% 23.26/23.30 => ! [B,C] :
% 23.26/23.30 ( C = relation_image(A,B)
% 23.26/23.30 <=> ! [D] :
% 23.26/23.30 ( in(D,C)
% 23.26/23.30 <=> ? [E] :
% 23.26/23.30 ( in(E,relation_dom(A))
% 23.26/23.30 & in(E,B)
% 23.26/23.30 & D = apply(A,E) ) ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d12_relat_1,axiom,
% 23.26/23.30 ! [A,B] :
% 23.26/23.30 ( relation(B)
% 23.26/23.30 => ! [C] :
% 23.26/23.30 ( relation(C)
% 23.26/23.30 => ( C = relation_rng_restriction(A,B)
% 23.26/23.30 <=> ! [D,E] :
% 23.26/23.30 ( in(ordered_pair(D,E),C)
% 23.26/23.30 <=> ( in(E,A)
% 23.26/23.30 & in(ordered_pair(D,E),B) ) ) ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d12_relat_2,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( relation(A)
% 23.26/23.30 => ( antisymmetric(A)
% 23.26/23.30 <=> is_antisymmetric_in(A,relation_field(A)) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d13_funct_1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( ( relation(A)
% 23.26/23.30 & function(A) )
% 23.26/23.30 => ! [B,C] :
% 23.26/23.30 ( C = relation_inverse_image(A,B)
% 23.26/23.30 <=> ! [D] :
% 23.26/23.30 ( in(D,C)
% 23.26/23.30 <=> ( in(D,relation_dom(A))
% 23.26/23.30 & in(apply(A,D),B) ) ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d13_relat_1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( relation(A)
% 23.26/23.30 => ! [B,C] :
% 23.26/23.30 ( C = relation_image(A,B)
% 23.26/23.30 <=> ! [D] :
% 23.26/23.30 ( in(D,C)
% 23.26/23.30 <=> ? [E] :
% 23.26/23.30 ( in(ordered_pair(E,D),A)
% 23.26/23.30 & in(E,B) ) ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d14_relat_1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( relation(A)
% 23.26/23.30 => ! [B,C] :
% 23.26/23.30 ( C = relation_inverse_image(A,B)
% 23.26/23.30 <=> ! [D] :
% 23.26/23.30 ( in(D,C)
% 23.26/23.30 <=> ? [E] :
% 23.26/23.30 ( in(ordered_pair(D,E),A)
% 23.26/23.30 & in(E,B) ) ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d14_relat_2,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( relation(A)
% 23.26/23.30 => ( connected(A)
% 23.26/23.30 <=> is_connected_in(A,relation_field(A)) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d16_relat_2,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( relation(A)
% 23.26/23.30 => ( transitive(A)
% 23.26/23.30 <=> is_transitive_in(A,relation_field(A)) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d1_enumset1,axiom,
% 23.26/23.30 ! [A,B,C,D] :
% 23.26/23.30 ( D = unordered_triple(A,B,C)
% 23.26/23.30 <=> ! [E] :
% 23.26/23.30 ( in(E,D)
% 23.26/23.30 <=> ~ ( E != A
% 23.26/23.30 & E != B
% 23.26/23.30 & E != C ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d1_funct_1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( function(A)
% 23.26/23.30 <=> ! [B,C,D] :
% 23.26/23.30 ( ( in(ordered_pair(B,C),A)
% 23.26/23.30 & in(ordered_pair(B,D),A) )
% 23.26/23.30 => C = D ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d1_funct_2,axiom,
% 23.26/23.30 ! [A,B,C] :
% 23.26/23.30 ( relation_of2_as_subset(C,A,B)
% 23.26/23.30 => ( ( ( B = empty_set
% 23.26/23.30 => A = empty_set )
% 23.26/23.30 => ( quasi_total(C,A,B)
% 23.26/23.30 <=> A = relation_dom_as_subset(A,B,C) ) )
% 23.26/23.30 & ( B = empty_set
% 23.26/23.30 => ( A = empty_set
% 23.26/23.30 | ( quasi_total(C,A,B)
% 23.26/23.30 <=> C = empty_set ) ) ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d1_mcart_1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( ? [B,C] : A = ordered_pair(B,C)
% 23.26/23.30 => ! [B] :
% 23.26/23.30 ( B = pair_first(A)
% 23.26/23.30 <=> ! [C,D] :
% 23.26/23.30 ( A = ordered_pair(C,D)
% 23.26/23.30 => B = C ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d1_ordinal1,axiom,
% 23.26/23.30 ! [A] : succ(A) = set_union2(A,singleton(A)) ).
% 23.26/23.30
% 23.26/23.30 fof(d1_relat_1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( relation(A)
% 23.26/23.30 <=> ! [B] :
% 23.26/23.30 ~ ( in(B,A)
% 23.26/23.30 & ! [C,D] : B != ordered_pair(C,D) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d1_relat_2,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( relation(A)
% 23.26/23.30 => ! [B] :
% 23.26/23.30 ( is_reflexive_in(A,B)
% 23.26/23.30 <=> ! [C] :
% 23.26/23.30 ( in(C,B)
% 23.26/23.30 => in(ordered_pair(C,C),A) ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d1_relset_1,axiom,
% 23.26/23.30 ! [A,B,C] :
% 23.26/23.30 ( relation_of2(C,A,B)
% 23.26/23.30 <=> subset(C,cartesian_product2(A,B)) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d1_setfam_1,axiom,
% 23.26/23.30 ! [A,B] :
% 23.26/23.30 ( ( A != empty_set
% 23.26/23.30 => ( B = set_meet(A)
% 23.26/23.30 <=> ! [C] :
% 23.26/23.30 ( in(C,B)
% 23.26/23.30 <=> ! [D] :
% 23.26/23.30 ( in(D,A)
% 23.26/23.30 => in(C,D) ) ) ) )
% 23.26/23.30 & ( A = empty_set
% 23.26/23.30 => ( B = set_meet(A)
% 23.26/23.30 <=> B = empty_set ) ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d1_tarski,axiom,
% 23.26/23.30 ! [A,B] :
% 23.26/23.30 ( B = singleton(A)
% 23.26/23.30 <=> ! [C] :
% 23.26/23.30 ( in(C,B)
% 23.26/23.30 <=> C = A ) ) ).
% 23.26/23.30
% 23.26/23.30 fof(d1_wellord1,axiom,
% 23.26/23.30 ! [A] :
% 23.26/23.30 ( relation(A)
% 23.26/23.30 => ! [B,C] :
% 23.26/23.30 ( C = fiber(A,B)
% 23.26/23.31 <=> ! [D] :
% 23.26/23.31 ( in(D,C)
% 23.26/23.31 <=> ( D != B
% 23.26/23.31 & in(ordered_pair(D,B),A) ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d1_wellord2,axiom,
% 23.26/23.31 ! [A,B] :
% 23.26/23.31 ( relation(B)
% 23.26/23.31 => ( B = inclusion_relation(A)
% 23.26/23.31 <=> ( relation_field(B) = A
% 23.26/23.31 & ! [C,D] :
% 23.26/23.31 ( ( in(C,A)
% 23.26/23.31 & in(D,A) )
% 23.26/23.31 => ( in(ordered_pair(C,D),B)
% 23.26/23.31 <=> subset(C,D) ) ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d1_xboole_0,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( A = empty_set
% 23.26/23.31 <=> ! [B] : ~ in(B,A) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d1_zfmisc_1,axiom,
% 23.26/23.31 ! [A,B] :
% 23.26/23.31 ( B = powerset(A)
% 23.26/23.31 <=> ! [C] :
% 23.26/23.31 ( in(C,B)
% 23.26/23.31 <=> subset(C,A) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d2_mcart_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( ? [B,C] : A = ordered_pair(B,C)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( B = pair_second(A)
% 23.26/23.31 <=> ! [C,D] :
% 23.26/23.31 ( A = ordered_pair(C,D)
% 23.26/23.31 => B = D ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d2_ordinal1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( epsilon_transitive(A)
% 23.26/23.31 <=> ! [B] :
% 23.26/23.31 ( in(B,A)
% 23.26/23.31 => subset(B,A) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d2_relat_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( relation(B)
% 23.26/23.31 => ( A = B
% 23.26/23.31 <=> ! [C,D] :
% 23.26/23.31 ( in(ordered_pair(C,D),A)
% 23.26/23.31 <=> in(ordered_pair(C,D),B) ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d2_subset_1,axiom,
% 23.26/23.31 ! [A,B] :
% 23.26/23.31 ( ( ~ empty(A)
% 23.26/23.31 => ( element(B,A)
% 23.26/23.31 <=> in(B,A) ) )
% 23.26/23.31 & ( empty(A)
% 23.26/23.31 => ( element(B,A)
% 23.26/23.31 <=> empty(B) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d2_tarski,axiom,
% 23.26/23.31 ! [A,B,C] :
% 23.26/23.31 ( C = unordered_pair(A,B)
% 23.26/23.31 <=> ! [D] :
% 23.26/23.31 ( in(D,C)
% 23.26/23.31 <=> ( D = A
% 23.26/23.31 | D = B ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d2_wellord1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ( well_founded_relation(A)
% 23.26/23.31 <=> ! [B] :
% 23.26/23.31 ~ ( subset(B,relation_field(A))
% 23.26/23.31 & B != empty_set
% 23.26/23.31 & ! [C] :
% 23.26/23.31 ~ ( in(C,B)
% 23.26/23.31 & disjoint(fiber(A,C),B) ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d2_xboole_0,axiom,
% 23.26/23.31 ! [A,B,C] :
% 23.26/23.31 ( C = set_union2(A,B)
% 23.26/23.31 <=> ! [D] :
% 23.26/23.31 ( in(D,C)
% 23.26/23.31 <=> ( in(D,A)
% 23.26/23.31 | in(D,B) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d2_zfmisc_1,axiom,
% 23.26/23.31 ! [A,B,C] :
% 23.26/23.31 ( C = cartesian_product2(A,B)
% 23.26/23.31 <=> ! [D] :
% 23.26/23.31 ( in(D,C)
% 23.26/23.31 <=> ? [E,F] :
% 23.26/23.31 ( in(E,A)
% 23.26/23.31 & in(F,B)
% 23.26/23.31 & D = ordered_pair(E,F) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d3_ordinal1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( epsilon_connected(A)
% 23.26/23.31 <=> ! [B,C] :
% 23.26/23.31 ~ ( in(B,A)
% 23.26/23.31 & in(C,A)
% 23.26/23.31 & ~ in(B,C)
% 23.26/23.31 & B != C
% 23.26/23.31 & ~ in(C,B) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d3_relat_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( relation(B)
% 23.26/23.31 => ( subset(A,B)
% 23.26/23.31 <=> ! [C,D] :
% 23.26/23.31 ( in(ordered_pair(C,D),A)
% 23.26/23.31 => in(ordered_pair(C,D),B) ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d3_tarski,axiom,
% 23.26/23.31 ! [A,B] :
% 23.26/23.31 ( subset(A,B)
% 23.26/23.31 <=> ! [C] :
% 23.26/23.31 ( in(C,A)
% 23.26/23.31 => in(C,B) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d3_wellord1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( is_well_founded_in(A,B)
% 23.26/23.31 <=> ! [C] :
% 23.26/23.31 ~ ( subset(C,B)
% 23.26/23.31 & C != empty_set
% 23.26/23.31 & ! [D] :
% 23.26/23.31 ~ ( in(D,C)
% 23.26/23.31 & disjoint(fiber(A,D),C) ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d3_xboole_0,axiom,
% 23.26/23.31 ! [A,B,C] :
% 23.26/23.31 ( C = set_intersection2(A,B)
% 23.26/23.31 <=> ! [D] :
% 23.26/23.31 ( in(D,C)
% 23.26/23.31 <=> ( in(D,A)
% 23.26/23.31 & in(D,B) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d4_funct_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( ( relation(A)
% 23.26/23.31 & function(A) )
% 23.26/23.31 => ! [B,C] :
% 23.26/23.31 ( ( in(B,relation_dom(A))
% 23.26/23.31 => ( C = apply(A,B)
% 23.26/23.31 <=> in(ordered_pair(B,C),A) ) )
% 23.26/23.31 & ( ~ in(B,relation_dom(A))
% 23.26/23.31 => ( C = apply(A,B)
% 23.26/23.31 <=> C = empty_set ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d4_ordinal1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( ordinal(A)
% 23.26/23.31 <=> ( epsilon_transitive(A)
% 23.26/23.31 & epsilon_connected(A) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d4_relat_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( B = relation_dom(A)
% 23.26/23.31 <=> ! [C] :
% 23.26/23.31 ( in(C,B)
% 23.26/23.31 <=> ? [D] : in(ordered_pair(C,D),A) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d4_relat_2,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( is_antisymmetric_in(A,B)
% 23.26/23.31 <=> ! [C,D] :
% 23.26/23.31 ( ( in(C,B)
% 23.26/23.31 & in(D,B)
% 23.26/23.31 & in(ordered_pair(C,D),A)
% 23.26/23.31 & in(ordered_pair(D,C),A) )
% 23.26/23.31 => C = D ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d4_subset_1,axiom,
% 23.26/23.31 ! [A] : cast_to_subset(A) = A ).
% 23.26/23.31
% 23.26/23.31 fof(d4_tarski,axiom,
% 23.26/23.31 ! [A,B] :
% 23.26/23.31 ( B = union(A)
% 23.26/23.31 <=> ! [C] :
% 23.26/23.31 ( in(C,B)
% 23.26/23.31 <=> ? [D] :
% 23.26/23.31 ( in(C,D)
% 23.26/23.31 & in(D,A) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d4_wellord1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ( well_ordering(A)
% 23.26/23.31 <=> ( reflexive(A)
% 23.26/23.31 & transitive(A)
% 23.26/23.31 & antisymmetric(A)
% 23.26/23.31 & connected(A)
% 23.26/23.31 & well_founded_relation(A) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d4_wellord2,axiom,
% 23.26/23.31 ! [A,B] :
% 23.26/23.31 ( equipotent(A,B)
% 23.26/23.31 <=> ? [C] :
% 23.26/23.31 ( relation(C)
% 23.26/23.31 & function(C)
% 23.26/23.31 & one_to_one(C)
% 23.26/23.31 & relation_dom(C) = A
% 23.26/23.31 & relation_rng(C) = B ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d4_xboole_0,axiom,
% 23.26/23.31 ! [A,B,C] :
% 23.26/23.31 ( C = set_difference(A,B)
% 23.26/23.31 <=> ! [D] :
% 23.26/23.31 ( in(D,C)
% 23.26/23.31 <=> ( in(D,A)
% 23.26/23.31 & ~ in(D,B) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d5_funct_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( ( relation(A)
% 23.26/23.31 & function(A) )
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( B = relation_rng(A)
% 23.26/23.31 <=> ! [C] :
% 23.26/23.31 ( in(C,B)
% 23.26/23.31 <=> ? [D] :
% 23.26/23.31 ( in(D,relation_dom(A))
% 23.26/23.31 & C = apply(A,D) ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d5_relat_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( B = relation_rng(A)
% 23.26/23.31 <=> ! [C] :
% 23.26/23.31 ( in(C,B)
% 23.26/23.31 <=> ? [D] : in(ordered_pair(D,C),A) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d5_subset_1,axiom,
% 23.26/23.31 ! [A,B] :
% 23.26/23.31 ( element(B,powerset(A))
% 23.26/23.31 => subset_complement(A,B) = set_difference(A,B) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d5_tarski,axiom,
% 23.26/23.31 ! [A,B] : ordered_pair(A,B) = unordered_pair(unordered_pair(A,B),singleton(A)) ).
% 23.26/23.31
% 23.26/23.31 fof(d5_wellord1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( well_orders(A,B)
% 23.26/23.31 <=> ( is_reflexive_in(A,B)
% 23.26/23.31 & is_transitive_in(A,B)
% 23.26/23.31 & is_antisymmetric_in(A,B)
% 23.26/23.31 & is_connected_in(A,B)
% 23.26/23.31 & is_well_founded_in(A,B) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d6_ordinal1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( being_limit_ordinal(A)
% 23.26/23.31 <=> A = union(A) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d6_relat_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => relation_field(A) = set_union2(relation_dom(A),relation_rng(A)) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d6_relat_2,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( is_connected_in(A,B)
% 23.26/23.31 <=> ! [C,D] :
% 23.26/23.31 ~ ( in(C,B)
% 23.26/23.31 & in(D,B)
% 23.26/23.31 & C != D
% 23.26/23.31 & ~ in(ordered_pair(C,D),A)
% 23.26/23.31 & ~ in(ordered_pair(D,C),A) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d6_wellord1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] : relation_restriction(A,B) = set_intersection2(A,cartesian_product2(B,B)) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d7_relat_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( relation(B)
% 23.26/23.31 => ( B = relation_inverse(A)
% 23.26/23.31 <=> ! [C,D] :
% 23.26/23.31 ( in(ordered_pair(C,D),B)
% 23.26/23.31 <=> in(ordered_pair(D,C),A) ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d7_wellord1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( relation(B)
% 23.26/23.31 => ! [C] :
% 23.26/23.31 ( ( relation(C)
% 23.26/23.31 & function(C) )
% 23.26/23.31 => ( relation_isomorphism(A,B,C)
% 23.26/23.31 <=> ( relation_dom(C) = relation_field(A)
% 23.26/23.31 & relation_rng(C) = relation_field(B)
% 23.26/23.31 & one_to_one(C)
% 23.26/23.31 & ! [D,E] :
% 23.26/23.31 ( in(ordered_pair(D,E),A)
% 23.26/23.31 <=> ( in(D,relation_field(A))
% 23.26/23.31 & in(E,relation_field(A))
% 23.26/23.31 & in(ordered_pair(apply(C,D),apply(C,E)),B) ) ) ) ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d7_xboole_0,axiom,
% 23.26/23.31 ! [A,B] :
% 23.26/23.31 ( disjoint(A,B)
% 23.26/23.31 <=> set_intersection2(A,B) = empty_set ) ).
% 23.26/23.31
% 23.26/23.31 fof(d8_funct_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( ( relation(A)
% 23.26/23.31 & function(A) )
% 23.26/23.31 => ( one_to_one(A)
% 23.26/23.31 <=> ! [B,C] :
% 23.26/23.31 ( ( in(B,relation_dom(A))
% 23.26/23.31 & in(C,relation_dom(A))
% 23.26/23.31 & apply(A,B) = apply(A,C) )
% 23.26/23.31 => B = C ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d8_relat_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( relation(B)
% 23.26/23.31 => ! [C] :
% 23.26/23.31 ( relation(C)
% 23.26/23.31 => ( C = relation_composition(A,B)
% 23.26/23.31 <=> ! [D,E] :
% 23.26/23.31 ( in(ordered_pair(D,E),C)
% 23.26/23.31 <=> ? [F] :
% 23.26/23.31 ( in(ordered_pair(D,F),A)
% 23.26/23.31 & in(ordered_pair(F,E),B) ) ) ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d8_relat_2,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ! [B] :
% 23.26/23.31 ( is_transitive_in(A,B)
% 23.26/23.31 <=> ! [C,D,E] :
% 23.26/23.31 ( ( in(C,B)
% 23.26/23.31 & in(D,B)
% 23.26/23.31 & in(E,B)
% 23.26/23.31 & in(ordered_pair(C,D),A)
% 23.26/23.31 & in(ordered_pair(D,E),A) )
% 23.26/23.31 => in(ordered_pair(C,E),A) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d8_setfam_1,axiom,
% 23.26/23.31 ! [A,B] :
% 23.26/23.31 ( element(B,powerset(powerset(A)))
% 23.26/23.31 => ! [C] :
% 23.26/23.31 ( element(C,powerset(powerset(A)))
% 23.26/23.31 => ( C = complements_of_subsets(A,B)
% 23.26/23.31 <=> ! [D] :
% 23.26/23.31 ( element(D,powerset(A))
% 23.26/23.31 => ( in(D,C)
% 23.26/23.31 <=> in(subset_complement(A,D),B) ) ) ) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d8_xboole_0,axiom,
% 23.26/23.31 ! [A,B] :
% 23.26/23.31 ( proper_subset(A,B)
% 23.26/23.31 <=> ( subset(A,B)
% 23.26/23.31 & A != B ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d9_funct_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( ( relation(A)
% 23.26/23.31 & function(A) )
% 23.26/23.31 => ( one_to_one(A)
% 23.26/23.31 => function_inverse(A) = relation_inverse(A) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(d9_relat_2,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( relation(A)
% 23.26/23.31 => ( reflexive(A)
% 23.26/23.31 <=> is_reflexive_in(A,relation_field(A)) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k10_relat_1,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k1_enumset1,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k1_funct_1,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k1_mcart_1,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k1_ordinal1,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k1_relat_1,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k1_setfam_1,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k1_tarski,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k1_wellord1,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k1_wellord2,axiom,
% 23.26/23.31 ! [A] : relation(inclusion_relation(A)) ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k1_xboole_0,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k1_zfmisc_1,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k2_funct_1,axiom,
% 23.26/23.31 ! [A] :
% 23.26/23.31 ( ( relation(A)
% 23.26/23.31 & function(A) )
% 23.26/23.31 => ( relation(function_inverse(A))
% 23.26/23.31 & function(function_inverse(A)) ) ) ).
% 23.26/23.31
% 23.26/23.31 fof(dt_k2_mcart_1,axiom,
% 23.26/23.31 $true ).
% 23.26/23.31
% 23.26/23.32 fof(dt_k2_relat_1,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k2_subset_1,axiom,
% 23.26/23.32 ! [A] : element(cast_to_subset(A),powerset(A)) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k2_tarski,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k2_wellord1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 => relation(relation_restriction(A,B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k2_xboole_0,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k2_zfmisc_1,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k3_relat_1,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k3_subset_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( element(B,powerset(A))
% 23.26/23.32 => element(subset_complement(A,B),powerset(A)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k3_tarski,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k3_xboole_0,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k4_relat_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 => relation(relation_inverse(A)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k4_relset_1,axiom,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( relation_of2(C,A,B)
% 23.26/23.32 => element(relation_dom_as_subset(A,B,C),powerset(A)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k4_tarski,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k4_xboole_0,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k5_relat_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( relation(A)
% 23.26/23.32 & relation(B) )
% 23.26/23.32 => relation(relation_composition(A,B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k5_relset_1,axiom,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( relation_of2(C,A,B)
% 23.26/23.32 => element(relation_rng_as_subset(A,B,C),powerset(B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k5_setfam_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( element(B,powerset(powerset(A)))
% 23.26/23.32 => element(union_of_subsets(A,B),powerset(A)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k6_relat_1,axiom,
% 23.26/23.32 ! [A] : relation(identity_relation(A)) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k6_setfam_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( element(B,powerset(powerset(A)))
% 23.26/23.32 => element(meet_of_subsets(A,B),powerset(A)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k6_subset_1,axiom,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( ( element(B,powerset(A))
% 23.26/23.32 & element(C,powerset(A)) )
% 23.26/23.32 => element(subset_difference(A,B,C),powerset(A)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k7_relat_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 => relation(relation_dom_restriction(A,B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k7_setfam_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( element(B,powerset(powerset(A)))
% 23.26/23.32 => element(complements_of_subsets(A,B),powerset(powerset(A))) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k8_relat_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( relation(B)
% 23.26/23.32 => relation(relation_rng_restriction(A,B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(dt_k9_relat_1,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_m1_relset_1,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_m1_subset_1,axiom,
% 23.26/23.32 $true ).
% 23.26/23.32
% 23.26/23.32 fof(dt_m2_relset_1,axiom,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( relation_of2_as_subset(C,A,B)
% 23.26/23.32 => element(C,powerset(cartesian_product2(A,B))) ) ).
% 23.26/23.32
% 23.26/23.32 fof(existence_m1_relset_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ? [C] : relation_of2(C,A,B) ).
% 23.26/23.32
% 23.26/23.32 fof(existence_m1_subset_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ? [B] : element(B,A) ).
% 23.26/23.32
% 23.26/23.32 fof(existence_m2_relset_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ? [C] : relation_of2_as_subset(C,A,B) ).
% 23.26/23.32
% 23.26/23.32 fof(fc10_relat_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( empty(A)
% 23.26/23.32 & relation(B) )
% 23.26/23.32 => ( empty(relation_composition(B,A))
% 23.26/23.32 & relation(relation_composition(B,A)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc11_relat_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( empty(A)
% 23.26/23.32 => ( empty(relation_inverse(A))
% 23.26/23.32 & relation(relation_inverse(A)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc12_relat_1,axiom,
% 23.26/23.32 ( empty(empty_set)
% 23.26/23.32 & relation(empty_set)
% 23.26/23.32 & relation_empty_yielding(empty_set) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc13_relat_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( relation(A)
% 23.26/23.32 & relation_empty_yielding(A) )
% 23.26/23.32 => ( relation(relation_dom_restriction(A,B))
% 23.26/23.32 & relation_empty_yielding(relation_dom_restriction(A,B)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc1_funct_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( relation(A)
% 23.26/23.32 & function(A)
% 23.26/23.32 & relation(B)
% 23.26/23.32 & function(B) )
% 23.26/23.32 => ( relation(relation_composition(A,B))
% 23.26/23.32 & function(relation_composition(A,B)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc1_ordinal1,axiom,
% 23.26/23.32 ! [A] : ~ empty(succ(A)) ).
% 23.26/23.32
% 23.26/23.32 fof(fc1_relat_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( relation(A)
% 23.26/23.32 & relation(B) )
% 23.26/23.32 => relation(set_intersection2(A,B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc1_subset_1,axiom,
% 23.26/23.32 ! [A] : ~ empty(powerset(A)) ).
% 23.26/23.32
% 23.26/23.32 fof(fc1_xboole_0,axiom,
% 23.26/23.32 empty(empty_set) ).
% 23.26/23.32
% 23.26/23.32 fof(fc1_zfmisc_1,axiom,
% 23.26/23.32 ! [A,B] : ~ empty(ordered_pair(A,B)) ).
% 23.26/23.32
% 23.26/23.32 fof(fc2_funct_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( relation(identity_relation(A))
% 23.26/23.32 & function(identity_relation(A)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc2_ordinal1,axiom,
% 23.26/23.32 ( relation(empty_set)
% 23.26/23.32 & relation_empty_yielding(empty_set)
% 23.26/23.32 & function(empty_set)
% 23.26/23.32 & one_to_one(empty_set)
% 23.26/23.32 & empty(empty_set)
% 23.26/23.32 & epsilon_transitive(empty_set)
% 23.26/23.32 & epsilon_connected(empty_set)
% 23.26/23.32 & ordinal(empty_set) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc2_relat_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( relation(A)
% 23.26/23.32 & relation(B) )
% 23.26/23.32 => relation(set_union2(A,B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc2_subset_1,axiom,
% 23.26/23.32 ! [A] : ~ empty(singleton(A)) ).
% 23.26/23.32
% 23.26/23.32 fof(fc2_xboole_0,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ~ empty(A)
% 23.26/23.32 => ~ empty(set_union2(A,B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc3_funct_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ( relation(A)
% 23.26/23.32 & function(A)
% 23.26/23.32 & one_to_one(A) )
% 23.26/23.32 => ( relation(relation_inverse(A))
% 23.26/23.32 & function(relation_inverse(A)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc3_ordinal1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ordinal(A)
% 23.26/23.32 => ( ~ empty(succ(A))
% 23.26/23.32 & epsilon_transitive(succ(A))
% 23.26/23.32 & epsilon_connected(succ(A))
% 23.26/23.32 & ordinal(succ(A)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc3_relat_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( relation(A)
% 23.26/23.32 & relation(B) )
% 23.26/23.32 => relation(set_difference(A,B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc3_subset_1,axiom,
% 23.26/23.32 ! [A,B] : ~ empty(unordered_pair(A,B)) ).
% 23.26/23.32
% 23.26/23.32 fof(fc3_xboole_0,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ~ empty(A)
% 23.26/23.32 => ~ empty(set_union2(B,A)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc4_funct_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( relation(A)
% 23.26/23.32 & function(A) )
% 23.26/23.32 => ( relation(relation_dom_restriction(A,B))
% 23.26/23.32 & function(relation_dom_restriction(A,B)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc4_ordinal1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ordinal(A)
% 23.26/23.32 => ( epsilon_transitive(union(A))
% 23.26/23.32 & epsilon_connected(union(A))
% 23.26/23.32 & ordinal(union(A)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc4_relat_1,axiom,
% 23.26/23.32 ( empty(empty_set)
% 23.26/23.32 & relation(empty_set) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc4_subset_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( ~ empty(A)
% 23.26/23.32 & ~ empty(B) )
% 23.26/23.32 => ~ empty(cartesian_product2(A,B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc5_funct_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( relation(B)
% 23.26/23.32 & function(B) )
% 23.26/23.32 => ( relation(relation_rng_restriction(A,B))
% 23.26/23.32 & function(relation_rng_restriction(A,B)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc5_relat_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ( ~ empty(A)
% 23.26/23.32 & relation(A) )
% 23.26/23.32 => ~ empty(relation_dom(A)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc6_relat_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ( ~ empty(A)
% 23.26/23.32 & relation(A) )
% 23.26/23.32 => ~ empty(relation_rng(A)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc7_relat_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( empty(A)
% 23.26/23.32 => ( empty(relation_dom(A))
% 23.26/23.32 & relation(relation_dom(A)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc8_relat_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( empty(A)
% 23.26/23.32 => ( empty(relation_rng(A))
% 23.26/23.32 & relation(relation_rng(A)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(fc9_relat_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( empty(A)
% 23.26/23.32 & relation(B) )
% 23.26/23.32 => ( empty(relation_composition(A,B))
% 23.26/23.32 & relation(relation_composition(A,B)) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(idempotence_k2_xboole_0,axiom,
% 23.26/23.32 ! [A,B] : set_union2(A,A) = A ).
% 23.26/23.32
% 23.26/23.32 fof(idempotence_k3_xboole_0,axiom,
% 23.26/23.32 ! [A,B] : set_intersection2(A,A) = A ).
% 23.26/23.32
% 23.26/23.32 fof(involutiveness_k3_subset_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( element(B,powerset(A))
% 23.26/23.32 => subset_complement(A,subset_complement(A,B)) = B ) ).
% 23.26/23.32
% 23.26/23.32 fof(involutiveness_k4_relat_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 => relation_inverse(relation_inverse(A)) = A ) ).
% 23.26/23.32
% 23.26/23.32 fof(involutiveness_k7_setfam_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( element(B,powerset(powerset(A)))
% 23.26/23.32 => complements_of_subsets(A,complements_of_subsets(A,B)) = B ) ).
% 23.26/23.32
% 23.26/23.32 fof(irreflexivity_r2_xboole_0,axiom,
% 23.26/23.32 ! [A,B] : ~ proper_subset(A,A) ).
% 23.26/23.32
% 23.26/23.32 fof(l1_wellord1,lemma,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 => ( reflexive(A)
% 23.26/23.32 <=> ! [B] :
% 23.26/23.32 ( in(B,relation_field(A))
% 23.26/23.32 => in(ordered_pair(B,B),A) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l1_zfmisc_1,lemma,
% 23.26/23.32 ! [A] : singleton(A) != empty_set ).
% 23.26/23.32
% 23.26/23.32 fof(l23_zfmisc_1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( in(A,B)
% 23.26/23.32 => set_union2(singleton(A),B) = B ) ).
% 23.26/23.32
% 23.26/23.32 fof(l25_zfmisc_1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ~ ( disjoint(singleton(A),B)
% 23.26/23.32 & in(A,B) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l28_zfmisc_1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ~ in(A,B)
% 23.26/23.32 => disjoint(singleton(A),B) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l29_wellord1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( relation(B)
% 23.26/23.32 => subset(relation_dom(relation_rng_restriction(A,B)),relation_dom(B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l2_wellord1,lemma,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 => ( transitive(A)
% 23.26/23.32 <=> ! [B,C,D] :
% 23.26/23.32 ( ( in(ordered_pair(B,C),A)
% 23.26/23.32 & in(ordered_pair(C,D),A) )
% 23.26/23.32 => in(ordered_pair(B,D),A) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l2_zfmisc_1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( subset(singleton(A),B)
% 23.26/23.32 <=> in(A,B) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l30_wellord2,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( relation(B)
% 23.26/23.32 => ~ ( well_ordering(B)
% 23.26/23.32 & equipotent(A,relation_field(B))
% 23.26/23.32 & ! [C] :
% 23.26/23.32 ( relation(C)
% 23.26/23.32 => ~ well_orders(C,A) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l32_xboole_1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( set_difference(A,B) = empty_set
% 23.26/23.32 <=> subset(A,B) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l3_subset_1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( element(B,powerset(A))
% 23.26/23.32 => ! [C] :
% 23.26/23.32 ( in(C,B)
% 23.26/23.32 => in(C,A) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l3_wellord1,lemma,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 => ( antisymmetric(A)
% 23.26/23.32 <=> ! [B,C] :
% 23.26/23.32 ( ( in(ordered_pair(B,C),A)
% 23.26/23.32 & in(ordered_pair(C,B),A) )
% 23.26/23.32 => B = C ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l3_zfmisc_1,lemma,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( subset(A,B)
% 23.26/23.32 => ( in(C,A)
% 23.26/23.32 | subset(A,set_difference(B,singleton(C))) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l4_wellord1,lemma,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 => ( connected(A)
% 23.26/23.32 <=> ! [B,C] :
% 23.26/23.32 ~ ( in(B,relation_field(A))
% 23.26/23.32 & in(C,relation_field(A))
% 23.26/23.32 & B != C
% 23.26/23.32 & ~ in(ordered_pair(B,C),A)
% 23.26/23.32 & ~ in(ordered_pair(C,B),A) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l4_zfmisc_1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( subset(A,singleton(B))
% 23.26/23.32 <=> ( A = empty_set
% 23.26/23.32 | A = singleton(B) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l50_zfmisc_1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( in(A,B)
% 23.26/23.32 => subset(A,union(B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l55_zfmisc_1,lemma,
% 23.26/23.32 ! [A,B,C,D] :
% 23.26/23.32 ( in(ordered_pair(A,B),cartesian_product2(C,D))
% 23.26/23.32 <=> ( in(A,C)
% 23.26/23.32 & in(B,D) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l71_subset_1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ! [C] :
% 23.26/23.32 ( in(C,A)
% 23.26/23.32 => in(C,B) )
% 23.26/23.32 => element(A,powerset(B)) ) ).
% 23.26/23.32
% 23.26/23.32 fof(l82_funct_1,lemma,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( ( relation(C)
% 23.26/23.32 & function(C) )
% 23.26/23.32 => ( in(B,relation_dom(relation_dom_restriction(C,A)))
% 23.26/23.32 <=> ( in(B,relation_dom(C))
% 23.26/23.32 & in(B,A) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc1_arytm_3,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( ~ empty(A)
% 23.26/23.32 & epsilon_transitive(A)
% 23.26/23.32 & epsilon_connected(A)
% 23.26/23.32 & ordinal(A)
% 23.26/23.32 & natural(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc1_finset_1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( ~ empty(A)
% 23.26/23.32 & finite(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc1_funct_1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 & function(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc1_funct_2,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ? [C] :
% 23.26/23.32 ( relation_of2(C,A,B)
% 23.26/23.32 & relation(C)
% 23.26/23.32 & function(C)
% 23.26/23.32 & quasi_total(C,A,B) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc1_ordinal1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( epsilon_transitive(A)
% 23.26/23.32 & epsilon_connected(A)
% 23.26/23.32 & ordinal(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc1_partfun1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 & function(A)
% 23.26/23.32 & one_to_one(A)
% 23.26/23.32 & empty(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc1_relat_1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( empty(A)
% 23.26/23.32 & relation(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc1_subset_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ~ empty(A)
% 23.26/23.32 => ? [B] :
% 23.26/23.32 ( element(B,powerset(A))
% 23.26/23.32 & ~ empty(B) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc1_xboole_0,axiom,
% 23.26/23.32 ? [A] : empty(A) ).
% 23.26/23.32
% 23.26/23.32 fof(rc2_finset_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ? [B] :
% 23.26/23.32 ( element(B,powerset(A))
% 23.26/23.32 & empty(B)
% 23.26/23.32 & relation(B)
% 23.26/23.32 & function(B)
% 23.26/23.32 & one_to_one(B)
% 23.26/23.32 & epsilon_transitive(B)
% 23.26/23.32 & epsilon_connected(B)
% 23.26/23.32 & ordinal(B)
% 23.26/23.32 & natural(B)
% 23.26/23.32 & finite(B) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc2_funct_1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 & empty(A)
% 23.26/23.32 & function(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc2_ordinal1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 & function(A)
% 23.26/23.32 & one_to_one(A)
% 23.26/23.32 & empty(A)
% 23.26/23.32 & epsilon_transitive(A)
% 23.26/23.32 & epsilon_connected(A)
% 23.26/23.32 & ordinal(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc2_partfun1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ? [C] :
% 23.26/23.32 ( relation_of2(C,A,B)
% 23.26/23.32 & relation(C)
% 23.26/23.32 & function(C) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc2_relat_1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( ~ empty(A)
% 23.26/23.32 & relation(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc2_subset_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ? [B] :
% 23.26/23.32 ( element(B,powerset(A))
% 23.26/23.32 & empty(B) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc2_xboole_0,axiom,
% 23.26/23.32 ? [A] : ~ empty(A) ).
% 23.26/23.32
% 23.26/23.32 fof(rc3_finset_1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ~ empty(A)
% 23.26/23.32 => ? [B] :
% 23.26/23.32 ( element(B,powerset(A))
% 23.26/23.32 & ~ empty(B)
% 23.26/23.32 & finite(B) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc3_funct_1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 & function(A)
% 23.26/23.32 & one_to_one(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc3_ordinal1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( ~ empty(A)
% 23.26/23.32 & epsilon_transitive(A)
% 23.26/23.32 & epsilon_connected(A)
% 23.26/23.32 & ordinal(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc3_relat_1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 & relation_empty_yielding(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(rc4_funct_1,axiom,
% 23.26/23.32 ? [A] :
% 23.26/23.32 ( relation(A)
% 23.26/23.32 & relation_empty_yielding(A)
% 23.26/23.32 & function(A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(redefinition_k4_relset_1,axiom,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( relation_of2(C,A,B)
% 23.26/23.32 => relation_dom_as_subset(A,B,C) = relation_dom(C) ) ).
% 23.26/23.32
% 23.26/23.32 fof(redefinition_k5_relset_1,axiom,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( relation_of2(C,A,B)
% 23.26/23.32 => relation_rng_as_subset(A,B,C) = relation_rng(C) ) ).
% 23.26/23.32
% 23.26/23.32 fof(redefinition_k5_setfam_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( element(B,powerset(powerset(A)))
% 23.26/23.32 => union_of_subsets(A,B) = union(B) ) ).
% 23.26/23.32
% 23.26/23.32 fof(redefinition_k6_setfam_1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( element(B,powerset(powerset(A)))
% 23.26/23.32 => meet_of_subsets(A,B) = set_meet(B) ) ).
% 23.26/23.32
% 23.26/23.32 fof(redefinition_k6_subset_1,axiom,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( ( element(B,powerset(A))
% 23.26/23.32 & element(C,powerset(A)) )
% 23.26/23.32 => subset_difference(A,B,C) = set_difference(B,C) ) ).
% 23.26/23.32
% 23.26/23.32 fof(redefinition_m2_relset_1,axiom,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( relation_of2_as_subset(C,A,B)
% 23.26/23.32 <=> relation_of2(C,A,B) ) ).
% 23.26/23.32
% 23.26/23.32 fof(redefinition_r1_ordinal1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( ordinal(A)
% 23.26/23.32 & ordinal(B) )
% 23.26/23.32 => ( ordinal_subset(A,B)
% 23.26/23.32 <=> subset(A,B) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(redefinition_r2_wellord2,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( equipotent(A,B)
% 23.26/23.32 <=> are_equipotent(A,B) ) ).
% 23.26/23.32
% 23.26/23.32 fof(reflexivity_r1_ordinal1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( ordinal(A)
% 23.26/23.32 & ordinal(B) )
% 23.26/23.32 => ordinal_subset(A,A) ) ).
% 23.26/23.32
% 23.26/23.32 fof(reflexivity_r1_tarski,axiom,
% 23.26/23.32 ! [A,B] : subset(A,A) ).
% 23.26/23.32
% 23.26/23.32 fof(reflexivity_r2_wellord2,axiom,
% 23.26/23.32 ! [A,B] : equipotent(A,A) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_funct_1__e10_24__wellord2__1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( ~ empty(A)
% 23.26/23.32 & relation(B) )
% 23.26/23.32 => ( ! [C,D,E] :
% 23.26/23.32 ( ( in(C,A)
% 23.26/23.32 & ? [F] :
% 23.26/23.32 ( C = F
% 23.26/23.32 & in(D,F)
% 23.26/23.32 & ! [G] :
% 23.26/23.32 ( in(G,F)
% 23.26/23.32 => in(ordered_pair(D,G),B) ) )
% 23.26/23.32 & in(C,A)
% 23.26/23.32 & ? [H] :
% 23.26/23.32 ( C = H
% 23.26/23.32 & in(E,H)
% 23.26/23.32 & ! [I] :
% 23.26/23.32 ( in(I,H)
% 23.26/23.32 => in(ordered_pair(E,I),B) ) ) )
% 23.26/23.32 => D = E )
% 23.26/23.32 => ? [C] :
% 23.26/23.32 ( relation(C)
% 23.26/23.32 & function(C)
% 23.26/23.32 & ! [D,E] :
% 23.26/23.32 ( in(ordered_pair(D,E),C)
% 23.26/23.32 <=> ( in(D,A)
% 23.26/23.32 & in(D,A)
% 23.26/23.32 & ? [J] :
% 23.26/23.32 ( D = J
% 23.26/23.32 & in(E,J)
% 23.26/23.32 & ! [K] :
% 23.26/23.32 ( in(K,J)
% 23.26/23.32 => in(ordered_pair(E,K),B) ) ) ) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_funct_1__e16_22__wellord2__1,lemma,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ! [B,C,D] :
% 23.26/23.32 ( ( in(B,A)
% 23.26/23.32 & C = singleton(B)
% 23.26/23.32 & in(B,A)
% 23.26/23.32 & D = singleton(B) )
% 23.26/23.32 => C = D )
% 23.26/23.32 => ? [B] :
% 23.26/23.32 ( relation(B)
% 23.26/23.32 & function(B)
% 23.26/23.32 & ! [C,D] :
% 23.26/23.32 ( in(ordered_pair(C,D),B)
% 23.26/23.32 <=> ( in(C,A)
% 23.26/23.32 & in(C,A)
% 23.26/23.32 & D = singleton(C) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_ordinal1__e8_6__wellord2,lemma,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ? [B] :
% 23.26/23.32 ( ordinal(B)
% 23.26/23.32 & in(B,A) )
% 23.26/23.32 => ? [B] :
% 23.26/23.32 ( ordinal(B)
% 23.26/23.32 & in(B,A)
% 23.26/23.32 & ! [C] :
% 23.26/23.32 ( ordinal(C)
% 23.26/23.32 => ( in(C,A)
% 23.26/23.32 => ordinal_subset(B,C) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_relat_1__e6_21__wellord2,lemma,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( ( relation(B)
% 23.26/23.32 & relation(C)
% 23.26/23.32 & function(C) )
% 23.26/23.32 => ? [D] :
% 23.26/23.32 ( relation(D)
% 23.26/23.32 & ! [E,F] :
% 23.26/23.32 ( in(ordered_pair(E,F),D)
% 23.26/23.32 <=> ( in(E,A)
% 23.26/23.32 & in(F,A)
% 23.26/23.32 & in(ordered_pair(apply(C,E),apply(C,F)),B) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_tarski__e10_24__wellord2__1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( ~ empty(A)
% 23.26/23.32 & relation(B) )
% 23.26/23.32 => ( ! [C,D,E] :
% 23.26/23.32 ( ( in(C,A)
% 23.26/23.32 & ? [F] :
% 23.26/23.32 ( C = F
% 23.26/23.32 & in(D,F)
% 23.26/23.32 & ! [G] :
% 23.26/23.32 ( in(G,F)
% 23.26/23.32 => in(ordered_pair(D,G),B) ) )
% 23.26/23.32 & in(C,A)
% 23.26/23.32 & ? [H] :
% 23.26/23.32 ( C = H
% 23.26/23.32 & in(E,H)
% 23.26/23.32 & ! [I] :
% 23.26/23.32 ( in(I,H)
% 23.26/23.32 => in(ordered_pair(E,I),B) ) ) )
% 23.26/23.32 => D = E )
% 23.26/23.32 => ? [C] :
% 23.26/23.32 ! [D] :
% 23.26/23.32 ( in(D,C)
% 23.26/23.32 <=> ? [E] :
% 23.26/23.32 ( in(E,A)
% 23.26/23.32 & in(E,A)
% 23.26/23.32 & ? [J] :
% 23.26/23.32 ( E = J
% 23.26/23.32 & in(D,J)
% 23.26/23.32 & ! [K] :
% 23.26/23.32 ( in(K,J)
% 23.26/23.32 => in(ordered_pair(D,K),B) ) ) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_tarski__e10_24__wellord2__2,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( ~ empty(A)
% 23.26/23.32 & relation(B) )
% 23.26/23.32 => ! [C] :
% 23.26/23.32 ( ! [D,E,F] :
% 23.26/23.32 ( ( D = E
% 23.26/23.32 & ? [G,H] :
% 23.26/23.32 ( ordered_pair(G,H) = E
% 23.26/23.32 & in(G,A)
% 23.26/23.32 & ? [I] :
% 23.26/23.32 ( G = I
% 23.26/23.32 & in(H,I)
% 23.26/23.32 & ! [J] :
% 23.26/23.32 ( in(J,I)
% 23.26/23.32 => in(ordered_pair(H,J),B) ) ) )
% 23.26/23.32 & D = F
% 23.26/23.32 & ? [K,L] :
% 23.26/23.32 ( ordered_pair(K,L) = F
% 23.26/23.32 & in(K,A)
% 23.26/23.32 & ? [M] :
% 23.26/23.32 ( K = M
% 23.26/23.32 & in(L,M)
% 23.26/23.32 & ! [N] :
% 23.26/23.32 ( in(N,M)
% 23.26/23.32 => in(ordered_pair(L,N),B) ) ) ) )
% 23.26/23.32 => E = F )
% 23.26/23.32 => ? [D] :
% 23.26/23.32 ! [E] :
% 23.26/23.32 ( in(E,D)
% 23.26/23.32 <=> ? [F] :
% 23.26/23.32 ( in(F,cartesian_product2(A,C))
% 23.26/23.32 & F = E
% 23.26/23.32 & ? [O,P] :
% 23.26/23.32 ( ordered_pair(O,P) = E
% 23.26/23.32 & in(O,A)
% 23.26/23.32 & ? [Q] :
% 23.26/23.32 ( O = Q
% 23.26/23.32 & in(P,Q)
% 23.26/23.32 & ! [R] :
% 23.26/23.32 ( in(R,Q)
% 23.26/23.32 => in(ordered_pair(P,R),B) ) ) ) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_tarski__e16_22__wellord2__1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ! [B,C,D] :
% 23.26/23.32 ( ( in(B,A)
% 23.26/23.32 & C = singleton(B)
% 23.26/23.32 & in(B,A)
% 23.26/23.32 & D = singleton(B) )
% 23.26/23.32 => C = D )
% 23.26/23.32 => ? [B] :
% 23.26/23.32 ! [C] :
% 23.26/23.32 ( in(C,B)
% 23.26/23.32 <=> ? [D] :
% 23.26/23.32 ( in(D,A)
% 23.26/23.32 & in(D,A)
% 23.26/23.32 & C = singleton(D) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_tarski__e16_22__wellord2__2,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ! [C,D,E] :
% 23.26/23.32 ( ( C = D
% 23.26/23.32 & ? [F,G] :
% 23.26/23.32 ( ordered_pair(F,G) = D
% 23.26/23.32 & in(F,A)
% 23.26/23.32 & G = singleton(F) )
% 23.26/23.32 & C = E
% 23.26/23.32 & ? [H,I] :
% 23.26/23.32 ( ordered_pair(H,I) = E
% 23.26/23.32 & in(H,A)
% 23.26/23.32 & I = singleton(H) ) )
% 23.26/23.32 => D = E )
% 23.26/23.32 => ? [C] :
% 23.26/23.32 ! [D] :
% 23.26/23.32 ( in(D,C)
% 23.26/23.32 <=> ? [E] :
% 23.26/23.32 ( in(E,cartesian_product2(A,B))
% 23.26/23.32 & E = D
% 23.26/23.32 & ? [J,K] :
% 23.26/23.32 ( ordered_pair(J,K) = D
% 23.26/23.32 & in(J,A)
% 23.26/23.32 & K = singleton(J) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_tarski__e6_21__wellord2__1,axiom,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( ( relation(B)
% 23.26/23.32 & relation(C)
% 23.26/23.32 & function(C) )
% 23.26/23.32 => ( ! [D,E,F] :
% 23.26/23.32 ( ( D = E
% 23.26/23.32 & ? [G,H] :
% 23.26/23.32 ( E = ordered_pair(G,H)
% 23.26/23.32 & in(ordered_pair(apply(C,G),apply(C,H)),B) )
% 23.26/23.32 & D = F
% 23.26/23.32 & ? [I,J] :
% 23.26/23.32 ( F = ordered_pair(I,J)
% 23.26/23.32 & in(ordered_pair(apply(C,I),apply(C,J)),B) ) )
% 23.26/23.32 => E = F )
% 23.26/23.32 => ? [D] :
% 23.26/23.32 ! [E] :
% 23.26/23.32 ( in(E,D)
% 23.26/23.32 <=> ? [F] :
% 23.26/23.32 ( in(F,cartesian_product2(A,A))
% 23.26/23.32 & F = E
% 23.26/23.32 & ? [K,L] :
% 23.26/23.32 ( E = ordered_pair(K,L)
% 23.26/23.32 & in(ordered_pair(apply(C,K),apply(C,L)),B) ) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_tarski__e6_22__wellord2__1,axiom,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ! [B,C,D] :
% 23.26/23.32 ( ( B = C
% 23.26/23.32 & ordinal(C)
% 23.26/23.32 & B = D
% 23.26/23.32 & ordinal(D) )
% 23.26/23.32 => C = D )
% 23.26/23.32 => ? [B] :
% 23.26/23.32 ! [C] :
% 23.26/23.32 ( in(C,B)
% 23.26/23.32 <=> ? [D] :
% 23.26/23.32 ( in(D,A)
% 23.26/23.32 & D = C
% 23.26/23.32 & ordinal(C) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_tarski__e8_6__wellord2__1,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ordinal(B)
% 23.26/23.32 => ( ! [C,D,E] :
% 23.26/23.32 ( ( C = D
% 23.26/23.32 & ? [F] :
% 23.26/23.32 ( ordinal(F)
% 23.26/23.32 & D = F
% 23.26/23.32 & in(F,A) )
% 23.26/23.32 & C = E
% 23.26/23.32 & ? [G] :
% 23.26/23.32 ( ordinal(G)
% 23.26/23.32 & E = G
% 23.26/23.32 & in(G,A) ) )
% 23.26/23.32 => D = E )
% 23.26/23.32 => ? [C] :
% 23.26/23.32 ! [D] :
% 23.26/23.32 ( in(D,C)
% 23.26/23.32 <=> ? [E] :
% 23.26/23.32 ( in(E,succ(B))
% 23.26/23.32 & E = D
% 23.26/23.32 & ? [H] :
% 23.26/23.32 ( ordinal(H)
% 23.26/23.32 & D = H
% 23.26/23.32 & in(H,A) ) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_xboole_0__e10_24__wellord2__1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( ~ empty(A)
% 23.26/23.32 & relation(B) )
% 23.26/23.32 => ! [C] :
% 23.26/23.32 ? [D] :
% 23.26/23.32 ! [E] :
% 23.26/23.32 ( in(E,D)
% 23.26/23.32 <=> ( in(E,cartesian_product2(A,C))
% 23.26/23.32 & ? [F,G] :
% 23.26/23.32 ( ordered_pair(F,G) = E
% 23.26/23.32 & in(F,A)
% 23.26/23.32 & ? [H] :
% 23.26/23.32 ( F = H
% 23.26/23.32 & in(G,H)
% 23.26/23.32 & ! [I] :
% 23.26/23.32 ( in(I,H)
% 23.26/23.32 => in(ordered_pair(G,I),B) ) ) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_xboole_0__e16_22__wellord2__1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ? [C] :
% 23.26/23.32 ! [D] :
% 23.26/23.32 ( in(D,C)
% 23.26/23.32 <=> ( in(D,cartesian_product2(A,B))
% 23.26/23.32 & ? [E,F] :
% 23.26/23.32 ( ordered_pair(E,F) = D
% 23.26/23.32 & in(E,A)
% 23.26/23.32 & F = singleton(E) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_xboole_0__e6_21__wellord2__1,lemma,
% 23.26/23.32 ! [A,B,C] :
% 23.26/23.32 ( ( relation(B)
% 23.26/23.32 & relation(C)
% 23.26/23.32 & function(C) )
% 23.26/23.32 => ? [D] :
% 23.26/23.32 ! [E] :
% 23.26/23.32 ( in(E,D)
% 23.26/23.32 <=> ( in(E,cartesian_product2(A,A))
% 23.26/23.32 & ? [F,G] :
% 23.26/23.32 ( E = ordered_pair(F,G)
% 23.26/23.32 & in(ordered_pair(apply(C,F),apply(C,G)),B) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_xboole_0__e6_22__wellord2,lemma,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ? [B] :
% 23.26/23.32 ! [C] :
% 23.26/23.32 ( in(C,B)
% 23.26/23.32 <=> ( in(C,A)
% 23.26/23.32 & ordinal(C) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s1_xboole_0__e8_6__wellord2__1,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ordinal(B)
% 23.26/23.32 => ? [C] :
% 23.26/23.32 ! [D] :
% 23.26/23.32 ( in(D,C)
% 23.26/23.32 <=> ( in(D,succ(B))
% 23.26/23.32 & ? [E] :
% 23.26/23.32 ( ordinal(E)
% 23.26/23.32 & D = E
% 23.26/23.32 & in(E,A) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s2_funct_1__e10_24__wellord2,lemma,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( ( ~ empty(A)
% 23.26/23.32 & relation(B) )
% 23.26/23.32 => ( ( ! [C,D,E] :
% 23.26/23.32 ( ( in(C,A)
% 23.26/23.32 & ? [F] :
% 23.26/23.32 ( C = F
% 23.26/23.32 & in(D,F)
% 23.26/23.32 & ! [G] :
% 23.26/23.32 ( in(G,F)
% 23.26/23.32 => in(ordered_pair(D,G),B) ) )
% 23.26/23.32 & ? [H] :
% 23.26/23.32 ( C = H
% 23.26/23.32 & in(E,H)
% 23.26/23.32 & ! [I] :
% 23.26/23.32 ( in(I,H)
% 23.26/23.32 => in(ordered_pair(E,I),B) ) ) )
% 23.26/23.32 => D = E )
% 23.26/23.32 & ! [C] :
% 23.26/23.32 ~ ( in(C,A)
% 23.26/23.32 & ! [D] :
% 23.26/23.32 ~ ? [J] :
% 23.26/23.32 ( C = J
% 23.26/23.32 & in(D,J)
% 23.26/23.32 & ! [K] :
% 23.26/23.32 ( in(K,J)
% 23.26/23.32 => in(ordered_pair(D,K),B) ) ) ) )
% 23.26/23.32 => ? [C] :
% 23.26/23.32 ( relation(C)
% 23.26/23.32 & function(C)
% 23.26/23.32 & relation_dom(C) = A
% 23.26/23.32 & ! [D] :
% 23.26/23.32 ( in(D,A)
% 23.26/23.32 => ? [L] :
% 23.26/23.32 ( D = L
% 23.26/23.32 & in(apply(C,D),L)
% 23.26/23.32 & ! [M] :
% 23.26/23.32 ( in(M,L)
% 23.26/23.32 => in(ordered_pair(apply(C,D),M),B) ) ) ) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s2_funct_1__e16_22__wellord2__1,lemma,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ( ( ! [B,C,D] :
% 23.26/23.32 ( ( in(B,A)
% 23.26/23.32 & C = singleton(B)
% 23.26/23.32 & D = singleton(B) )
% 23.26/23.32 => C = D )
% 23.26/23.32 & ! [B] :
% 23.26/23.32 ~ ( in(B,A)
% 23.26/23.32 & ! [C] : C != singleton(B) ) )
% 23.26/23.32 => ? [B] :
% 23.26/23.32 ( relation(B)
% 23.26/23.32 & function(B)
% 23.26/23.32 & relation_dom(B) = A
% 23.26/23.32 & ! [C] :
% 23.26/23.32 ( in(C,A)
% 23.26/23.32 => apply(B,C) = singleton(C) ) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(s3_funct_1__e16_22__wellord2,lemma,
% 23.26/23.32 ! [A] :
% 23.26/23.32 ? [B] :
% 23.26/23.32 ( relation(B)
% 23.26/23.32 & function(B)
% 23.26/23.32 & relation_dom(B) = A
% 23.26/23.32 & ! [C] :
% 23.26/23.32 ( in(C,A)
% 23.26/23.32 => apply(B,C) = singleton(C) ) ) ).
% 23.26/23.32
% 23.26/23.32 fof(symmetry_r1_xboole_0,axiom,
% 23.26/23.32 ! [A,B] :
% 23.26/23.32 ( disjoint(A,B)
% 23.26/23.32 => disjoint(B,A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(symmetry_r2_wellord2,axiom,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( equipotent(A,B)
% 23.26/23.33 => equipotent(B,A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t106_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B,C,D] :
% 23.26/23.33 ( in(ordered_pair(A,B),cartesian_product2(C,D))
% 23.26/23.33 <=> ( in(A,C)
% 23.26/23.33 & in(B,D) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t10_ordinal1,lemma,
% 23.26/23.33 ! [A] : in(A,succ(A)) ).
% 23.26/23.33
% 23.26/23.33 fof(t10_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B,C,D] :
% 23.26/23.33 ~ ( unordered_pair(A,B) = unordered_pair(C,D)
% 23.26/23.33 & A != C
% 23.26/23.33 & A != D ) ).
% 23.26/23.33
% 23.26/23.33 fof(t115_relat_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation(C)
% 23.26/23.33 => ( in(A,relation_rng(relation_rng_restriction(B,C)))
% 23.26/23.33 <=> ( in(A,B)
% 23.26/23.33 & in(A,relation_rng(C)) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t116_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => subset(relation_rng(relation_rng_restriction(A,B)),A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t117_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => subset(relation_rng_restriction(A,B),B) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t118_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => subset(relation_rng(relation_rng_restriction(A,B)),relation_rng(B)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t118_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( subset(A,B)
% 23.26/23.33 => ( subset(cartesian_product2(A,C),cartesian_product2(B,C))
% 23.26/23.33 & subset(cartesian_product2(C,A),cartesian_product2(C,B)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t119_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => relation_rng(relation_rng_restriction(A,B)) = set_intersection2(relation_rng(B),A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t119_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B,C,D] :
% 23.26/23.33 ( ( subset(A,B)
% 23.26/23.33 & subset(C,D) )
% 23.26/23.33 => subset(cartesian_product2(A,C),cartesian_product2(B,D)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t12_relset_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation_of2_as_subset(C,A,B)
% 23.26/23.33 => ( subset(relation_dom(C),A)
% 23.26/23.33 & subset(relation_rng(C),B) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t12_xboole_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( subset(A,B)
% 23.26/23.33 => set_union2(A,B) = B ) ).
% 23.26/23.33
% 23.26/23.33 fof(t136_zfmisc_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ? [B] :
% 23.26/23.33 ( in(A,B)
% 23.26/23.33 & ! [C,D] :
% 23.26/23.33 ( ( in(C,B)
% 23.26/23.33 & subset(D,C) )
% 23.26/23.33 => in(D,B) )
% 23.26/23.33 & ! [C] :
% 23.26/23.33 ( in(C,B)
% 23.26/23.33 => in(powerset(C),B) )
% 23.26/23.33 & ! [C] :
% 23.26/23.33 ~ ( subset(C,B)
% 23.26/23.33 & ~ are_equipotent(C,B)
% 23.26/23.33 & ~ in(C,B) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t13_finset_1,conjecture,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ( subset(A,B)
% 23.26/23.33 & finite(B) )
% 23.26/23.33 => finite(A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t140_relat_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation(C)
% 23.26/23.33 => relation_dom_restriction(relation_rng_restriction(A,C),B) = relation_rng_restriction(A,relation_dom_restriction(C,B)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t143_relat_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation(C)
% 23.26/23.33 => ( in(A,relation_image(C,B))
% 23.26/23.33 <=> ? [D] :
% 23.26/23.33 ( in(D,relation_dom(C))
% 23.26/23.33 & in(ordered_pair(D,A),C)
% 23.26/23.33 & in(D,B) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t144_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => subset(relation_image(B,A),relation_rng(B)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t145_funct_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ( relation(B)
% 23.26/23.33 & function(B) )
% 23.26/23.33 => subset(relation_image(B,relation_inverse_image(B,A)),A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t145_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => relation_image(B,A) = relation_image(B,set_intersection2(relation_dom(B),A)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t146_funct_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( subset(A,relation_dom(B))
% 23.26/23.33 => subset(A,relation_inverse_image(B,relation_image(B,A))) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t146_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => relation_image(A,relation_dom(A)) = relation_rng(A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t147_funct_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ( relation(B)
% 23.26/23.33 & function(B) )
% 23.26/23.33 => ( subset(A,relation_rng(B))
% 23.26/23.33 => relation_image(B,relation_inverse_image(B,A)) = A ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t14_relset_1,lemma,
% 23.26/23.33 ! [A,B,C,D] :
% 23.26/23.33 ( relation_of2_as_subset(D,C,A)
% 23.26/23.33 => ( subset(relation_rng(D),B)
% 23.26/23.33 => relation_of2_as_subset(D,C,B) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t160_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => relation_rng(relation_composition(A,B)) = relation_image(B,relation_rng(A)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t166_relat_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation(C)
% 23.26/23.33 => ( in(A,relation_inverse_image(C,B))
% 23.26/23.33 <=> ? [D] :
% 23.26/23.33 ( in(D,relation_rng(C))
% 23.26/23.33 & in(ordered_pair(A,D),C)
% 23.26/23.33 & in(D,B) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t167_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => subset(relation_inverse_image(B,A),relation_dom(B)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t16_relset_1,lemma,
% 23.26/23.33 ! [A,B,C,D] :
% 23.26/23.33 ( relation_of2_as_subset(D,C,A)
% 23.26/23.33 => ( subset(A,B)
% 23.26/23.33 => relation_of2_as_subset(D,C,B) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t16_wellord1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation(C)
% 23.26/23.33 => ( in(A,relation_restriction(C,B))
% 23.26/23.33 <=> ( in(A,C)
% 23.26/23.33 & in(A,cartesian_product2(B,B)) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t174_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ~ ( A != empty_set
% 23.26/23.33 & subset(A,relation_rng(B))
% 23.26/23.33 & relation_inverse_image(B,A) = empty_set ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t178_relat_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation(C)
% 23.26/23.33 => ( subset(A,B)
% 23.26/23.33 => subset(relation_inverse_image(C,A),relation_inverse_image(C,B)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t17_wellord1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => relation_restriction(B,A) = relation_dom_restriction(relation_rng_restriction(A,B),A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t17_xboole_1,lemma,
% 23.26/23.33 ! [A,B] : subset(set_intersection2(A,B),A) ).
% 23.26/23.33
% 23.26/23.33 fof(t18_wellord1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => relation_restriction(B,A) = relation_rng_restriction(A,relation_dom_restriction(B,A)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t19_wellord1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation(C)
% 23.26/23.33 => ( in(A,relation_field(relation_restriction(C,B)))
% 23.26/23.33 => ( in(A,relation_field(C))
% 23.26/23.33 & in(A,B) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t19_xboole_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( ( subset(A,B)
% 23.26/23.33 & subset(A,C) )
% 23.26/23.33 => subset(A,set_intersection2(B,C)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t1_boole,axiom,
% 23.26/23.33 ! [A] : set_union2(A,empty_set) = A ).
% 23.26/23.33
% 23.26/23.33 fof(t1_subset,axiom,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( in(A,B)
% 23.26/23.33 => element(A,B) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t1_xboole_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( ( subset(A,B)
% 23.26/23.33 & subset(B,C) )
% 23.26/23.33 => subset(A,C) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t1_zfmisc_1,lemma,
% 23.26/23.33 powerset(empty_set) = singleton(empty_set) ).
% 23.26/23.33
% 23.26/23.33 fof(t20_relat_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation(C)
% 23.26/23.33 => ( in(ordered_pair(A,B),C)
% 23.26/23.33 => ( in(A,relation_dom(C))
% 23.26/23.33 & in(B,relation_rng(C)) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t20_wellord1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( subset(relation_field(relation_restriction(B,A)),relation_field(B))
% 23.26/23.33 & subset(relation_field(relation_restriction(B,A)),A) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t21_funct_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ( relation(B)
% 23.26/23.33 & function(B) )
% 23.26/23.33 => ! [C] :
% 23.26/23.33 ( ( relation(C)
% 23.26/23.33 & function(C) )
% 23.26/23.33 => ( in(A,relation_dom(relation_composition(C,B)))
% 23.26/23.33 <=> ( in(A,relation_dom(C))
% 23.26/23.33 & in(apply(C,A),relation_dom(B)) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t21_funct_2,lemma,
% 23.26/23.33 ! [A,B,C,D] :
% 23.26/23.33 ( ( function(D)
% 23.26/23.33 & quasi_total(D,A,B)
% 23.26/23.33 & relation_of2_as_subset(D,A,B) )
% 23.26/23.33 => ! [E] :
% 23.26/23.33 ( ( relation(E)
% 23.26/23.33 & function(E) )
% 23.26/23.33 => ( in(C,A)
% 23.26/23.33 => ( B = empty_set
% 23.26/23.33 | apply(relation_composition(D,E),C) = apply(E,apply(D,C)) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t21_ordinal1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( epsilon_transitive(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( ordinal(B)
% 23.26/23.33 => ( proper_subset(A,B)
% 23.26/23.33 => in(A,B) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t21_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => subset(A,cartesian_product2(relation_dom(A),relation_rng(A))) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t21_wellord1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation(C)
% 23.26/23.33 => subset(fiber(relation_restriction(C,A),B),fiber(C,B)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t22_funct_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ( relation(B)
% 23.26/23.33 & function(B) )
% 23.26/23.33 => ! [C] :
% 23.26/23.33 ( ( relation(C)
% 23.26/23.33 & function(C) )
% 23.26/23.33 => ( in(A,relation_dom(relation_composition(C,B)))
% 23.26/23.33 => apply(relation_composition(C,B),A) = apply(B,apply(C,A)) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t22_relset_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation_of2_as_subset(C,B,A)
% 23.26/23.33 => ( ! [D] :
% 23.26/23.33 ~ ( in(D,B)
% 23.26/23.33 & ! [E] : ~ in(ordered_pair(D,E),C) )
% 23.26/23.33 <=> relation_dom_as_subset(B,A,C) = B ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t22_wellord1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( reflexive(B)
% 23.26/23.33 => reflexive(relation_restriction(B,A)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t23_funct_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ( relation(B)
% 23.26/23.33 & function(B) )
% 23.26/23.33 => ! [C] :
% 23.26/23.33 ( ( relation(C)
% 23.26/23.33 & function(C) )
% 23.26/23.33 => ( in(A,relation_dom(B))
% 23.26/23.33 => apply(relation_composition(B,C),A) = apply(C,apply(B,A)) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t23_ordinal1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ordinal(B)
% 23.26/23.33 => ( in(A,B)
% 23.26/23.33 => ordinal(A) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t23_relset_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation_of2_as_subset(C,A,B)
% 23.26/23.33 => ( ! [D] :
% 23.26/23.33 ~ ( in(D,B)
% 23.26/23.33 & ! [E] : ~ in(ordered_pair(E,D),C) )
% 23.26/23.33 <=> relation_rng_as_subset(A,B,C) = B ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t23_wellord1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( connected(B)
% 23.26/23.33 => connected(relation_restriction(B,A)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t24_ordinal1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ordinal(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( ordinal(B)
% 23.26/23.33 => ~ ( ~ in(A,B)
% 23.26/23.33 & A != B
% 23.26/23.33 & ~ in(B,A) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t24_wellord1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( transitive(B)
% 23.26/23.33 => transitive(relation_restriction(B,A)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t25_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( subset(A,B)
% 23.26/23.33 => ( subset(relation_dom(A),relation_dom(B))
% 23.26/23.33 & subset(relation_rng(A),relation_rng(B)) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t25_wellord1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( antisymmetric(B)
% 23.26/23.33 => antisymmetric(relation_restriction(B,A)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t25_wellord2,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( well_orders(B,A)
% 23.26/23.33 => ( relation_field(relation_restriction(B,A)) = A
% 23.26/23.33 & well_ordering(relation_restriction(B,A)) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t26_wellord2,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ? [B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 & well_orders(B,A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t26_xboole_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( subset(A,B)
% 23.26/23.33 => subset(set_intersection2(A,C),set_intersection2(B,C)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t28_wellord2,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ~ empty(A)
% 23.26/23.33 => ~ ( ! [B] :
% 23.26/23.33 ~ ( in(B,A)
% 23.26/23.33 & B = empty_set )
% 23.26/23.33 & ! [B] :
% 23.26/23.33 ( ( relation(B)
% 23.26/23.33 & function(B) )
% 23.26/23.33 => ~ ( relation_dom(B) = A
% 23.26/23.33 & ! [C] :
% 23.26/23.33 ( in(C,A)
% 23.26/23.33 => in(apply(B,C),C) ) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t28_xboole_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( subset(A,B)
% 23.26/23.33 => set_intersection2(A,B) = A ) ).
% 23.26/23.33
% 23.26/23.33 fof(t2_boole,axiom,
% 23.26/23.33 ! [A] : set_intersection2(A,empty_set) = empty_set ).
% 23.26/23.33
% 23.26/23.33 fof(t2_subset,axiom,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( element(A,B)
% 23.26/23.33 => ( empty(B)
% 23.26/23.33 | in(A,B) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t2_tarski,axiom,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ! [C] :
% 23.26/23.33 ( in(C,A)
% 23.26/23.33 <=> in(C,B) )
% 23.26/23.33 => A = B ) ).
% 23.26/23.33
% 23.26/23.33 fof(t2_wellord2,lemma,
% 23.26/23.33 ! [A] : reflexive(inclusion_relation(A)) ).
% 23.26/23.33
% 23.26/23.33 fof(t2_xboole_1,lemma,
% 23.26/23.33 ! [A] : subset(empty_set,A) ).
% 23.26/23.33
% 23.26/23.33 fof(t30_relat_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation(C)
% 23.26/23.33 => ( in(ordered_pair(A,B),C)
% 23.26/23.33 => ( in(A,relation_field(C))
% 23.26/23.33 & in(B,relation_field(C)) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t31_ordinal1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ! [B] :
% 23.26/23.33 ( in(B,A)
% 23.26/23.33 => ( ordinal(B)
% 23.26/23.33 & subset(B,A) ) )
% 23.26/23.33 => ordinal(A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t31_wellord1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( well_founded_relation(B)
% 23.26/23.33 => well_founded_relation(relation_restriction(B,A)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t32_ordinal1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ordinal(B)
% 23.26/23.33 => ~ ( subset(A,B)
% 23.26/23.33 & A != empty_set
% 23.26/23.33 & ! [C] :
% 23.26/23.33 ( ordinal(C)
% 23.26/23.33 => ~ ( in(C,A)
% 23.26/23.33 & ! [D] :
% 23.26/23.33 ( ordinal(D)
% 23.26/23.33 => ( in(D,A)
% 23.26/23.33 => ordinal_subset(C,D) ) ) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t32_wellord1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( well_ordering(B)
% 23.26/23.33 => well_ordering(relation_restriction(B,A)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t33_ordinal1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ordinal(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( ordinal(B)
% 23.26/23.33 => ( in(A,B)
% 23.26/23.33 <=> ordinal_subset(succ(A),B) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t33_xboole_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( subset(A,B)
% 23.26/23.33 => subset(set_difference(A,C),set_difference(B,C)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t33_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B,C,D] :
% 23.26/23.33 ( ordered_pair(A,B) = ordered_pair(C,D)
% 23.26/23.33 => ( A = C
% 23.26/23.33 & B = D ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t34_funct_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ( relation(B)
% 23.26/23.33 & function(B) )
% 23.26/23.33 => ( B = identity_relation(A)
% 23.26/23.33 <=> ( relation_dom(B) = A
% 23.26/23.33 & ! [C] :
% 23.26/23.33 ( in(C,A)
% 23.26/23.33 => apply(B,C) = C ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t35_funct_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( in(B,A)
% 23.26/23.33 => apply(identity_relation(A),B) = B ) ).
% 23.26/23.33
% 23.26/23.33 fof(t36_xboole_1,lemma,
% 23.26/23.33 ! [A,B] : subset(set_difference(A,B),A) ).
% 23.26/23.33
% 23.26/23.33 fof(t37_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ( relation_rng(A) = relation_dom(relation_inverse(A))
% 23.26/23.33 & relation_dom(A) = relation_rng(relation_inverse(A)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t37_xboole_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( set_difference(A,B) = empty_set
% 23.26/23.33 <=> subset(A,B) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t37_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( subset(singleton(A),B)
% 23.26/23.33 <=> in(A,B) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t38_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( subset(unordered_pair(A,B),C)
% 23.26/23.33 <=> ( in(A,C)
% 23.26/23.33 & in(B,C) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t39_wellord1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( ( well_ordering(B)
% 23.26/23.33 & subset(A,relation_field(B)) )
% 23.26/23.33 => relation_field(relation_restriction(B,A)) = A ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t39_xboole_1,lemma,
% 23.26/23.33 ! [A,B] : set_union2(A,set_difference(B,A)) = set_union2(A,B) ).
% 23.26/23.33
% 23.26/23.33 fof(t39_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( subset(A,singleton(B))
% 23.26/23.33 <=> ( A = empty_set
% 23.26/23.33 | A = singleton(B) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t3_boole,axiom,
% 23.26/23.33 ! [A] : set_difference(A,empty_set) = A ).
% 23.26/23.33
% 23.26/23.33 fof(t3_ordinal1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ~ ( in(A,B)
% 23.26/23.33 & in(B,C)
% 23.26/23.33 & in(C,A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t3_subset,axiom,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( element(A,powerset(B))
% 23.26/23.33 <=> subset(A,B) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t3_wellord2,lemma,
% 23.26/23.33 ! [A] : transitive(inclusion_relation(A)) ).
% 23.26/23.33
% 23.26/23.33 fof(t3_xboole_0,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ~ ( ~ disjoint(A,B)
% 23.26/23.33 & ! [C] :
% 23.26/23.33 ~ ( in(C,A)
% 23.26/23.33 & in(C,B) ) )
% 23.26/23.33 & ~ ( ? [C] :
% 23.26/23.33 ( in(C,A)
% 23.26/23.33 & in(C,B) )
% 23.26/23.33 & disjoint(A,B) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t3_xboole_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( subset(A,empty_set)
% 23.26/23.33 => A = empty_set ) ).
% 23.26/23.33
% 23.26/23.33 fof(t40_xboole_1,lemma,
% 23.26/23.33 ! [A,B] : set_difference(set_union2(A,B),B) = set_difference(A,B) ).
% 23.26/23.33
% 23.26/23.33 fof(t41_ordinal1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ordinal(A)
% 23.26/23.33 => ( being_limit_ordinal(A)
% 23.26/23.33 <=> ! [B] :
% 23.26/23.33 ( ordinal(B)
% 23.26/23.33 => ( in(B,A)
% 23.26/23.33 => in(succ(B),A) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t42_ordinal1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ordinal(A)
% 23.26/23.33 => ( ~ ( ~ being_limit_ordinal(A)
% 23.26/23.33 & ! [B] :
% 23.26/23.33 ( ordinal(B)
% 23.26/23.33 => A != succ(B) ) )
% 23.26/23.33 & ~ ( ? [B] :
% 23.26/23.33 ( ordinal(B)
% 23.26/23.33 & A = succ(B) )
% 23.26/23.33 & being_limit_ordinal(A) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t43_subset_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( element(B,powerset(A))
% 23.26/23.33 => ! [C] :
% 23.26/23.33 ( element(C,powerset(A))
% 23.26/23.33 => ( disjoint(B,C)
% 23.26/23.33 <=> subset(B,subset_complement(A,C)) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t44_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => subset(relation_dom(relation_composition(A,B)),relation_dom(A)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t45_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => subset(relation_rng(relation_composition(A,B)),relation_rng(B)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t45_xboole_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( subset(A,B)
% 23.26/23.33 => B = set_union2(A,set_difference(B,A)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t46_funct_2,lemma,
% 23.26/23.33 ! [A,B,C,D] :
% 23.26/23.33 ( ( function(D)
% 23.26/23.33 & quasi_total(D,A,B)
% 23.26/23.33 & relation_of2_as_subset(D,A,B) )
% 23.26/23.33 => ( B != empty_set
% 23.26/23.33 => ! [E] :
% 23.26/23.33 ( in(E,relation_inverse_image(D,C))
% 23.26/23.33 <=> ( in(E,A)
% 23.26/23.33 & in(apply(D,E),C) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t46_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( subset(relation_rng(A),relation_dom(B))
% 23.26/23.33 => relation_dom(relation_composition(A,B)) = relation_dom(A) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t46_setfam_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( element(B,powerset(powerset(A)))
% 23.26/23.33 => ~ ( B != empty_set
% 23.26/23.33 & complements_of_subsets(A,B) = empty_set ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t46_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( in(A,B)
% 23.26/23.33 => set_union2(singleton(A),B) = B ) ).
% 23.26/23.33
% 23.26/23.33 fof(t47_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ( subset(relation_dom(A),relation_rng(B))
% 23.26/23.33 => relation_rng(relation_composition(B,A)) = relation_rng(A) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t47_setfam_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( element(B,powerset(powerset(A)))
% 23.26/23.33 => ( B != empty_set
% 23.26/23.33 => subset_difference(A,cast_to_subset(A),union_of_subsets(A,B)) = meet_of_subsets(A,complements_of_subsets(A,B)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t48_setfam_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( element(B,powerset(powerset(A)))
% 23.26/23.33 => ( B != empty_set
% 23.26/23.33 => union_of_subsets(A,complements_of_subsets(A,B)) = subset_difference(A,cast_to_subset(A),meet_of_subsets(A,B)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t48_xboole_1,lemma,
% 23.26/23.33 ! [A,B] : set_difference(A,set_difference(A,B)) = set_intersection2(A,B) ).
% 23.26/23.33
% 23.26/23.33 fof(t49_wellord1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ! [C] :
% 23.26/23.33 ( ( relation(C)
% 23.26/23.33 & function(C) )
% 23.26/23.33 => ( relation_isomorphism(A,B,C)
% 23.26/23.33 => relation_isomorphism(B,A,function_inverse(C)) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t4_boole,axiom,
% 23.26/23.33 ! [A] : set_difference(empty_set,A) = empty_set ).
% 23.26/23.33
% 23.26/23.33 fof(t4_subset,axiom,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( ( in(A,B)
% 23.26/23.33 & element(B,powerset(C)) )
% 23.26/23.33 => element(A,C) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t4_wellord2,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ordinal(A)
% 23.26/23.33 => connected(inclusion_relation(A)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t4_xboole_0,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ~ ( ~ disjoint(A,B)
% 23.26/23.33 & ! [C] : ~ in(C,set_intersection2(A,B)) )
% 23.26/23.33 & ~ ( ? [C] : in(C,set_intersection2(A,B))
% 23.26/23.33 & disjoint(A,B) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t50_subset_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( A != empty_set
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( element(B,powerset(A))
% 23.26/23.33 => ! [C] :
% 23.26/23.33 ( element(C,A)
% 23.26/23.33 => ( ~ in(C,B)
% 23.26/23.33 => in(C,subset_complement(A,B)) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t53_wellord1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ! [C] :
% 23.26/23.33 ( ( relation(C)
% 23.26/23.33 & function(C) )
% 23.26/23.33 => ( relation_isomorphism(A,B,C)
% 23.26/23.33 => ( ( reflexive(A)
% 23.26/23.33 => reflexive(B) )
% 23.26/23.33 & ( transitive(A)
% 23.26/23.33 => transitive(B) )
% 23.26/23.33 & ( connected(A)
% 23.26/23.33 => connected(B) )
% 23.26/23.33 & ( antisymmetric(A)
% 23.26/23.33 => antisymmetric(B) )
% 23.26/23.33 & ( well_founded_relation(A)
% 23.26/23.33 => well_founded_relation(B) ) ) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t54_funct_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ( relation(A)
% 23.26/23.33 & function(A) )
% 23.26/23.33 => ( one_to_one(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( ( relation(B)
% 23.26/23.33 & function(B) )
% 23.26/23.33 => ( B = function_inverse(A)
% 23.26/23.33 <=> ( relation_dom(B) = relation_rng(A)
% 23.26/23.33 & ! [C,D] :
% 23.26/23.33 ( ( ( in(C,relation_rng(A))
% 23.26/23.33 & D = apply(B,C) )
% 23.26/23.33 => ( in(D,relation_dom(A))
% 23.26/23.33 & C = apply(A,D) ) )
% 23.26/23.33 & ( ( in(D,relation_dom(A))
% 23.26/23.33 & C = apply(A,D) )
% 23.26/23.33 => ( in(C,relation_rng(A))
% 23.26/23.33 & D = apply(B,C) ) ) ) ) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t54_subset_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( element(C,powerset(A))
% 23.26/23.33 => ~ ( in(B,subset_complement(A,C))
% 23.26/23.33 & in(B,C) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t54_wellord1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ! [B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => ! [C] :
% 23.26/23.33 ( ( relation(C)
% 23.26/23.33 & function(C) )
% 23.26/23.33 => ( ( well_ordering(A)
% 23.26/23.33 & relation_isomorphism(A,B,C) )
% 23.26/23.33 => well_ordering(B) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t55_funct_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ( relation(A)
% 23.26/23.33 & function(A) )
% 23.26/23.33 => ( one_to_one(A)
% 23.26/23.33 => ( relation_rng(A) = relation_dom(function_inverse(A))
% 23.26/23.33 & relation_dom(A) = relation_rng(function_inverse(A)) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t56_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ( ! [B,C] : ~ in(ordered_pair(B,C),A)
% 23.26/23.33 => A = empty_set ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t57_funct_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ( relation(B)
% 23.26/23.33 & function(B) )
% 23.26/23.33 => ( ( one_to_one(B)
% 23.26/23.33 & in(A,relation_rng(B)) )
% 23.26/23.33 => ( A = apply(B,apply(function_inverse(B),A))
% 23.26/23.33 & A = apply(relation_composition(function_inverse(B),B),A) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t5_subset,axiom,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ~ ( in(A,B)
% 23.26/23.33 & element(B,powerset(C))
% 23.26/23.33 & empty(C) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t5_wellord1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ( well_founded_relation(A)
% 23.26/23.33 <=> is_well_founded_in(A,relation_field(A)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t5_wellord2,lemma,
% 23.26/23.33 ! [A] : antisymmetric(inclusion_relation(A)) ).
% 23.26/23.33
% 23.26/23.33 fof(t60_relat_1,lemma,
% 23.26/23.33 ( relation_dom(empty_set) = empty_set
% 23.26/23.33 & relation_rng(empty_set) = empty_set ) ).
% 23.26/23.33
% 23.26/23.33 fof(t60_xboole_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ~ ( subset(A,B)
% 23.26/23.33 & proper_subset(B,A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t62_funct_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ( relation(A)
% 23.26/23.33 & function(A) )
% 23.26/23.33 => ( one_to_one(A)
% 23.26/23.33 => one_to_one(function_inverse(A)) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t63_xboole_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( ( subset(A,B)
% 23.26/23.33 & disjoint(B,C) )
% 23.26/23.33 => disjoint(A,C) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t64_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ( ( relation_dom(A) = empty_set
% 23.26/23.33 | relation_rng(A) = empty_set )
% 23.26/23.33 => A = empty_set ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t65_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ( relation_dom(A) = empty_set
% 23.26/23.33 <=> relation_rng(A) = empty_set ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t65_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( set_difference(A,singleton(B)) = A
% 23.26/23.33 <=> ~ in(B,A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t68_funct_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( ( relation(B)
% 23.26/23.33 & function(B) )
% 23.26/23.33 => ! [C] :
% 23.26/23.33 ( ( relation(C)
% 23.26/23.33 & function(C) )
% 23.26/23.33 => ( B = relation_dom_restriction(C,A)
% 23.26/23.33 <=> ( relation_dom(B) = set_intersection2(relation_dom(C),A)
% 23.26/23.33 & ! [D] :
% 23.26/23.33 ( in(D,relation_dom(B))
% 23.26/23.33 => apply(B,D) = apply(C,D) ) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t69_enumset1,lemma,
% 23.26/23.33 ! [A] : unordered_pair(A,A) = singleton(A) ).
% 23.26/23.33
% 23.26/23.33 fof(t6_boole,axiom,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( empty(A)
% 23.26/23.33 => A = empty_set ) ).
% 23.26/23.33
% 23.26/23.33 fof(t6_funct_2,lemma,
% 23.26/23.33 ! [A,B,C,D] :
% 23.26/23.33 ( ( function(D)
% 23.26/23.33 & quasi_total(D,A,B)
% 23.26/23.33 & relation_of2_as_subset(D,A,B) )
% 23.26/23.33 => ( in(C,A)
% 23.26/23.33 => ( B = empty_set
% 23.26/23.33 | in(apply(D,C),relation_rng(D)) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t6_wellord2,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ordinal(A)
% 23.26/23.33 => well_founded_relation(inclusion_relation(A)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t6_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( subset(singleton(A),singleton(B))
% 23.26/23.33 => A = B ) ).
% 23.26/23.33
% 23.26/23.33 fof(t70_funct_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( ( relation(C)
% 23.26/23.33 & function(C) )
% 23.26/23.33 => ( in(B,relation_dom(relation_dom_restriction(C,A)))
% 23.26/23.33 => apply(relation_dom_restriction(C,A),B) = apply(C,B) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t71_relat_1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation_dom(identity_relation(A)) = A
% 23.26/23.33 & relation_rng(identity_relation(A)) = A ) ).
% 23.26/23.33
% 23.26/23.33 fof(t72_funct_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( ( relation(C)
% 23.26/23.33 & function(C) )
% 23.26/23.33 => ( in(B,A)
% 23.26/23.33 => apply(relation_dom_restriction(C,A),B) = apply(C,B) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t74_relat_1,lemma,
% 23.26/23.33 ! [A,B,C,D] :
% 23.26/23.33 ( relation(D)
% 23.26/23.33 => ( in(ordered_pair(A,B),relation_composition(identity_relation(C),D))
% 23.26/23.33 <=> ( in(A,C)
% 23.26/23.33 & in(ordered_pair(A,B),D) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t7_boole,axiom,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ~ ( in(A,B)
% 23.26/23.33 & empty(B) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t7_mcart_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( pair_first(ordered_pair(A,B)) = A
% 23.26/23.33 & pair_second(ordered_pair(A,B)) = B ) ).
% 23.26/23.33
% 23.26/23.33 fof(t7_tarski,axiom,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ~ ( in(A,B)
% 23.26/23.33 & ! [C] :
% 23.26/23.33 ~ ( in(C,B)
% 23.26/23.33 & ! [D] :
% 23.26/23.33 ~ ( in(D,B)
% 23.26/23.33 & in(D,C) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t7_wellord2,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( ordinal(A)
% 23.26/23.33 => well_ordering(inclusion_relation(A)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t7_xboole_1,lemma,
% 23.26/23.33 ! [A,B] : subset(A,set_union2(A,B)) ).
% 23.26/23.33
% 23.26/23.33 fof(t83_xboole_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( disjoint(A,B)
% 23.26/23.33 <=> set_difference(A,B) = A ) ).
% 23.26/23.33
% 23.26/23.33 fof(t86_relat_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( relation(C)
% 23.26/23.33 => ( in(A,relation_dom(relation_dom_restriction(C,B)))
% 23.26/23.33 <=> ( in(A,B)
% 23.26/23.33 & in(A,relation_dom(C)) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t88_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => subset(relation_dom_restriction(B,A),B) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t8_boole,axiom,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ~ ( empty(A)
% 23.26/23.33 & A != B
% 23.26/23.33 & empty(B) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t8_funct_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( ( relation(C)
% 23.26/23.33 & function(C) )
% 23.26/23.33 => ( in(ordered_pair(A,B),C)
% 23.26/23.33 <=> ( in(A,relation_dom(C))
% 23.26/23.33 & B = apply(C,A) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t8_wellord1,lemma,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ( relation(A)
% 23.26/23.33 => ( well_orders(A,relation_field(A))
% 23.26/23.33 <=> well_ordering(A) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t8_xboole_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( ( subset(A,B)
% 23.26/23.33 & subset(C,B) )
% 23.26/23.33 => subset(set_union2(A,C),B) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t8_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( singleton(A) = unordered_pair(B,C)
% 23.26/23.33 => A = B ) ).
% 23.26/23.33
% 23.26/23.33 fof(t90_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => relation_dom(relation_dom_restriction(B,A)) = set_intersection2(relation_dom(B),A) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t92_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( in(A,B)
% 23.26/23.33 => subset(A,union(B)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t94_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => relation_dom_restriction(B,A) = relation_composition(identity_relation(A),B) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t99_relat_1,lemma,
% 23.26/23.33 ! [A,B] :
% 23.26/23.33 ( relation(B)
% 23.26/23.33 => subset(relation_rng(relation_dom_restriction(B,A)),relation_rng(B)) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t99_zfmisc_1,lemma,
% 23.26/23.33 ! [A] : union(powerset(A)) = A ).
% 23.26/23.33
% 23.26/23.33 fof(t9_funct_2,lemma,
% 23.26/23.33 ! [A,B,C,D] :
% 23.26/23.33 ( ( function(D)
% 23.26/23.33 & quasi_total(D,A,B)
% 23.26/23.33 & relation_of2_as_subset(D,A,B) )
% 23.26/23.33 => ( subset(B,C)
% 23.26/23.33 => ( ( B = empty_set
% 23.26/23.33 & A != empty_set )
% 23.26/23.33 | ( function(D)
% 23.26/23.33 & quasi_total(D,A,C)
% 23.26/23.33 & relation_of2_as_subset(D,A,C) ) ) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t9_tarski,axiom,
% 23.26/23.33 ! [A] :
% 23.26/23.33 ? [B] :
% 23.26/23.33 ( in(A,B)
% 23.26/23.33 & ! [C,D] :
% 23.26/23.33 ( ( in(C,B)
% 23.26/23.33 & subset(D,C) )
% 23.26/23.33 => in(D,B) )
% 23.26/23.33 & ! [C] :
% 23.26/23.33 ~ ( in(C,B)
% 23.26/23.33 & ! [D] :
% 23.26/23.33 ~ ( in(D,B)
% 23.26/23.33 & ! [E] :
% 23.26/23.33 ( subset(E,C)
% 23.26/23.33 => in(E,D) ) ) )
% 23.26/23.33 & ! [C] :
% 23.26/23.33 ~ ( subset(C,B)
% 23.26/23.33 & ~ are_equipotent(C,B)
% 23.26/23.33 & ~ in(C,B) ) ) ).
% 23.26/23.33
% 23.26/23.33 fof(t9_zfmisc_1,lemma,
% 23.26/23.33 ! [A,B,C] :
% 23.26/23.33 ( singleton(A) = unordered_pair(B,C)
% 23.26/23.33 => B = C ) ).
% 23.26/23.33
% 23.26/23.33 %------------------------------------------------------------------------------
% 23.26/23.33 %-------------------------------------------
% 23.26/23.33 % Proof found
% 23.26/23.33 % SZS status Theorem for theBenchmark
% 23.26/23.33 % SZS output start Proof
% 23.26/23.34 %ClaNum:2112(EqnAxiom:662)
% 23.26/23.34 %VarNum:17487(SingletonVarNum:4131)
% 23.26/23.34 %MaxLitNum:12
% 23.26/23.34 %MaxfuncDepth:4
% 23.26/23.34 %SharedTerms:87
% 23.26/23.34 %goalClause: 690 743 786
% 23.26/23.34 %singleGoalClaCount:3
% 23.26/23.34 [665]P1(a1)
% 23.26/23.34 [666]P1(a6)
% 23.26/23.34 [667]P1(a10)
% 23.26/23.34 [668]P1(a14)
% 23.26/23.34 [669]P1(a22)
% 23.26/23.34 [670]P2(a1)
% 23.26/23.34 [671]P2(a6)
% 23.26/23.34 [672]P2(a10)
% 23.26/23.34 [673]P2(a14)
% 23.26/23.34 [674]P2(a22)
% 23.26/23.34 [675]P3(a1)
% 23.26/23.34 [676]P3(a6)
% 23.26/23.34 [677]P3(a10)
% 23.26/23.34 [678]P3(a14)
% 23.26/23.34 [679]P3(a22)
% 23.26/23.34 [683]P4(a1)
% 23.26/23.34 [684]P4(a15)
% 23.26/23.34 [685]P4(a16)
% 23.26/23.34 [686]P4(a17)
% 23.26/23.34 [687]P4(a20)
% 23.26/23.34 [688]P4(a14)
% 23.26/23.34 [689]P12(a11)
% 23.26/23.34 [690]P12(a30)
% 23.26/23.34 [691]P14(a1)
% 23.26/23.34 [692]P14(a12)
% 23.26/23.34 [693]P14(a15)
% 23.26/23.34 [694]P14(a20)
% 23.26/23.34 [695]P14(a14)
% 23.26/23.34 [696]P14(a23)
% 23.26/23.34 [697]P14(a31)
% 23.26/23.34 [700]P23(a1)
% 23.26/23.34 [701]P23(a12)
% 23.26/23.34 [702]P23(a15)
% 23.26/23.34 [703]P23(a16)
% 23.26/23.34 [704]P23(a20)
% 23.26/23.34 [705]P23(a14)
% 23.26/23.34 [706]P23(a24)
% 23.26/23.34 [707]P23(a23)
% 23.26/23.34 [708]P23(a32)
% 23.26/23.34 [709]P23(a31)
% 23.26/23.34 [710]P15(a6)
% 23.26/23.34 [711]P22(a1)
% 23.26/23.34 [712]P22(a15)
% 23.26/23.34 [713]P22(a14)
% 23.26/23.34 [714]P22(a23)
% 23.26/23.34 [716]P28(a1)
% 23.26/23.34 [717]P28(a32)
% 23.26/23.34 [718]P28(a31)
% 23.26/23.34 [743]P30(a152,a30)
% 23.26/23.34 [781]~P4(a6)
% 23.26/23.34 [782]~P4(a11)
% 23.26/23.34 [783]~P4(a24)
% 23.26/23.34 [784]~P4(a27)
% 23.26/23.34 [785]~P4(a22)
% 23.26/23.34 [786]~P12(a152)
% 23.26/23.34 [663]E(f5(a1),a1)
% 23.26/23.34 [664]E(f275(a1),a1)
% 23.26/23.34 [748]E(f291(a1,a1),f270(a1))
% 23.26/23.34 [745]P30(a1,x7451)
% 23.26/23.34 [749]P30(x7491,x7491)
% 23.26/23.34 [750]P13(x7501,x7501)
% 23.26/23.34 [789]~P26(x7891,x7891)
% 23.26/23.34 [719]P1(f21(x7191))
% 23.26/23.34 [720]P2(f21(x7201))
% 23.26/23.34 [721]P3(f21(x7211))
% 23.26/23.34 [722]P4(f21(x7221))
% 23.26/23.34 [723]P4(f26(x7231))
% 23.26/23.34 [724]P12(f21(x7241))
% 23.26/23.34 [725]P14(f154(x7251))
% 23.26/23.34 [726]P14(f21(x7261))
% 23.26/23.34 [727]P14(f33(x7271))
% 23.26/23.34 [729]P23(f154(x7291))
% 23.26/23.34 [730]P23(f269(x7301))
% 23.26/23.34 [731]P23(f21(x7311))
% 23.26/23.34 [732]P23(f33(x7321))
% 23.26/23.34 [733]P23(f155(x7331))
% 23.26/23.34 [734]P15(f21(x7341))
% 23.26/23.34 [735]P22(f21(x7351))
% 23.26/23.34 [736]P5(f269(x7361))
% 23.26/23.34 [737]P29(f269(x7371))
% 23.26/23.34 [738]P24(f269(x7381))
% 23.26/23.34 [744]E(f284(a1,x7441),a1)
% 23.26/23.34 [746]E(f287(x7461,a1),x7461)
% 23.26/23.34 [747]E(f284(x7471,a1),x7471)
% 23.26/23.34 [751]E(f287(x7511,x7511),x7511)
% 23.26/23.34 [752]P16(x7521,f153(x7521))
% 23.26/23.34 [753]P16(x7531,f163(x7531))
% 23.26/23.34 [754]P6(x7541,f270(x7541))
% 23.26/23.34 [755]P6(f183(x7551),x7551)
% 23.26/23.34 [756]P34(f155(x7561),x7561)
% 23.26/23.34 [757]P6(f21(x7571),f270(x7571))
% 23.26/23.34 [758]P6(f26(x7581),f270(x7581))
% 23.26/23.34 [787]~P4(f270(x7871))
% 23.26/23.34 [788]~E(f291(x7881,x7881),a1)
% 23.26/23.34 [739]E(f5(f154(x7391)),x7391)
% 23.26/23.34 [740]E(f5(f33(x7401)),x7401)
% 23.26/23.34 [741]E(f283(f270(x7411)),x7411)
% 23.26/23.34 [742]E(f275(f154(x7421)),x7421)
% 23.26/23.34 [765]E(f284(x7651,f284(x7651,a1)),a1)
% 23.26/23.34 [768]E(f284(x7681,f284(x7681,x7681)),x7681)
% 23.26/23.34 [777]P16(x7771,f287(x7771,f291(x7771,x7771)))
% 23.26/23.34 [792]~P4(f287(x7921,f291(x7921,x7921)))
% 23.26/23.34 [759]E(f291(x7591,x7592),f291(x7592,x7591))
% 23.26/23.34 [760]E(f287(x7601,x7602),f287(x7602,x7601))
% 23.26/23.34 [761]P14(f13(x7611,x7612))
% 23.26/23.34 [762]P14(f25(x7621,x7622))
% 23.26/23.34 [763]P23(f13(x7631,x7632))
% 23.26/23.34 [764]P23(f25(x7641,x7642))
% 23.26/23.34 [766]P30(x7661,f287(x7661,x7662))
% 23.26/23.34 [767]P30(f284(x7671,x7672),x7671)
% 23.26/23.34 [772]P31(f258(x7721,x7722),x7721,x7722)
% 23.26/23.34 [773]P25(f13(x7731,x7732),x7731,x7732)
% 23.26/23.34 [774]P32(f184(x7741,x7742),x7741,x7742)
% 23.26/23.34 [775]P32(f13(x7751,x7752),x7751,x7752)
% 23.26/23.34 [776]P32(f25(x7761,x7762),x7761,x7762)
% 23.26/23.34 [790]~P4(f291(x7901,x7902))
% 23.26/23.34 [769]E(f287(x7691,f284(x7692,x7691)),f287(x7691,x7692))
% 23.26/23.34 [770]E(f284(f287(x7701,x7702),x7702),f284(x7701,x7702))
% 23.26/23.34 [771]E(f284(x7711,f284(x7711,x7712)),f284(x7712,f284(x7712,x7711)))
% 23.26/23.34 [779]E(f271(f291(f291(x7791,x7792),f291(x7791,x7791))),x7791)
% 23.26/23.34 [780]E(f273(f291(f291(x7801,x7802),f291(x7801,x7801))),x7802)
% 23.26/23.34 [794]~P4(x7941)+E(x7941,a1)
% 23.26/23.34 [796]~P4(x7961)+P1(x7961)
% 23.26/23.34 [798]~P1(x7981)+P2(x7981)
% 23.26/23.34 [799]~P4(x7991)+P2(x7991)
% 23.26/23.34 [801]~P1(x8011)+P3(x8011)
% 23.26/23.34 [802]~P4(x8021)+P3(x8021)
% 23.26/23.34 [803]~P4(x8031)+P12(x8031)
% 23.26/23.34 [804]~P4(x8041)+P14(x8041)
% 23.26/23.34 [805]~P4(x8051)+P23(x8051)
% 23.26/23.34 [852]~P30(x8521,a1)+E(x8521,a1)
% 23.26/23.34 [807]~P7(x8071)+E(f283(x8071),x8071)
% 23.26/23.34 [808]P7(x8081)+~E(f283(x8081),x8081)
% 23.26/23.34 [809]P4(x8091)+P12(f28(x8091))
% 23.26/23.34 [813]P3(x8131)+~E(f185(x8131),f186(x8131))
% 23.26/23.34 [814]P14(x8141)+~E(f34(x8141),f35(x8141))
% 23.26/23.34 [815]~P1(x8151)+P1(f283(x8151))
% 23.26/23.34 [816]~P1(x8161)+P2(f283(x8161))
% 23.26/23.34 [817]~P1(x8171)+P3(f283(x8171))
% 23.26/23.34 [818]~P4(x8181)+P4(f5(x8181))
% 23.26/23.34 [819]~P4(x8191)+P4(f275(x8191))
% 23.26/23.34 [820]~P4(x8201)+P4(f276(x8201))
% 23.26/23.34 [821]~P4(x8211)+P23(f5(x8211))
% 23.26/23.34 [822]~P4(x8221)+P23(f275(x8221))
% 23.26/23.34 [823]~P4(x8231)+P23(f276(x8231))
% 23.26/23.34 [824]~P23(x8241)+P23(f276(x8241))
% 23.26/23.34 [825]~P1(x8251)+P9(f269(x8251))
% 23.26/23.34 [826]~P1(x8261)+P35(f269(x8261))
% 23.26/23.34 [827]~P1(x8271)+P36(f269(x8271))
% 23.26/23.34 [848]P4(x8481)+~P4(f18(x8481))
% 23.26/23.34 [849]P4(x8491)+~P4(f28(x8491))
% 23.26/23.34 [853]P16(f188(x8531),x8531)+E(x8531,a1)
% 23.26/23.34 [856]~E(f37(x8561),f38(x8561))+P14(f36(x8561))
% 23.26/23.34 [857]~E(f37(x8571),f38(x8571))+P23(f36(x8571))
% 23.26/23.34 [862]P1(x8621)+P16(f167(x8621),x8621)
% 23.26/23.34 [863]P2(x8631)+P16(f200(x8631),x8631)
% 23.26/23.34 [864]P3(x8641)+P16(f186(x8641),x8641)
% 23.26/23.34 [865]P3(x8651)+P16(f185(x8651),x8651)
% 23.26/23.34 [866]P23(x8661)+P16(f189(x8661),x8661)
% 23.26/23.34 [877]P4(x8771)+P6(f18(x8771),f270(x8771))
% 23.26/23.34 [878]P4(x8781)+P6(f28(x8781),f270(x8781))
% 23.26/23.34 [880]P16(f39(x8801),x8801)+P14(f36(x8801))
% 23.26/23.34 [882]P16(f39(x8821),x8821)+P23(f36(x8821))
% 23.26/23.34 [911]P2(x9111)+~P30(f200(x9111),x9111)
% 23.26/23.34 [1002]P3(x10021)+~P16(f186(x10021),f185(x10021))
% 23.26/23.34 [1003]P3(x10031)+~P16(f185(x10031),f186(x10031))
% 23.26/23.34 [830]~P23(x8301)+E(f276(f276(x8301)),x8301)
% 23.26/23.34 [850]~P23(x8501)+E(f275(f276(x8501)),f5(x8501))
% 23.26/23.34 [851]~P23(x8511)+E(f5(f276(x8511)),f275(x8511))
% 23.26/23.34 [883]~P23(x8831)+E(f280(x8831,f5(x8831)),f275(x8831))
% 23.26/23.34 [925]~P23(x9251)+E(f287(f5(x9251),f275(x9251)),f277(x9251))
% 23.26/23.34 [940]P14(f36(x9401))+E(f291(f39(x9401),f39(x9401)),f38(x9401))
% 23.26/23.34 [941]P23(f36(x9411))+E(f291(f39(x9411),f39(x9411)),f38(x9411))
% 23.26/23.34 [942]P14(f36(x9421))+E(f291(f39(x9421),f39(x9421)),f37(x9421))
% 23.26/23.34 [943]P23(f36(x9431))+E(f291(f39(x9431),f39(x9431)),f37(x9431))
% 23.26/23.34 [1126]~P23(x11261)+P30(x11261,f3(f5(x11261),f275(x11261)))
% 23.26/23.34 [1199]~P1(x11991)+P1(f287(x11991,f291(x11991,x11991)))
% 23.26/23.34 [1200]~P1(x12001)+P2(f287(x12001,f291(x12001,x12001)))
% 23.26/23.34 [1201]~P1(x12011)+P3(f287(x12011,f291(x12011,x12011)))
% 23.26/23.34 [1496]P14(x14961)+P16(f291(f291(f109(x14961),f35(x14961)),f291(f109(x14961),f109(x14961))),x14961)
% 23.26/23.34 [1497]P14(x14971)+P16(f291(f291(f109(x14971),f34(x14971)),f291(f109(x14971),f109(x14971))),x14971)
% 23.26/23.34 [829]~E(x8291,x8292)+P30(x8291,x8292)
% 23.26/23.34 [867]~P16(x8672,x8671)+~E(x8671,a1)
% 23.26/23.34 [869]~P26(x8691,x8692)+~E(x8691,x8692)
% 23.26/23.34 [876]~P4(x8761)+~P16(x8762,x8761)
% 23.26/23.34 [916]~P16(x9161,x9162)+P6(x9161,x9162)
% 23.26/23.34 [917]~P26(x9171,x9172)+P30(x9171,x9172)
% 23.26/23.34 [918]~P10(x9182,x9181)+P10(x9181,x9182)
% 23.26/23.34 [919]~P13(x9192,x9191)+P13(x9191,x9192)
% 23.26/23.34 [920]~P8(x9201,x9202)+P13(x9201,x9202)
% 23.26/23.34 [921]~P13(x9211,x9212)+P8(x9211,x9212)
% 23.26/23.34 [994]~P16(x9942,x9941)+~P16(x9941,x9942)
% 23.26/23.34 [995]~P26(x9952,x9951)+~P26(x9951,x9952)
% 23.26/23.34 [996]~P30(x9962,x9961)+~P26(x9961,x9962)
% 23.26/23.34 [910]P1(x9101)+~P16(x9101,f130(x9102))
% 23.26/23.34 [913]~P30(x9131,x9132)+E(f284(x9131,x9132),a1)
% 23.26/23.34 [915]P30(x9151,x9152)+~E(f284(x9151,x9152),a1)
% 23.26/23.34 [922]~P23(x9221)+P23(f278(x9221,x9222))
% 23.26/23.34 [923]~P23(x9232)+P23(f285(x9231,x9232))
% 23.26/23.34 [924]~P23(x9241)+P23(f281(x9241,x9242))
% 23.26/23.34 [928]~P30(x9281,x9282)+E(f287(x9281,x9282),x9282)
% 23.26/23.34 [929]~P10(x9291,x9292)+E(f284(x9291,x9292),x9291)
% 23.26/23.34 [931]P10(x9311,x9312)+~E(f284(x9311,x9312),x9311)
% 23.26/23.34 [952]~E(x9521,a1)+P30(x9521,f291(x9522,x9522))
% 23.26/23.34 [953]~P30(x9531,x9532)+P6(x9531,f270(x9532))
% 23.26/23.34 [955]~P16(x9551,x9552)+P30(x9551,f283(x9552))
% 23.26/23.34 [1006]P16(x10061,x10062)+~P16(x10061,f130(x10062))
% 23.26/23.34 [1007]P30(x10071,x10072)+~P6(x10071,f270(x10072))
% 23.26/23.34 [1008]~P23(x10081)+P30(f278(x10081,x10082),x10081)
% 23.26/23.34 [1009]~P23(x10092)+P30(f285(x10091,x10092),x10092)
% 23.26/23.34 [1027]P4(x10271)+~P4(f287(x10272,x10271))
% 23.26/23.34 [1028]P4(x10281)+~P4(f287(x10281,x10282))
% 23.26/23.34 [1033]~P13(x10331,x10332)+P14(f222(x10331,x10332))
% 23.26/23.34 [1034]~P13(x10341,x10342)+P23(f222(x10341,x10342))
% 23.26/23.34 [1035]~P13(x10351,x10352)+P22(f222(x10351,x10352))
% 23.26/23.34 [1036]~P23(x10361)+P30(f280(x10361,x10362),f275(x10361))
% 23.26/23.34 [1037]~P23(x10371)+P30(f282(x10371,x10372),f5(x10371))
% 23.26/23.34 [1041]P16(x10411,x10412)+P10(f291(x10411,x10411),x10412)
% 23.26/23.34 [1042]P30(x10421,x10422)+P16(f218(x10421,x10422),x10421)
% 23.26/23.34 [1043]P10(x10431,x10432)+P16(f169(x10431,x10432),x10432)
% 23.26/23.34 [1044]P10(x10441,x10442)+P16(f169(x10441,x10442),x10441)
% 23.26/23.34 [1054]P16(f270(x10541),f153(x10542))+~P16(x10541,f153(x10542))
% 23.26/23.34 [1063]~P6(x10632,f270(x10631))+E(f289(x10631,x10632),f284(x10631,x10632))
% 23.26/23.34 [1065]P16(f9(x10651,x10652),x10651)+P6(x10651,f270(x10652))
% 23.26/23.34 [1092]~P16(x10921,x10922)+P16(f173(x10921,x10922),x10922)
% 23.26/23.34 [1094]~P16(x10941,x10942)+P30(f291(x10941,x10941),x10942)
% 23.26/23.34 [1149]P30(x11491,x11492)+~P16(f218(x11491,x11492),x11492)
% 23.26/23.34 [1151]~P16(x11512,f163(x11511))+P16(f192(x11511,x11512),f163(x11511))
% 23.26/23.34 [1152]~P6(x11522,f270(x11521))+P6(f289(x11521,x11522),f270(x11521))
% 23.26/23.34 [1167]~P16(f9(x11671,x11672),x11672)+P6(x11671,f270(x11672))
% 23.26/23.34 [1185]~P16(x11851,x11852)+~P10(f291(x11851,x11851),x11852)
% 23.26/23.34 [1234]E(x12341,x12342)+~P30(f291(x12341,x12341),f291(x12342,x12342))
% 23.26/23.34 [944]~P23(x9442)+E(f274(f154(x9441),x9442),f278(x9442,x9441))
% 23.26/23.34 [957]~P16(x9572,x9571)+E(f2(f154(x9571),x9572),x9572)
% 23.26/23.34 [1039]~P13(x10391,x10392)+E(f5(f222(x10391,x10392)),x10391)
% 23.26/23.34 [1040]~P13(x10401,x10402)+E(f275(f222(x10401,x10402)),x10402)
% 23.26/23.34 [1048]P16(x10482,x10481)+E(f284(x10481,f291(x10482,x10482)),x10481)
% 23.26/23.34 [1049]~P16(x10492,x10491)+E(f2(f33(x10491),x10492),f291(x10492,x10492))
% 23.26/23.34 [1070]~P23(x10702)+E(f285(x10701,f278(x10702,x10701)),f281(x10702,x10701))
% 23.26/23.34 [1071]~P23(x10712)+E(f278(f285(x10711,x10712),x10711),f281(x10712,x10711))
% 23.26/23.34 [1091]~P10(x10911,x10912)+E(f284(x10911,f284(x10911,x10912)),a1)
% 23.26/23.34 [1098]~P30(x10981,x10982)+E(f287(x10981,f284(x10982,x10981)),x10982)
% 23.26/23.34 [1099]~P30(x10991,x10992)+E(f284(x10991,f284(x10991,x10992)),x10991)
% 23.26/23.34 [1101]~P16(x11011,x11012)+E(f287(f291(x11011,x11011),x11012),x11012)
% 23.26/23.34 [1117]E(f292(x11171,x11172),f283(x11172))+~P6(x11172,f270(f270(x11171)))
% 23.26/23.34 [1118]E(f272(x11181,x11182),f288(x11182))+~P6(x11182,f270(f270(x11181)))
% 23.26/23.34 [1127]~P6(x11272,f270(x11271))+E(f289(x11271,f289(x11271,x11272)),x11272)
% 23.26/23.34 [1144]P10(x11441,x11442)+~E(f284(x11441,f284(x11441,x11442)),a1)
% 23.26/23.34 [1153]~P23(x11531)+P30(f277(f281(x11531,x11532)),x11532)
% 23.26/23.34 [1154]~P23(x11542)+P30(f275(f285(x11541,x11542)),x11541)
% 23.26/23.34 [1176]~P23(x11762)+P30(f5(f285(x11761,x11762)),f5(x11762))
% 23.26/23.34 [1177]~P23(x11771)+P30(f277(f281(x11771,x11772)),f277(x11771))
% 23.26/23.34 [1178]~P23(x11781)+P30(f275(f278(x11781,x11782)),f275(x11781))
% 23.26/23.34 [1179]~P23(x11792)+P30(f275(f285(x11791,x11792)),f275(x11792))
% 23.26/23.34 [1191]~P16(x11912,x11911)+~E(f284(x11911,f291(x11912,x11912)),x11911)
% 23.26/23.34 [1206]~P6(x12062,f270(f270(x12061)))+E(f4(x12061,f4(x12061,x12062)),x12062)
% 23.26/23.34 [1219]P6(f292(x12191,x12192),f270(x12191))+~P6(x12192,f270(f270(x12191)))
% 23.26/23.34 [1220]P6(f272(x12201,x12202),f270(x12201))+~P6(x12202,f270(f270(x12201)))
% 23.26/23.34 [1248]~P6(x12482,f270(f270(x12481)))+P6(f4(x12481,x12482),f270(f270(x12481)))
% 23.26/23.34 [1310]P10(x13101,x13102)+P16(f174(x13101,x13102),f284(x13101,f284(x13101,x13102)))
% 23.26/23.34 [1213]~P23(x12131)+E(f284(f5(x12131),f284(f5(x12131),x12132)),f5(f278(x12131,x12132)))
% 23.26/23.34 [1214]~P23(x12141)+E(f284(f275(x12141),f284(f275(x12141),x12142)),f275(f285(x12142,x12141)))
% 23.26/23.34 [1262]~P23(x12621)+E(f284(x12621,f284(x12621,f3(x12622,x12622))),f281(x12621,x12622))
% 23.26/23.34 [1351]~P23(x13511)+E(f280(x13511,f284(f5(x13511),f284(f5(x13511),x13512))),f280(x13511,x13512))
% 23.26/23.34 [1329]~P32(x13291,x13292,x13293)+P31(x13291,x13292,x13293)
% 23.26/23.34 [1330]~P31(x13301,x13302,x13303)+P32(x13301,x13302,x13303)
% 23.26/23.34 [1004]E(x10041,x10042)+~E(f291(x10043,x10043),f291(x10041,x10042))
% 23.26/23.34 [1005]E(x10051,x10052)+~E(f291(x10051,x10051),f291(x10052,x10053))
% 23.26/23.34 [1145]P16(x11451,x11452)+~P30(f291(x11453,x11451),x11452)
% 23.26/23.34 [1146]P16(x11461,x11462)+~P30(f291(x11461,x11463),x11462)
% 23.26/23.34 [1196]~P30(x11961,x11963)+P30(f3(x11961,x11962),f3(x11963,x11962))
% 23.26/23.34 [1197]~P30(x11972,x11973)+P30(f3(x11971,x11972),f3(x11971,x11973))
% 23.26/23.34 [1198]~P30(x11981,x11983)+P30(f284(x11981,x11982),f284(x11983,x11982))
% 23.26/23.34 [1230]~P16(x12301,f119(x12302,x12303))+P16(x12301,f3(x12302,x12303))
% 23.26/23.34 [1237]~P31(x12371,x12372,x12373)+P30(f5(x12371),x12372)
% 23.26/23.34 [1238]~P31(x12381,x12383,x12382)+P30(f275(x12381),x12382)
% 23.26/23.34 [1274]P32(x12741,x12742,x12743)+~P30(x12741,f3(x12742,x12743))
% 23.26/23.34 [1290]~P32(x12901,x12902,x12903)+P30(x12901,f3(x12902,x12903))
% 23.26/23.34 [1338]~P32(x13383,x13381,x13382)+E(f279(x13381,x13382,x13383),f5(x13383))
% 23.26/23.34 [1339]~P32(x13393,x13391,x13392)+E(f286(x13391,x13392,x13393),f275(x13393))
% 23.26/23.34 [1400]~P16(x14003,f119(x14001,x14002))+P16(f128(x14001,x14002,x14003),x14001)
% 23.26/23.34 [1434]~P32(x14343,x14341,x14342)+P6(f279(x14341,x14342,x14343),f270(x14341))
% 23.26/23.34 [1435]~P32(x14353,x14351,x14352)+P6(f286(x14351,x14352,x14353),f270(x14352))
% 23.26/23.34 [1190]~P23(x11902)+E(f285(x11901,f278(x11902,x11903)),f278(f285(x11901,x11902),x11903))
% 23.26/23.34 [1267]P23(x12671)+~E(f189(x12671),f291(f291(x12672,x12673),f291(x12672,x12672)))
% 23.26/23.34 [1273]P23(x12731)+~P6(x12731,f270(f3(x12732,x12733)))
% 23.26/23.34 [1288]~P23(x12881)+P30(f267(f281(x12881,x12882),x12883),f267(x12881,x12883))
% 23.26/23.34 [1371]~P31(x13711,x13712,x13713)+P6(x13711,f270(f3(x13712,x13713)))
% 23.26/23.34 [1384]~P10(x13841,x13842)+~P16(x13843,f284(x13841,f284(x13841,x13842)))
% 23.26/23.34 [1410]~P30(x14101,x14103)+P30(f284(x14101,f284(x14101,x14102)),f284(x14103,f284(x14103,x14102)))
% 23.26/23.34 [1618]~P16(x16183,f119(x16181,x16182))+E(f291(f128(x16181,x16182,x16183),f128(x16181,x16182,x16183)),f129(x16181,x16182,x16183))
% 23.26/23.34 [1823]~P16(x18233,f119(x18231,x18232))+E(f291(f291(f128(x18231,x18232,x18233),f129(x18231,x18232,x18233)),f291(f128(x18231,x18232,x18233),f128(x18231,x18232,x18233))),x18233)
% 23.26/23.34 [1423]E(x14231,x14232)+~E(f291(f291(x14233,x14231),f291(x14233,x14233)),f291(f291(x14234,x14232),f291(x14234,x14234)))
% 23.26/23.34 [1424]E(x14241,x14242)+~E(f291(f291(x14241,x14243),f291(x14241,x14241)),f291(f291(x14242,x14244),f291(x14242,x14242)))
% 23.26/23.34 [1569]P16(x15691,x15692)+~P16(f291(f291(x15693,x15691),f291(x15693,x15693)),f3(x15694,x15692))
% 23.26/23.34 [1571]P16(x15711,x15712)+~P16(f291(f291(x15711,x15713),f291(x15711,x15711)),f3(x15712,x15714))
% 23.26/23.34 [835]~P2(x8351)+~P3(x8351)+P1(x8351)
% 23.26/23.34 [838]~P1(x8381)+~P4(x8381)+P15(x8381)
% 23.26/23.34 [839]~P23(x8391)+~P36(x8391)+P5(x8391)
% 23.26/23.34 [840]~P23(x8401)+~P36(x8401)+P9(x8401)
% 23.26/23.34 [841]~P23(x8411)+~P36(x8411)+P29(x8411)
% 23.26/23.34 [842]~P23(x8421)+~P36(x8421)+P35(x8421)
% 23.26/23.34 [843]~P23(x8431)+~P36(x8431)+P24(x8431)
% 23.26/23.34 [810]~P23(x8101)+E(x8101,a1)+~E(f5(x8101),a1)
% 23.26/23.34 [811]~P23(x8111)+E(x8111,a1)+~E(f275(x8111),a1)
% 23.26/23.34 [831]~P23(x8311)+~E(f275(x8311),a1)+E(f5(x8311),a1)
% 23.26/23.34 [832]~P23(x8321)+~E(f5(x8321),a1)+E(f275(x8321),a1)
% 23.26/23.34 [833]~P23(x8331)+P35(x8331)+~E(f187(x8331),a1)
% 23.26/23.34 [844]P4(x8441)+P14(f165(x8441))+E(f164(x8441),a1)
% 23.26/23.34 [845]P4(x8451)+P23(f165(x8451))+E(f164(x8451),a1)
% 23.26/23.34 [854]~P1(x8541)+P7(x8541)+P1(f166(x8541))
% 23.26/23.34 [855]~P1(x8551)+P7(x8551)+P1(f172(x8551))
% 23.26/23.34 [858]~P23(x8581)+P5(x8581)+~E(f259(x8581),f260(x8581))
% 23.26/23.34 [859]~P23(x8591)+P9(x8591)+~E(f7(x8591),f8(x8591))
% 23.26/23.34 [860]~P14(x8601)+~P23(x8601)+P14(f266(x8601))
% 23.26/23.34 [861]~P14(x8611)+~P23(x8611)+P23(f266(x8611))
% 23.26/23.34 [871]~P23(x8711)+P4(x8711)+~P4(f5(x8711))
% 23.26/23.34 [872]~P23(x8721)+P4(x8721)+~P4(f275(x8721))
% 23.26/23.34 [888]~P1(x8881)+P7(x8881)+P16(f166(x8881),x8881)
% 23.26/23.34 [899]~P23(x8991)+~P5(x8991)+P17(x8991,f277(x8991))
% 23.26/23.34 [900]~P23(x9001)+~P9(x9001)+P18(x9001,f277(x9001))
% 23.26/23.34 [901]~P23(x9011)+~P29(x9011)+P19(x9011,f277(x9011))
% 23.26/23.34 [902]~P23(x9021)+~P24(x9021)+P20(x9021,f277(x9021))
% 23.26/23.34 [903]~P23(x9031)+~P35(x9031)+P21(x9031,f277(x9031))
% 23.26/23.34 [904]~P23(x9041)+~P36(x9041)+P34(x9041,f277(x9041))
% 23.26/23.34 [905]P4(x9051)+P16(f164(x9051),x9051)+P14(f165(x9051))
% 23.26/23.34 [906]P4(x9061)+P16(f164(x9061),x9061)+P23(f165(x9061))
% 23.26/23.34 [932]~P23(x9321)+P9(x9321)+P16(f8(x9321),f277(x9321))
% 23.26/23.34 [933]~P23(x9331)+P9(x9331)+P16(f7(x9331),f277(x9331))
% 23.26/23.34 [934]~P23(x9341)+P35(x9341)+P30(f187(x9341),f277(x9341))
% 23.26/23.34 [935]~P23(x9351)+P24(x9351)+P16(f261(x9351),f277(x9351))
% 23.26/23.34 [959]~P23(x9591)+P5(x9591)+~P17(x9591,f277(x9591))
% 23.26/23.34 [960]~P23(x9601)+P9(x9601)+~P18(x9601,f277(x9601))
% 23.26/23.34 [961]~P23(x9611)+P29(x9611)+~P19(x9611,f277(x9611))
% 23.26/23.34 [962]~P23(x9621)+P35(x9621)+~P21(x9621,f277(x9621))
% 23.26/23.34 [963]~P23(x9631)+P36(x9631)+~P34(x9631,f277(x9631))
% 23.26/23.34 [964]~P23(x9641)+P24(x9641)+~P20(x9641,f277(x9641))
% 23.26/23.34 [965]P16(f135(x9651),x9651)+~E(f136(x9651),f137(x9651))+P14(f134(x9651))
% 23.26/23.34 [966]P16(f135(x9661),x9661)+~E(f136(x9661),f137(x9661))+P23(f134(x9661))
% 23.26/23.34 [1025]P16(f138(x10251),x10251)+P16(f135(x10251),x10251)+P14(f134(x10251))
% 23.26/23.34 [1026]P16(f138(x10261),x10261)+P16(f135(x10261),x10261)+P23(f134(x10261))
% 23.26/23.34 [1038]P1(x10381)+~P30(f167(x10381),x10381)+~P1(f167(x10381))
% 23.26/23.34 [846]P4(x8461)+E(f5(f165(x8461)),x8461)+E(f164(x8461),a1)
% 23.26/23.34 [909]P4(x9091)+P16(f164(x9091),x9091)+E(f5(f165(x9091)),x9091)
% 23.26/23.34 [993]P16(f135(x9931),x9931)+~E(f136(x9931),f137(x9931))+E(f5(f134(x9931)),x9931)
% 23.26/23.34 [1029]P16(f138(x10291),x10291)+P16(f135(x10291),x10291)+E(f5(f134(x10291)),x10291)
% 23.26/23.34 [1074]P16(f135(x10741),x10741)+P14(f134(x10741))+E(f291(f138(x10741),f138(x10741)),f137(x10741))
% 23.26/23.34 [1075]P16(f135(x10751),x10751)+P23(f134(x10751))+E(f291(f138(x10751),f138(x10751)),f137(x10751))
% 23.26/23.34 [1076]P16(f135(x10761),x10761)+P14(f134(x10761))+E(f291(f138(x10761),f138(x10761)),f136(x10761))
% 23.26/23.34 [1077]P16(f135(x10771),x10771)+P23(f134(x10771))+E(f291(f138(x10771),f138(x10771)),f136(x10771))
% 23.26/23.34 [1089]P16(f135(x10891),x10891)+E(f291(f138(x10891),f138(x10891)),f137(x10891))+E(f5(f134(x10891)),x10891)
% 23.26/23.34 [1090]P16(f135(x10901),x10901)+E(f291(f138(x10901),f138(x10901)),f136(x10901))+E(f5(f134(x10901)),x10901)
% 23.26/23.34 [1165]P7(x11651)+~P1(x11651)+E(f287(f172(x11651),f291(f172(x11651),f172(x11651))),x11651)
% 23.26/23.34 [1499]~P23(x14991)+E(x14991,a1)+P16(f291(f291(f180(x14991),f181(x14991)),f291(f180(x14991),f180(x14991))),x14991)
% 23.26/23.34 [1504]~P1(x15041)+P7(x15041)+~P16(f287(f166(x15041),f291(f166(x15041),f166(x15041))),x15041)
% 23.26/23.34 [1505]~P23(x15051)+P5(x15051)+P16(f291(f291(f260(x15051),f259(x15051)),f291(f260(x15051),f260(x15051))),x15051)
% 23.26/23.34 [1506]~P23(x15061)+P5(x15061)+P16(f291(f291(f259(x15061),f260(x15061)),f291(f259(x15061),f259(x15061))),x15061)
% 23.26/23.34 [1507]~P23(x15071)+P29(x15071)+P16(f291(f291(f263(x15071),f264(x15071)),f291(f263(x15071),f263(x15071))),x15071)
% 23.26/23.34 [1508]~P23(x15081)+P29(x15081)+P16(f291(f291(f264(x15081),f265(x15081)),f291(f264(x15081),f264(x15081))),x15081)
% 23.26/23.34 [1639]~P23(x16391)+P9(x16391)+~P16(f291(f291(f8(x16391),f7(x16391)),f291(f8(x16391),f8(x16391))),x16391)
% 23.26/23.34 [1640]~P23(x16401)+P9(x16401)+~P16(f291(f291(f7(x16401),f8(x16401)),f291(f7(x16401),f7(x16401))),x16401)
% 23.26/23.34 [1641]~P23(x16411)+P29(x16411)+~P16(f291(f291(f263(x16411),f265(x16411)),f291(f263(x16411),f263(x16411))),x16411)
% 23.26/23.34 [1642]~P23(x16421)+P24(x16421)+~P16(f291(f291(f261(x16421),f261(x16421)),f291(f261(x16421),f261(x16421))),x16421)
% 23.26/23.34 [812]~P4(x8122)+~P4(x8121)+E(x8121,x8122)
% 23.26/23.34 [873]~P4(x8732)+~P4(x8731)+P6(x8731,x8732)
% 23.26/23.34 [874]~P1(x8741)+P27(x8741,x8741)+~P1(x8742)
% 23.26/23.34 [889]~P16(x8891,x8892)+P1(x8891)+~P1(x8892)
% 23.26/23.34 [890]~P6(x8901,x8902)+P1(x8901)+~P1(x8902)
% 23.26/23.34 [891]~P6(x8911,x8912)+P2(x8911)+~P1(x8912)
% 23.26/23.34 [892]~P6(x8921,x8922)+P3(x8921)+~P1(x8922)
% 23.26/23.34 [893]~P6(x8931,x8932)+P4(x8931)+~P4(x8932)
% 23.26/23.34 [894]~P11(x8941,x8942)+P5(x8941)+~P5(x8942)
% 23.26/23.34 [895]~P11(x8951,x8952)+P9(x8951)+~P9(x8952)
% 23.26/23.34 [896]~P11(x8961,x8962)+P29(x8961)+~P29(x8962)
% 23.26/23.34 [897]~P11(x8971,x8972)+P35(x8971)+~P35(x8972)
% 23.26/23.34 [898]~P11(x8981,x8982)+P24(x8981)+~P24(x8982)
% 23.26/23.34 [936]P26(x9361,x9362)+~P30(x9361,x9362)+E(x9361,x9362)
% 23.26/23.34 [946]~P6(x9462,x9461)+P4(x9461)+P16(x9462,x9461)
% 23.26/23.34 [968]~P2(x9682)+~P16(x9681,x9682)+P30(x9681,x9682)
% 23.26/23.34 [969]~P23(x9691)+~P34(x9691,x9692)+P17(x9691,x9692)
% 23.26/23.34 [970]~P23(x9701)+~P34(x9701,x9702)+P18(x9701,x9702)
% 23.26/23.34 [971]~P23(x9711)+~P34(x9711,x9712)+P19(x9711,x9712)
% 23.26/23.34 [972]~P23(x9721)+~P34(x9721,x9722)+P20(x9721,x9722)
% 23.26/23.34 [973]~P23(x9731)+~P34(x9731,x9732)+P21(x9731,x9732)
% 23.26/23.34 [1011]~P30(x10112,x10111)+~P30(x10111,x10112)+E(x10111,x10112)
% 23.26/23.34 [795]~E(x7952,a1)+~E(x7951,a1)+E(x7951,f288(x7952))
% 23.26/23.34 [806]~E(x8061,f288(x8062))+E(x8061,a1)+~E(x8062,a1)
% 23.26/23.34 [847]~P23(x8471)+~E(x8471,f269(x8472))+E(f277(x8471),x8472)
% 23.26/23.34 [926]P1(x9261)+~P16(x9261,f110(x9262))+E(a49,a108)
% 23.26/23.34 [927]P1(x9271)+~P16(x9271,f110(x9272))+E(a111,a49)
% 23.26/23.34 [930]P1(x9301)+~P16(x9301,f110(x9302))+~E(a111,a108)
% 23.26/23.34 [937]P1(x9371)+~P16(x9371,f110(x9372))+P1(a108)
% 23.26/23.34 [938]P1(x9381)+~P16(x9381,f110(x9382))+P1(a111)
% 23.26/23.34 [939]~P16(x9392,x9391)+~P1(x9392)+P1(f50(x9391))
% 23.26/23.34 [958]P12(x9581)+~P12(x9582)+~P6(x9581,f270(x9582))
% 23.26/23.34 [967]~P23(x9671)+P21(x9671,x9672)+~E(f217(x9671,x9672),a1)
% 23.26/23.34 [974]~P4(x9742)+~P23(x9741)+P4(f274(x9741,x9742))
% 23.26/23.34 [975]~P4(x9751)+~P23(x9752)+P4(f274(x9751,x9752))
% 23.26/23.34 [976]~P14(x9761)+~P23(x9761)+P14(f278(x9761,x9762))
% 23.26/23.34 [977]~P14(x9772)+~P23(x9772)+P14(f285(x9771,x9772))
% 23.26/23.34 [978]~P23(x9782)+~P23(x9781)+P23(f287(x9781,x9782))
% 23.26/23.34 [982]~P23(x9822)+~P23(x9821)+P23(f284(x9821,x9822))
% 23.26/23.34 [983]~P4(x9832)+~P23(x9831)+P23(f274(x9831,x9832))
% 23.26/23.34 [984]~P4(x9841)+~P23(x9842)+P23(f274(x9841,x9842))
% 23.26/23.34 [985]~P23(x9852)+~P23(x9851)+P23(f274(x9851,x9852))
% 23.26/23.34 [986]~P23(x9861)+~P5(x9861)+P5(f281(x9861,x9862))
% 23.26/23.34 [987]~P23(x9871)+~P9(x9871)+P9(f281(x9871,x9872))
% 23.26/23.34 [988]~P23(x9881)+~P29(x9881)+P29(f281(x9881,x9882))
% 23.26/23.34 [989]~P23(x9891)+~P35(x9891)+P35(f281(x9891,x9892))
% 23.26/23.34 [990]~P23(x9901)+~P36(x9901)+P36(f281(x9901,x9902))
% 23.26/23.34 [991]~P23(x9911)+~P24(x9911)+P24(f281(x9911,x9912))
% 23.26/23.34 [992]~P23(x9921)+~P28(x9921)+P28(f278(x9921,x9922))
% 23.26/23.34 [1012]E(a49,a108)+~P16(x10122,f110(x10121))+E(f112(x10121,x10122),x10122)
% 23.26/23.34 [1013]E(a111,a49)+~P16(x10132,f110(x10131))+E(f112(x10131,x10132),x10132)
% 23.26/23.34 [1014]~P16(x10142,f110(x10141))+E(f112(x10141,x10142),x10142)+~E(a111,a108)
% 23.26/23.34 [1017]~P1(x10171)+~P16(x10171,x10172)+P16(x10171,f130(x10172))
% 23.26/23.34 [1018]~P16(x10182,x10181)+~P1(x10182)+P16(f50(x10181),x10181)
% 23.26/23.34 [1019]~P16(x10192,f110(x10191))+E(f112(x10191,x10192),x10192)+P1(a108)
% 23.26/23.34 [1020]~P16(x10202,f110(x10201))+E(f112(x10201,x10202),x10202)+P1(a111)
% 23.26/23.34 [1050]P4(x10501)+P4(x10502)+~P4(f3(x10502,x10501))
% 23.26/23.34 [1061]~P23(x10611)+~P34(x10611,x10612)+P36(f281(x10611,x10612))
% 23.26/23.34 [1079]~P23(x10791)+P17(x10791,x10792)+P16(f223(x10791,x10792),x10792)
% 23.26/23.34 [1080]~P23(x10801)+P17(x10801,x10802)+P16(f229(x10801,x10802),x10802)
% 23.26/23.34 [1081]~P23(x10811)+P18(x10811,x10812)+P16(f233(x10811,x10812),x10812)
% 23.26/23.34 [1082]~P23(x10821)+P18(x10821,x10822)+P16(f242(x10821,x10822),x10822)
% 23.26/23.34 [1083]~P23(x10831)+P19(x10831,x10832)+P16(f249(x10831,x10832),x10832)
% 23.26/23.34 [1084]~P23(x10841)+P19(x10841,x10842)+P16(f254(x10841,x10842),x10842)
% 23.26/23.34 [1085]~P23(x10851)+P19(x10851,x10852)+P16(f255(x10851,x10852),x10852)
% 23.26/23.34 [1086]~P23(x10861)+P20(x10861,x10862)+P16(f191(x10861,x10862),x10862)
% 23.26/23.34 [1087]~P23(x10871)+P21(x10871,x10872)+P30(f217(x10871,x10872),x10872)
% 23.26/23.34 [1105]~P23(x11051)+P17(x11051,x11052)+~E(f229(x11051,x11052),f223(x11051,x11052))
% 23.26/23.34 [1106]~P23(x11061)+P18(x11061,x11062)+~E(f242(x11061,x11062),f233(x11061,x11062))
% 23.26/23.34 [1124]E(f193(x11242,x11241),x11242)+P16(f193(x11242,x11241),x11241)+E(x11241,f291(x11242,x11242))
% 23.26/23.34 [1128]E(a49,a108)+~P16(x11282,f110(x11281))+P16(f112(x11281,x11282),x11281)
% 23.26/23.34 [1129]E(a111,a49)+~P16(x11292,f110(x11291))+P16(f112(x11291,x11292),x11291)
% 23.26/23.34 [1130]P16(x11301,f153(x11302))+P8(x11301,f153(x11302))+~P30(x11301,f153(x11302))
% 23.26/23.34 [1131]P16(x11311,f163(x11312))+P8(x11311,f163(x11312))+~P30(x11311,f163(x11312))
% 23.26/23.34 [1132]~E(a111,a108)+~P16(x11322,f110(x11321))+P16(f112(x11321,x11322),x11321)
% 23.26/23.34 [1140]~P16(x11402,f110(x11401))+P16(f112(x11401,x11402),x11401)+P1(a108)
% 23.26/23.34 [1141]~P16(x11412,f110(x11411))+P16(f112(x11411,x11412),x11411)+P1(a111)
% 23.26/23.34 [1156]E(x11561,f291(x11562,x11562))+~P30(x11561,f291(x11562,x11562))+E(x11561,a1)
% 23.26/23.34 [1164]E(x11641,x11642)+P16(f168(x11641,x11642),x11642)+P16(f168(x11641,x11642),x11641)
% 23.26/23.34 [1182]~E(f52(x11821),f53(x11821))+~P16(x11822,f51(x11821))+P16(f83(x11821,x11822),x11821)
% 23.26/23.34 [1183]P16(f201(x11832,x11831),x11831)+P30(f201(x11832,x11831),x11832)+E(x11831,f270(x11832))
% 23.26/23.34 [1184]P16(f230(x11842,x11841),x11841)+P16(f232(x11842,x11841),x11842)+E(x11841,f283(x11842))
% 23.26/23.34 [1210]~P16(x12102,f51(x12101))+P16(f54(x12101),x12101)+P16(f83(x12101,x12102),x12101)
% 23.26/23.34 [1227]~E(f193(x12272,x12271),x12272)+~P16(f193(x12272,x12271),x12271)+E(x12271,f291(x12272,x12272))
% 23.26/23.34 [1260]P16(f230(x12602,x12601),x12601)+P16(f230(x12602,x12601),f232(x12602,x12601))+E(x12601,f283(x12602))
% 23.26/23.34 [1298]E(x12981,x12982)+~P16(f168(x12981,x12982),x12982)+~P16(f168(x12981,x12982),x12981)
% 23.26/23.34 [1309]~P16(f201(x13092,x13091),x13091)+~P30(f201(x13092,x13091),x13092)+E(x13091,f270(x13092))
% 23.26/23.34 [1069]~P23(x10691)+~P34(x10691,x10692)+E(f277(f281(x10691,x10692)),x10692)
% 23.26/23.34 [1104]~P23(x11042)+~P23(x11041)+E(f275(f274(x11041,x11042)),f280(x11042,f275(x11041)))
% 23.26/23.34 [1107]~E(f136(x11071),f137(x11071))+~E(x11072,f291(f135(x11071),f135(x11071)))+P14(f134(x11071))
% 23.26/23.34 [1108]~E(f136(x11081),f137(x11081))+~E(x11082,f291(f135(x11081),f135(x11081)))+P23(f134(x11081))
% 23.26/23.34 [1109]~E(f136(x11091),f137(x11091))+E(f5(f134(x11091)),x11091)+~E(x11092,f291(f135(x11091),f135(x11091)))
% 23.26/23.34 [1133]P16(f138(x11331),x11331)+~E(x11332,f291(f135(x11331),f135(x11331)))+P14(f134(x11331))
% 23.26/23.34 [1134]P16(f138(x11341),x11341)+~E(x11342,f291(f135(x11341),f135(x11341)))+P23(f134(x11341))
% 23.26/23.34 [1135]P16(f138(x11351),x11351)+E(f5(f134(x11351)),x11351)+~E(x11352,f291(f135(x11351),f135(x11351)))
% 23.26/23.34 [1142]E(x11421,a1)+~P6(x11421,f270(f270(x11422)))+~E(f4(x11422,x11421),a1)
% 23.26/23.34 [1168]P14(f134(x11681))+E(f291(f138(x11681),f138(x11681)),f137(x11681))+~E(x11682,f291(f135(x11681),f135(x11681)))
% 23.26/23.34 [1169]P23(f134(x11691))+E(f291(f138(x11691),f138(x11691)),f137(x11691))+~E(x11692,f291(f135(x11691),f135(x11691)))
% 23.26/23.34 [1170]P14(f134(x11701))+E(f291(f138(x11701),f138(x11701)),f136(x11701))+~E(x11702,f291(f135(x11701),f135(x11701)))
% 23.26/23.34 [1171]P23(f134(x11711))+E(f291(f138(x11711),f138(x11711)),f136(x11711))+~E(x11712,f291(f135(x11711),f135(x11711)))
% 23.26/23.34 [1173]E(f291(f138(x11731),f138(x11731)),f137(x11731))+E(f5(f134(x11731)),x11731)+~E(x11732,f291(f135(x11731),f135(x11731)))
% 23.26/23.34 [1174]E(f291(f138(x11741),f138(x11741)),f136(x11741))+E(f5(f134(x11741)),x11741)+~E(x11742,f291(f135(x11741),f135(x11741)))
% 23.26/23.34 [1207]~P23(x12072)+~P23(x12071)+P30(f5(f274(x12071,x12072)),f5(x12071))
% 23.26/23.34 [1208]~P23(x12082)+~P23(x12081)+P30(f275(f274(x12081,x12082)),f275(x12082))
% 23.26/23.34 [1216]~P23(x12162)+~P23(x12161)+P23(f284(x12161,f284(x12161,x12162)))
% 23.26/23.34 [1228]~P16(x12282,f51(x12281))+P16(f83(x12281,x12282),x12281)+E(f291(f54(x12281),f54(x12281)),f53(x12281))
% 23.26/23.34 [1229]~P16(x12292,f51(x12291))+P16(f83(x12291,x12292),x12291)+E(f291(f54(x12291),f54(x12291)),f52(x12291))
% 23.26/23.34 [1235]~P14(x12351)+~P23(x12351)+P30(f280(x12351,f282(x12351,x12352)),x12352)
% 23.26/23.34 [1261]~E(f52(x12611),f53(x12611))+~P16(x12612,f51(x12611))+E(f291(f83(x12611,x12612),f83(x12611,x12612)),x12612)
% 23.26/23.34 [1278]P16(f54(x12781),x12781)+~P16(x12782,f51(x12781))+E(f291(f83(x12781,x12782),f83(x12781,x12782)),x12782)
% 23.26/23.34 [1302]~P16(x13022,f51(x13021))+E(f291(f54(x13021),f54(x13021)),f53(x13021))+E(f291(f83(x13021,x13022),f83(x13021,x13022)),x13022)
% 23.26/23.34 [1303]~P16(x13032,f51(x13031))+E(f291(f54(x13031),f54(x13031)),f52(x13031))+E(f291(f83(x13031,x13032),f83(x13031,x13032)),x13032)
% 23.26/23.34 [1306]~P23(x13062)+~P30(x13061,f5(x13062))+P30(x13061,f282(x13062,f280(x13062,x13061)))
% 23.26/23.34 [1389]E(x13891,a1)+~P6(x13891,f270(f270(x13892)))+E(f290(x13892,x13892,f272(x13892,x13891)),f292(x13892,f4(x13892,x13891)))
% 23.26/23.34 [1390]E(x13901,a1)+~P6(x13901,f270(f270(x13902)))+E(f290(x13902,x13902,f292(x13902,x13901)),f272(x13902,f4(x13902,x13901)))
% 23.26/23.34 [1596]~P23(x15961)+~P16(x15962,x15961)+E(f291(f291(f161(x15961,x15962),f175(x15961,x15962)),f291(f161(x15961,x15962),f161(x15961,x15962))),x15962)
% 23.26/23.34 [1701]~P23(x17011)+P17(x17011,x17012)+P16(f291(f291(f223(x17011,x17012),f229(x17011,x17012)),f291(f223(x17011,x17012),f223(x17011,x17012))),x17011)
% 23.26/23.34 [1702]~P23(x17021)+P17(x17021,x17022)+P16(f291(f291(f229(x17021,x17022),f223(x17021,x17022)),f291(f229(x17021,x17022),f229(x17021,x17022))),x17021)
% 23.26/23.34 [1703]~P23(x17031)+P19(x17031,x17032)+P16(f291(f291(f249(x17031,x17032),f254(x17031,x17032)),f291(f249(x17031,x17032),f249(x17031,x17032))),x17031)
% 23.26/23.34 [1704]~P23(x17041)+P19(x17041,x17042)+P16(f291(f291(f254(x17041,x17042),f255(x17041,x17042)),f291(f254(x17041,x17042),f254(x17041,x17042))),x17041)
% 23.26/23.34 [1811]~P23(x18111)+P18(x18111,x18112)+~P16(f291(f291(f233(x18111,x18112),f242(x18111,x18112)),f291(f233(x18111,x18112),f233(x18111,x18112))),x18111)
% 23.26/23.34 [1812]~P23(x18121)+P18(x18121,x18122)+~P16(f291(f291(f242(x18121,x18122),f233(x18121,x18122)),f291(f242(x18121,x18122),f242(x18121,x18122))),x18121)
% 23.26/23.34 [1813]~P23(x18131)+P19(x18131,x18132)+~P16(f291(f291(f249(x18131,x18132),f255(x18131,x18132)),f291(f249(x18131,x18132),f249(x18131,x18132))),x18131)
% 23.26/23.34 [1814]~P23(x18141)+P20(x18141,x18142)+~P16(f291(f291(f191(x18141,x18142),f191(x18141,x18142)),f291(f191(x18141,x18142),f191(x18141,x18142))),x18141)
% 23.26/23.34 [1058]~P30(x10583,x10582)+P16(x10581,x10582)+~P16(x10581,x10583)
% 23.26/23.34 [1059]~P30(x10591,x10593)+P30(x10591,x10592)+~P30(x10593,x10592)
% 23.26/23.34 [1060]~P10(x10603,x10602)+P10(x10601,x10602)+~P30(x10601,x10603)
% 23.26/23.34 [1110]~P16(x11102,x11103)+~P16(x11101,x11102)+~P16(x11103,x11101)
% 23.26/23.34 [1111]~P10(x11113,x11112)+~P16(x11111,x11112)+~P16(x11111,x11113)
% 23.26/23.34 [997]~P30(x9971,x9973)+P16(x9971,x9972)+~E(x9972,f270(x9973))
% 23.26/23.34 [998]~P16(x9981,x9983)+P30(x9981,x9982)+~E(x9983,f270(x9982))
% 23.26/23.34 [1016]~P16(x10161,x10163)+E(x10161,x10162)+~E(x10163,f291(x10162,x10162))
% 23.26/23.34 [1088]~P4(x10881)+~P16(x10882,x10883)+~P6(x10883,f270(x10881))
% 23.26/23.34 [1115]P16(x11151,x11152)+~P16(x11151,x11153)+~P6(x11153,f270(x11152))
% 23.26/23.34 [1116]P6(x11161,x11162)+~P16(x11161,x11163)+~P6(x11163,f270(x11162))
% 23.26/23.34 [1136]~P30(x11361,x11363)+P16(x11361,f153(x11362))+~P16(x11363,f153(x11362))
% 23.26/23.34 [1137]~P30(x11371,x11373)+P16(x11371,f163(x11372))+~P16(x11373,f163(x11372))
% 23.26/23.34 [1175]~P23(x11752)+P16(x11751,x11752)+~P16(x11751,f281(x11752,x11753))
% 23.26/23.34 [1180]~P16(x11802,x11803)+~P16(x11801,x11803)+P30(f291(x11801,x11802),x11803)
% 23.26/23.34 [1181]~P30(x11812,x11813)+~P30(x11811,x11813)+P30(f287(x11811,x11812),x11813)
% 23.26/23.34 [1212]~P30(x12121,x12123)+~P16(x12123,f163(x12122))+P16(x12121,f192(x12122,x12123))
% 23.26/23.34 [1215]~P23(x12151)+~P30(x12152,x12153)+P30(f282(x12151,x12152),f282(x12151,x12153))
% 23.26/23.34 [1247]~P16(x12471,x12472)+~P16(x12473,x12472)+~P16(x12473,f173(x12471,x12472))
% 23.26/23.34 [1255]~P23(x12553)+~P16(x12551,f281(x12553,x12552))+P16(x12551,f3(x12552,x12552))
% 23.26/23.34 [1275]~P16(x12751,x12752)+~P16(x12751,f289(x12753,x12752))+~P6(x12752,f270(x12753))
% 23.26/23.34 [1289]~P1(x12892)+~P16(x12893,f141(x12891,x12892))+E(f140(x12891,x12892,x12893),x12893)
% 23.26/23.34 [1294]~P16(x12943,f87(x12941,x12942))+E(f84(x12941),f85(x12941))+E(f86(x12941,x12942,x12943),x12943)
% 23.26/23.34 [1295]~P16(x12953,f87(x12951,x12952))+E(f88(x12951),f84(x12951))+E(f86(x12951,x12952,x12953),x12953)
% 23.26/23.34 [1308]~E(f88(x13081),f85(x13081))+~P16(x13083,f87(x13081,x13082))+E(f86(x13081,x13082,x13083),x13083)
% 23.26/23.34 [1313]~P6(x13133,f270(x13131))+~P6(x13132,f270(x13131))+E(f290(x13131,x13132,x13133),f284(x13132,x13133))
% 23.26/23.34 [1326]P16(f89(x13261),x13261)+~P16(x13263,f87(x13261,x13262))+E(f86(x13261,x13262,x13263),x13263)
% 23.26/23.34 [1327]P16(f91(x13271),x13271)+~P16(x13273,f87(x13271,x13272))+E(f86(x13271,x13272,x13273),x13273)
% 23.26/23.34 [1354]~P16(x13541,x13543)+~E(x13543,f283(x13542))+P16(x13541,f231(x13542,x13543,x13541))
% 23.26/23.34 [1355]~P16(x13553,x13552)+~E(x13552,f283(x13551))+P16(f231(x13551,x13552,x13553),x13551)
% 23.26/23.34 [1398]~P1(x13982)+~P16(x13983,f141(x13981,x13982))+P1(f140(x13981,x13982,x13983))
% 23.26/23.34 [1406]~P1(x14062)+~P16(x14063,f141(x14061,x14062))+P16(f140(x14061,x14062,x14063),x14061)
% 23.26/23.34 [1407]~P23(x14073)+~P16(x14071,f280(x14073,x14072))+P16(f156(x14071,x14072,x14073),x14072)
% 23.26/23.34 [1408]~P23(x14083)+~P16(x14081,f282(x14083,x14082))+P16(f157(x14081,x14082,x14083),x14082)
% 23.26/23.34 [1409]~P6(x14093,f270(x14091))+~P6(x14092,f270(x14091))+P6(f290(x14091,x14092,x14093),f270(x14091))
% 23.26/23.34 [1411]~P16(x14113,f87(x14111,x14112))+E(f84(x14111),f85(x14111))+P16(f94(x14111,x14112,x14113),x14111)
% 23.26/23.34 [1412]~P16(x14123,f87(x14121,x14122))+E(f88(x14121),f84(x14121))+P16(f94(x14121,x14122,x14123),x14121)
% 23.26/23.34 [1416]~E(f88(x14161),f85(x14161))+~P16(x14163,f87(x14161,x14162))+P16(f94(x14161,x14162,x14163),x14161)
% 23.26/23.34 [1417]~P23(x14173)+~P16(x14171,f280(x14173,x14172))+P16(f156(x14171,x14172,x14173),f5(x14173))
% 23.26/23.34 [1418]~P23(x14183)+~P16(x14181,f282(x14183,x14182))+P16(f157(x14181,x14182,x14183),f275(x14183))
% 23.26/23.34 [1420]~P16(x14203,f87(x14201,x14202))+P16(f89(x14201),x14201)+P16(f94(x14201,x14202,x14203),x14201)
% 23.26/23.34 [1421]~P16(x14213,f87(x14211,x14212))+P16(f91(x14211),x14211)+P16(f94(x14211,x14212,x14213),x14211)
% 23.26/23.34 [1445]~P16(x14453,f87(x14451,x14452))+E(f84(x14451),f85(x14451))+P16(f86(x14451,x14452,x14453),f3(x14451,x14452))
% 23.26/23.34 [1446]~P16(x14463,f87(x14461,x14462))+E(f88(x14461),f84(x14461))+P16(f86(x14461,x14462,x14463),f3(x14461,x14462))
% 23.26/23.34 [1459]~E(f88(x14591),f85(x14591))+~P16(x14593,f87(x14591,x14592))+P16(f86(x14591,x14592,x14593),f3(x14591,x14592))
% 23.26/23.34 [1477]~P16(x14773,f87(x14771,x14772))+P16(f89(x14771),x14771)+P16(f86(x14771,x14772,x14773),f3(x14771,x14772))
% 23.26/23.34 [1478]~P16(x14783,f87(x14781,x14782))+P16(f91(x14781),x14781)+P16(f86(x14781,x14782,x14783),f3(x14781,x14782))
% 23.26/23.34 [1518]P16(f209(x15182,x15183,x15181),x15181)+P16(f213(x15182,x15183,x15181),x15182)+E(x15181,f3(x15182,x15183))
% 23.26/23.34 [1519]P16(f209(x15192,x15193,x15191),x15191)+P16(f214(x15192,x15193,x15191),x15193)+E(x15191,f3(x15192,x15193))
% 23.26/23.34 [1520]P16(f236(x15202,x15203,x15201),x15201)+P16(f236(x15202,x15203,x15201),x15202)+E(x15201,f284(x15202,x15203))
% 23.26/23.34 [1539]~P31(x15393,x15391,x15392)+P16(f158(x15392,x15391,x15393),x15391)+E(f279(x15391,x15392,x15393),x15391)
% 23.26/23.34 [1540]~P31(x15403,x15401,x15402)+P16(f159(x15401,x15402,x15403),x15402)+E(f286(x15401,x15402,x15403),x15402)
% 23.26/23.34 [1580]~E(f205(x15802,x15803,x15801),x15803)+~P16(f205(x15802,x15803,x15801),x15801)+E(x15801,f291(x15802,x15803))
% 23.26/23.34 [1581]~E(f205(x15812,x15813,x15811),x15812)+~P16(f205(x15812,x15813,x15811),x15811)+E(x15811,f291(x15812,x15813))
% 23.26/23.34 [1608]P16(f236(x16082,x16083,x16081),x16081)+~P16(f236(x16082,x16083,x16081),x16083)+E(x16081,f284(x16082,x16083))
% 23.26/23.34 [1645]~P16(f210(x16452,x16453,x16451),x16451)+~P16(f210(x16452,x16453,x16451),x16453)+E(x16451,f287(x16452,x16453))
% 23.26/23.34 [1646]~P16(f210(x16462,x16463,x16461),x16461)+~P16(f210(x16462,x16463,x16461),x16462)+E(x16461,f287(x16462,x16463))
% 23.26/23.34 [1300]~P30(x13002,x13003)+P16(x13001,x13002)+P30(x13002,f284(x13003,f291(x13001,x13001)))
% 23.26/23.34 [1319]P16(x13191,x13192)+~P23(x13193)+~P16(x13191,f5(f278(x13193,x13192)))
% 23.26/23.34 [1320]P16(x13201,x13202)+~P23(x13203)+~P16(x13201,f277(f281(x13203,x13202)))
% 23.26/23.34 [1321]P16(x13211,x13212)+~P23(x13213)+~P16(x13211,f275(f285(x13212,x13213)))
% 23.26/23.34 [1325]~P30(x13251,x13253)+~P30(x13251,x13252)+P30(x13251,f284(x13252,f284(x13252,x13253)))
% 23.26/23.34 [1332]~P23(x13322)+P16(x13321,f5(x13322))+~P16(x13321,f5(f278(x13322,x13323)))
% 23.26/23.34 [1333]~P23(x13332)+P16(x13331,f277(x13332))+~P16(x13331,f277(f281(x13332,x13333)))
% 23.26/23.34 [1334]~P23(x13342)+P16(x13341,f275(x13342))+~P16(x13341,f275(f285(x13343,x13342)))
% 23.26/23.34 [1349]~P16(x13493,f87(x13491,x13492))+E(f86(x13491,x13492,x13493),x13493)+E(f291(f89(x13491),f89(x13491)),f92(x13491))
% 23.26/23.34 [1350]~P16(x13503,f87(x13501,x13502))+E(f86(x13501,x13502,x13503),x13503)+E(f291(f91(x13501),f91(x13501)),f93(x13501))
% 23.26/23.34 [1376]~P1(x13762)+~P16(x13761,f141(x13763,x13762))+P16(x13761,f287(x13762,f291(x13762,x13762)))
% 23.26/23.34 [1439]~P16(x14393,f87(x14391,x14392))+P16(f94(x14391,x14392,x14393),x14391)+E(f291(f89(x14391),f89(x14391)),f92(x14391))
% 23.26/23.34 [1440]~P16(x14403,f87(x14401,x14402))+P16(f94(x14401,x14402,x14403),x14401)+E(f291(f91(x14401),f91(x14401)),f93(x14401))
% 23.26/23.34 [1491]~P16(x14913,f87(x14911,x14912))+P16(f86(x14911,x14912,x14913),f3(x14911,x14912))+E(f291(f89(x14911),f89(x14911)),f92(x14911))
% 23.26/23.34 [1492]~P16(x14923,f87(x14921,x14922))+P16(f86(x14921,x14922,x14923),f3(x14921,x14922))+E(f291(f91(x14921),f91(x14921)),f93(x14921))
% 23.26/23.34 [1509]~P23(x15092)+P16(x15091,f5(x15092))+~P16(f291(f291(x15091,x15093),f291(x15091,x15091)),x15092)
% 23.26/23.34 [1510]~P23(x15102)+P16(x15101,f277(x15102))+~P16(f291(f291(x15103,x15101),f291(x15103,x15103)),x15102)
% 23.26/23.34 [1511]~P23(x15112)+P16(x15111,f277(x15112))+~P16(f291(f291(x15111,x15113),f291(x15111,x15111)),x15112)
% 23.26/23.34 [1512]~P23(x15122)+P16(x15121,f275(x15122))+~P16(f291(f291(x15123,x15121),f291(x15123,x15123)),x15122)
% 23.26/23.34 [1541]P16(x15411,x15412)+~E(f37(x15412),f38(x15412))+~P16(f291(f291(x15411,x15413),f291(x15411,x15411)),f36(x15412))
% 23.26/23.34 [1542]E(x15421,f291(x15422,x15422))+~E(f37(x15423),f38(x15423))+~P16(f291(f291(x15422,x15421),f291(x15422,x15422)),f36(x15423))
% 23.26/23.34 [1553]P16(x15531,x15532)+P16(f39(x15532),x15532)+~P16(f291(f291(x15531,x15533),f291(x15531,x15531)),f36(x15532))
% 23.26/23.34 [1555]E(x15551,f291(x15552,x15552))+P16(f39(x15553),x15553)+~P16(f291(f291(x15552,x15551),f291(x15552,x15552)),f36(x15553))
% 23.26/23.34 [1566]P16(x15662,x15661)+E(f291(f39(x15661),f39(x15661)),f38(x15661))+~P16(f291(f291(x15662,x15663),f291(x15662,x15662)),f36(x15661))
% 23.26/23.34 [1567]P16(x15672,x15671)+E(f291(f39(x15671),f39(x15671)),f37(x15671))+~P16(f291(f291(x15672,x15673),f291(x15672,x15672)),f36(x15671))
% 23.26/23.34 [1572]E(x15721,f291(x15722,x15722))+~P16(f291(f291(x15722,x15721),f291(x15722,x15722)),f36(x15723))+E(f291(f39(x15723),f39(x15723)),f38(x15723))
% 23.26/23.34 [1573]E(x15731,f291(x15732,x15732))+~P16(f291(f291(x15732,x15731),f291(x15732,x15732)),f36(x15733))+E(f291(f39(x15733),f39(x15733)),f37(x15733))
% 23.26/23.34 [1574]P16(f224(x15742,x15743,x15741),x15741)+P16(f224(x15742,x15743,x15741),x15743)+E(x15741,f284(x15742,f284(x15742,x15743)))
% 23.26/23.34 [1575]P16(f224(x15752,x15753,x15751),x15751)+P16(f224(x15752,x15753,x15751),x15752)+E(x15751,f284(x15752,f284(x15752,x15753)))
% 23.26/23.34 [1619]~P16(x16193,f87(x16191,x16192))+E(f84(x16191),f85(x16191))+E(f291(f94(x16191,x16192,x16193),f94(x16191,x16192,x16193)),f95(x16191,x16192,x16193))
% 23.26/23.34 [1620]~P16(x16203,f87(x16201,x16202))+E(f88(x16201),f84(x16201))+E(f291(f94(x16201,x16202,x16203),f94(x16201,x16202,x16203)),f95(x16201,x16202,x16203))
% 23.26/23.34 [1621]~E(f88(x16211),f85(x16211))+~P16(x16213,f87(x16211,x16212))+E(f291(f94(x16211,x16212,x16213),f94(x16211,x16212,x16213)),f95(x16211,x16212,x16213))
% 23.26/23.34 [1627]P16(f89(x16271),x16271)+~P16(x16273,f87(x16271,x16272))+E(f291(f94(x16271,x16272,x16273),f94(x16271,x16272,x16273)),f95(x16271,x16272,x16273))
% 23.26/23.34 [1628]P16(f91(x16281),x16281)+~P16(x16283,f87(x16281,x16282))+E(f291(f94(x16281,x16282,x16283),f94(x16281,x16282,x16283)),f95(x16281,x16282,x16283))
% 23.26/23.34 [1631]~P16(x16313,f87(x16311,x16312))+E(f291(f89(x16311),f89(x16311)),f92(x16311))+E(f291(f94(x16311,x16312,x16313),f94(x16311,x16312,x16313)),f95(x16311,x16312,x16313))
% 23.26/23.34 [1632]~P16(x16323,f87(x16321,x16322))+E(f291(f91(x16321),f91(x16321)),f93(x16321))+E(f291(f94(x16321,x16322,x16323),f94(x16321,x16322,x16323)),f95(x16321,x16322,x16323))
% 23.26/23.34 [1734]~P23(x17343)+~P16(x17341,f282(x17343,x17342))+P16(f291(f291(x17341,f157(x17341,x17342,x17343)),f291(x17341,x17341)),x17343)
% 23.26/23.34 [1487]~P16(x14873,f87(x14871,x14872))+E(f86(x14871,x14872,x14873),x14873)+E(f291(f291(f89(x14871),f92(x14871)),f291(f89(x14871),f89(x14871))),f85(x14871))
% 23.26/23.34 [1488]~P16(x14883,f87(x14881,x14882))+E(f86(x14881,x14882,x14883),x14883)+E(f291(f291(f91(x14881),f93(x14881)),f291(f91(x14881),f91(x14881))),f88(x14881))
% 23.26/23.34 [1594]~P16(x15943,f87(x15941,x15942))+P16(f94(x15941,x15942,x15943),x15941)+E(f291(f291(f89(x15941),f92(x15941)),f291(f89(x15941),f89(x15941))),f85(x15941))
% 23.26/23.34 [1595]~P16(x15953,f87(x15951,x15952))+P16(f94(x15951,x15952,x15953),x15951)+E(f291(f291(f91(x15951),f93(x15951)),f291(f91(x15951),f91(x15951))),f88(x15951))
% 23.26/23.34 [1611]~P16(x16113,f87(x16111,x16112))+P16(f86(x16111,x16112,x16113),f3(x16111,x16112))+E(f291(f291(f89(x16111),f92(x16111)),f291(f89(x16111),f89(x16111))),f85(x16111))
% 23.26/23.34 [1612]~P16(x16123,f87(x16121,x16122))+P16(f86(x16121,x16122,x16123),f3(x16121,x16122))+E(f291(f291(f91(x16121),f93(x16121)),f291(f91(x16121),f91(x16121))),f88(x16121))
% 23.26/23.34 [1664]~P16(x16643,f87(x16641,x16642))+E(f291(f94(x16641,x16642,x16643),f94(x16641,x16642,x16643)),f95(x16641,x16642,x16643))+E(f291(f291(f89(x16641),f92(x16641)),f291(f89(x16641),f89(x16641))),f85(x16641))
% 23.26/23.34 [1665]~P16(x16653,f87(x16651,x16652))+E(f291(f94(x16651,x16652,x16653),f94(x16651,x16652,x16653)),f95(x16651,x16652,x16653))+E(f291(f291(f91(x16651),f93(x16651)),f291(f91(x16651),f91(x16651))),f88(x16651))
% 23.26/23.34 [1826]~P16(x18263,f87(x18261,x18262))+E(f84(x18261),f85(x18261))+E(f291(f291(f94(x18261,x18262,x18263),f95(x18261,x18262,x18263)),f291(f94(x18261,x18262,x18263),f94(x18261,x18262,x18263))),x18263)
% 23.26/23.34 [1827]~P16(x18273,f87(x18271,x18272))+E(f88(x18271),f84(x18271))+E(f291(f291(f94(x18271,x18272,x18273),f95(x18271,x18272,x18273)),f291(f94(x18271,x18272,x18273),f94(x18271,x18272,x18273))),x18273)
% 23.26/23.34 [1830]~E(f88(x18301),f85(x18301))+~P16(x18303,f87(x18301,x18302))+E(f291(f291(f94(x18301,x18302,x18303),f95(x18301,x18302,x18303)),f291(f94(x18301,x18302,x18303),f94(x18301,x18302,x18303))),x18303)
% 23.26/23.34 [1833]P16(f89(x18331),x18331)+~P16(x18333,f87(x18331,x18332))+E(f291(f291(f94(x18331,x18332,x18333),f95(x18331,x18332,x18333)),f291(f94(x18331,x18332,x18333),f94(x18331,x18332,x18333))),x18333)
% 23.26/23.34 [1834]P16(f91(x18341),x18341)+~P16(x18343,f87(x18341,x18342))+E(f291(f291(f94(x18341,x18342,x18343),f95(x18341,x18342,x18343)),f291(f94(x18341,x18342,x18343),f94(x18341,x18342,x18343))),x18343)
% 23.26/23.34 [1835]~P16(x18353,f87(x18351,x18352))+E(f291(f89(x18351),f89(x18351)),f92(x18351))+E(f291(f291(f94(x18351,x18352,x18353),f95(x18351,x18352,x18353)),f291(f94(x18351,x18352,x18353),f94(x18351,x18352,x18353))),x18353)
% 23.26/23.34 [1836]~P16(x18363,f87(x18361,x18362))+E(f291(f91(x18361),f91(x18361)),f93(x18361))+E(f291(f291(f94(x18361,x18362,x18363),f95(x18361,x18362,x18363)),f291(f94(x18361,x18362,x18363),f94(x18361,x18362,x18363))),x18363)
% 23.26/23.34 [1842]~P16(x18423,f87(x18421,x18422))+E(f291(f291(f89(x18421),f92(x18421)),f291(f89(x18421),f89(x18421))),f85(x18421))+E(f291(f291(f94(x18421,x18422,x18423),f95(x18421,x18422,x18423)),f291(f94(x18421,x18422,x18423),f94(x18421,x18422,x18423))),x18423)
% 23.26/23.34 [1843]~P16(x18433,f87(x18431,x18432))+E(f291(f291(f91(x18431),f93(x18431)),f291(f91(x18431),f91(x18431))),f88(x18431))+E(f291(f291(f94(x18431,x18432,x18433),f95(x18431,x18432,x18433)),f291(f94(x18431,x18432,x18433),f94(x18431,x18432,x18433))),x18433)
% 23.26/23.34 [1844]P16(f209(x18442,x18443,x18441),x18441)+E(x18441,f3(x18442,x18443))+E(f291(f291(f213(x18442,x18443,x18441),f214(x18442,x18443,x18441)),f291(f213(x18442,x18443,x18441),f213(x18442,x18443,x18441))),f209(x18442,x18443,x18441))
% 23.26/23.34 [1904]~P23(x19043)+~P16(x19041,f280(x19043,x19042))+P16(f291(f291(f156(x19041,x19042,x19043),x19041),f291(f156(x19041,x19042,x19043),f156(x19041,x19042,x19043))),x19043)
% 23.26/23.34 [1378]~P31(x13781,x13782,x13784)+P31(x13781,x13782,x13783)+~P30(x13784,x13783)
% 23.26/23.34 [948]P16(x9481,x9482)+~E(x9481,x9483)+~E(x9482,f291(x9484,x9483))
% 23.26/23.34 [949]P16(x9491,x9492)+~E(x9491,x9493)+~E(x9492,f291(x9493,x9494))
% 23.26/23.34 [1015]E(x10151,x10152)+E(x10151,x10153)+~E(f291(x10151,x10154),f291(x10153,x10152))
% 23.26/23.34 [1066]~P16(x10661,x10664)+P16(x10661,x10662)+~E(x10662,f287(x10663,x10664))
% 23.26/23.34 [1067]~P16(x10671,x10673)+P16(x10671,x10672)+~E(x10672,f287(x10673,x10674))
% 23.26/23.34 [1068]~P16(x10681,x10683)+P16(x10681,x10682)+~E(x10683,f284(x10682,x10684))
% 23.26/23.34 [1114]~P16(x11144,x11143)+~P16(x11144,x11141)+~E(x11141,f284(x11142,x11143))
% 23.26/23.34 [1259]~P30(x12592,x12594)+~P30(x12591,x12593)+P30(f3(x12591,x12592),f3(x12593,x12594))
% 23.26/23.34 [1391]P31(x13911,x13912,x13913)+~P31(x13911,x13912,x13914)+~P30(f275(x13911),x13913)
% 23.26/23.34 [1683]~P16(x16834,x16833)+~E(x16833,f3(x16831,x16832))+P16(f211(x16831,x16832,x16833,x16834),x16831)
% 23.26/23.34 [1684]~P16(x16844,x16843)+~E(x16843,f3(x16841,x16842))+P16(f212(x16841,x16842,x16843,x16844),x16842)
% 23.26/23.34 [1870]~E(f101(x18702,x18703,x18704,x18701),x18704)+~P16(f101(x18702,x18703,x18704,x18701),x18701)+E(x18701,f293(x18702,x18703,x18704))
% 23.26/23.34 [1871]~E(f101(x18712,x18713,x18714,x18711),x18713)+~P16(f101(x18712,x18713,x18714,x18711),x18711)+E(x18711,f293(x18712,x18713,x18714))
% 23.26/23.34 [1872]~E(f101(x18722,x18723,x18724,x18721),x18722)+~P16(f101(x18722,x18723,x18724,x18721),x18721)+E(x18721,f293(x18722,x18723,x18724))
% 23.26/23.34 [1225]~P16(x12251,x12253)+P16(x12251,x12252)+~E(x12253,f284(x12254,f284(x12254,x12252)))
% 23.26/23.34 [1315]~E(f148(x13152,x13151),x13151)+E(x13151,f271(x13152))+~E(x13152,f291(f291(x13153,x13154),f291(x13153,x13153)))
% 23.26/23.34 [1316]~E(f202(x13162,x13161),x13161)+E(x13161,f273(x13162))+~E(x13162,f291(f291(x13163,x13164),f291(x13163,x13163)))
% 23.26/23.34 [1442]~P16(x14422,x14424)+~P16(x14421,x14423)+P16(f291(f291(x14421,x14422),f291(x14421,x14421)),f3(x14423,x14424))
% 23.26/23.34 [1598]P16(x15981,x15982)+~P23(x15983)+~P16(f291(f291(x15981,x15984),f291(x15981,x15981)),f274(f154(x15982),x15983))
% 23.26/23.34 [1655]~P23(x16553)+P16(f291(f291(x16551,x16552),f291(x16551,x16551)),x16553)+~P16(f291(f291(x16551,x16552),f291(x16551,x16551)),f274(f154(x16554),x16553))
% 23.26/23.34 [1839]~P31(x18393,x18391,x18392)+E(f286(x18391,x18392,x18393),x18392)+~P16(f291(f291(x18394,f159(x18391,x18392,x18393)),f291(x18394,x18394)),x18393)
% 23.26/23.34 [1637]E(x16371,f271(x16372))+~E(x16372,f291(f291(x16373,x16374),f291(x16373,x16373)))+E(f291(f291(f148(x16372,x16371),f151(x16372,x16371)),f291(f148(x16372,x16371),f148(x16372,x16371))),x16372)
% 23.26/23.34 [1638]E(x16381,f273(x16382))+~E(x16382,f291(f291(x16383,x16384),f291(x16383,x16383)))+E(f291(f291(f203(x16382,x16381),f202(x16382,x16381)),f291(f203(x16382,x16381),f203(x16382,x16381))),x16382)
% 23.26/23.34 [1934]~P31(x19343,x19341,x19342)+E(f279(x19341,x19342,x19343),x19341)+~P16(f291(f291(f158(x19342,x19341,x19343),x19344),f291(f158(x19342,x19341,x19343),f158(x19342,x19341,x19343))),x19343)
% 23.26/23.34 [1997]~P16(x19974,x19973)+~E(x19973,f3(x19971,x19972))+E(f291(f291(f211(x19971,x19972,x19973,x19974),f212(x19971,x19972,x19973,x19974)),f291(f211(x19971,x19972,x19973,x19974),f211(x19971,x19972,x19973,x19974))),x19974)
% 23.26/23.34 [1231]P16(x12311,x12312)+~E(x12311,x12313)+~E(x12312,f293(x12314,x12315,x12313))
% 23.26/23.34 [1232]P16(x12321,x12322)+~E(x12321,x12323)+~E(x12322,f293(x12324,x12323,x12325))
% 23.26/23.34 [1233]P16(x12331,x12332)+~E(x12331,x12333)+~E(x12332,f293(x12333,x12334,x12335))
% 23.26/23.34 [868]~P4(x8681)+~P14(x8681)+~P23(x8681)+P22(x8681)
% 23.26/23.34 [875]~P14(x8751)+~P23(x8751)+~P22(x8751)+E(f266(x8751),f276(x8751))
% 23.26/23.34 [884]~P14(x8841)+~P23(x8841)+P22(x8841)+~E(f216(x8841),f248(x8841))
% 23.26/23.34 [885]~P14(x8851)+~P23(x8851)+~P22(x8851)+P14(f276(x8851))
% 23.26/23.34 [887]~P14(x8871)+~P23(x8871)+~P22(x8871)+P22(f266(x8871))
% 23.26/23.34 [999]~P14(x9991)+~P23(x9991)+P22(x9991)+P16(f216(x9991),f5(x9991))
% 23.26/23.34 [1000]~P14(x10001)+~P23(x10001)+P22(x10001)+P16(f248(x10001),f5(x10001))
% 23.26/23.34 [907]~P14(x9071)+~P23(x9071)+~P22(x9071)+E(f275(f266(x9071)),f5(x9071))
% 23.26/23.34 [908]~P14(x9081)+~P23(x9081)+~P22(x9081)+E(f5(f266(x9081)),f275(x9081))
% 23.26/23.34 [1057]P22(x10571)+~P14(x10571)+~P23(x10571)+E(f2(x10571,f216(x10571)),f2(x10571,f248(x10571)))
% 23.26/23.34 [956]P27(x9562,x9561)+~P1(x9561)+~P1(x9562)+P27(x9561,x9562)
% 23.26/23.34 [1022]~P1(x10222)+~P2(x10221)+~P26(x10221,x10222)+P16(x10221,x10222)
% 23.26/23.34 [1023]~P1(x10232)+~P1(x10231)+~P30(x10231,x10232)+P27(x10231,x10232)
% 23.26/23.34 [1024]~P1(x10242)+~P1(x10241)+~P27(x10241,x10242)+P30(x10241,x10242)
% 23.26/23.34 [870]~P14(x8701)+~P23(x8701)+~E(x8701,f154(x8702))+E(f5(x8701),x8702)
% 23.26/23.34 [1072]~P23(x10721)+P16(f190(x10722,x10721),x10722)+~E(f277(x10721),x10722)+E(x10721,f269(x10722))
% 23.26/23.34 [1073]~P23(x10731)+P16(f199(x10732,x10731),x10732)+~E(f277(x10731),x10732)+E(x10731,f269(x10732))
% 23.26/23.34 [1078]~P1(x10782)+~P30(x10781,x10782)+E(x10781,a1)+P1(f170(x10781,x10782))
% 23.26/23.34 [1095]~P23(x10952)+~P30(x10951,f275(x10952))+E(x10951,a1)+~E(f282(x10952,x10951),a1)
% 23.26/23.34 [1096]~P23(x10962)+~P23(x10961)+~P30(x10961,x10962)+P30(f5(x10961),f5(x10962))
% 23.26/23.34 [1097]~P23(x10972)+~P23(x10971)+~P30(x10971,x10972)+P30(f275(x10971),f275(x10972))
% 23.26/23.34 [1120]P4(x11201)+~P23(x11202)+E(f40(x11201,x11202),f41(x11201,x11202))+P14(f44(x11201,x11202))
% 23.26/23.34 [1121]P4(x11211)+~P23(x11212)+E(f40(x11211,x11212),f41(x11211,x11212))+P23(f44(x11211,x11212))
% 23.26/23.34 [1122]P4(x11221)+~P23(x11222)+E(f45(x11221,x11222),f40(x11221,x11222))+P14(f44(x11221,x11222))
% 23.26/23.34 [1123]P4(x11231)+~P23(x11232)+E(f45(x11231,x11232),f40(x11231,x11232))+P23(f44(x11231,x11232))
% 23.26/23.34 [1125]~P1(x11252)+~P30(x11251,x11252)+P16(f170(x11251,x11252),x11251)+E(x11251,a1)
% 23.26/23.34 [1143]~P23(x11432)+~P36(x11432)+~P13(x11431,f277(x11432))+P23(f262(x11431,x11432))
% 23.26/23.34 [1161]~P23(x11612)+P4(x11611)+P16(f40(x11611,x11612),x11611)+P14(f44(x11611,x11612))
% 23.26/23.34 [1163]~P23(x11632)+P4(x11631)+P16(f40(x11631,x11632),x11631)+P23(f44(x11631,x11632))
% 23.26/23.34 [1187]~P23(x11872)+P4(x11871)+~E(f42(x11871,x11872),f43(x11871,x11872))+P14(f44(x11871,x11872))
% 23.26/23.34 [1188]~P23(x11882)+P4(x11881)+~E(f42(x11881,x11882),f43(x11881,x11882))+P23(f44(x11881,x11882))
% 23.26/23.34 [1189]~P23(x11892)+~P36(x11892)+~P13(x11891,f277(x11892))+P34(f262(x11891,x11892),x11891)
% 23.26/23.34 [1243]~P23(x12432)+P4(x12431)+P16(f43(x12431,x12432),f41(x12431,x12432))+P14(f44(x12431,x12432))
% 23.26/23.34 [1244]~P23(x12442)+P4(x12441)+P16(f42(x12441,x12442),f45(x12441,x12442))+P14(f44(x12441,x12442))
% 23.26/23.34 [1245]~P23(x12452)+P4(x12451)+P16(f43(x12451,x12452),f41(x12451,x12452))+P23(f44(x12451,x12452))
% 23.26/23.34 [1246]~P23(x12462)+P4(x12461)+P16(f42(x12461,x12462),f45(x12461,x12462))+P23(f44(x12461,x12462))
% 23.26/23.34 [1250]P16(f196(x12501,x12502),x12501)+~P16(f194(x12501,x12502),x12502)+E(x12501,a1)+E(x12502,f288(x12501))
% 23.26/23.34 [1272]~P23(x12721)+P35(x12721)+~P10(f267(x12721,x12722),f187(x12721))+~P16(x12722,f187(x12721))
% 23.26/23.34 [1393]~P16(f194(x13931,x13932),x13932)+~P16(f194(x13931,x13932),f196(x13931,x13932))+E(x13931,a1)+E(x13932,f288(x13931))
% 23.26/23.34 [1150]~P23(x11501)+~P36(x11501)+~P30(x11502,f277(x11501))+E(f277(f281(x11501,x11502)),x11502)
% 23.26/23.34 [1172]P4(x11721)+~P16(x11722,x11721)+P16(f2(f165(x11721),x11722),x11722)+E(f164(x11721),a1)
% 23.26/23.34 [1186]~P1(x11861)+~P1(x11862)+~P7(x11861)+~E(x11861,f287(x11862,f291(x11862,x11862)))
% 23.26/23.34 [1194]~P14(x11941)+~P23(x11941)+~P30(x11942,f275(x11941))+E(f280(x11941,f282(x11941,x11942)),x11942)
% 23.26/23.34 [1202]~P23(x12022)+~P23(x12021)+~P30(f275(x12021),f5(x12022))+E(f5(f274(x12021,x12022)),f5(x12021))
% 23.26/23.34 [1203]~P23(x12031)+~P23(x12032)+~P30(f5(x12032),f275(x12031))+E(f275(f274(x12031,x12032)),f275(x12032))
% 23.26/23.34 [1204]~P16(x12042,x12041)+P16(f135(x12041),x12041)+~E(f136(x12041),f137(x12041))+E(f2(f134(x12041),x12042),f291(x12042,x12042))
% 23.26/23.34 [1221]~P16(x12212,x12211)+P16(f138(x12211),x12211)+P16(f135(x12211),x12211)+E(f2(f134(x12211),x12212),f291(x12212,x12212))
% 23.26/23.34 [1222]~P16(x12222,x12221)+P4(x12221)+P16(f164(x12221),x12221)+P16(f2(f165(x12221),x12222),x12222)
% 23.26/23.34 [1241]~P16(x12412,x12411)+P16(f135(x12411),x12411)+E(f291(f138(x12411),f138(x12411)),f137(x12411))+E(f2(f134(x12411),x12412),f291(x12412,x12412))
% 23.26/23.34 [1242]~P16(x12422,x12421)+P16(f135(x12421),x12421)+E(f291(f138(x12421),f138(x12421)),f136(x12421))+E(f2(f134(x12421),x12422),f291(x12422,x12422))
% 23.26/23.34 [1299]~P1(x12992)+~P1(x12991)+~P16(x12991,x12992)+P27(f287(x12991,f291(x12991,x12991)),x12992)
% 23.26/23.34 [1392]~P1(x13922)+~P1(x13921)+P16(x13921,x13922)+~P27(f287(x13921,f291(x13921,x13921)),x13922)
% 23.26/23.34 [1405]~P23(x14052)+~P24(x14052)+~P16(x14051,f277(x14052))+P16(f291(f291(x14051,x14051),f291(x14051,x14051)),x14052)
% 23.26/23.34 [1705]~P23(x17052)+~P23(x17051)+P30(x17051,x17052)+P16(f291(f291(f219(x17051,x17052),f220(x17051,x17052)),f291(f219(x17051,x17052),f219(x17051,x17052))),x17051)
% 23.26/23.34 [1708]~P23(x17081)+E(f122(x17082,x17081),f197(x17082,x17081))+E(x17081,f154(x17082))+P16(f291(f291(f122(x17082,x17081),f197(x17082,x17081)),f291(f122(x17082,x17081),f122(x17082,x17081))),x17081)
% 23.26/23.34 [1717]~P23(x17171)+P16(f122(x17172,x17171),x17172)+E(x17171,f154(x17172))+P16(f291(f291(f122(x17172,x17171),f197(x17172,x17171)),f291(f122(x17172,x17171),f122(x17172,x17171))),x17171)
% 23.26/23.34 [1718]~P23(x17182)+P16(f227(x17182,x17181),x17181)+E(x17181,f5(x17182))+P16(f291(f291(f227(x17182,x17181),f228(x17182,x17181)),f291(f227(x17182,x17181),f227(x17182,x17181))),x17182)
% 23.26/23.34 [1719]~P23(x17192)+P16(f239(x17192,x17191),x17191)+E(x17191,f275(x17192))+P16(f291(f291(f241(x17192,x17191),f239(x17192,x17191)),f291(f241(x17192,x17191),f241(x17192,x17191))),x17192)
% 23.26/23.34 [1816]~P23(x18162)+~P23(x18161)+P30(x18161,x18162)+~P16(f291(f291(f219(x18161,x18162),f220(x18161,x18162)),f291(f219(x18161,x18162),f219(x18161,x18162))),x18162)
% 23.26/23.34 [1157]~P16(x11573,x11572)+~E(f52(x11572),f53(x11572))+P16(x11571,f51(x11572))+~E(x11571,f291(x11573,x11573))
% 23.26/23.34 [1193]~P16(x11933,x11932)+P16(f54(x11932),x11932)+P16(x11931,f51(x11932))+~E(x11931,f291(x11933,x11933))
% 23.26/23.34 [1297]~P10(x12971,x12973)+~P6(x12973,f270(x12972))+~P6(x12971,f270(x12972))+P30(x12971,f289(x12972,x12973))
% 23.26/23.34 [1311]~P14(x13113)+~P23(x13113)+~P23(x13112)+P23(f55(x13111,x13112,x13113))
% 23.26/23.34 [1314]~P23(x13142)+~P16(x13141,x13142)+~P16(x13141,f3(x13143,x13143))+P16(x13141,f281(x13142,x13143))
% 23.26/23.34 [1337]P10(x13371,x13372)+~P30(x13371,f289(x13373,x13372))+~P6(x13372,f270(x13373))+~P6(x13371,f270(x13373))
% 23.26/23.34 [1340]P16(x13402,x13403)+P16(f195(x13401,x13403,x13402),x13401)+~E(x13403,f288(x13401))+E(x13401,a1)
% 23.26/23.34 [1356]~P1(x13562)+E(f113(x13561,x13562),f114(x13561,x13562))+~P16(x13563,f115(x13561,x13562))+E(f120(x13561,x13562,x13563),x13563)
% 23.26/23.34 [1357]~P1(x13572)+E(f116(x13571,x13572),f113(x13571,x13572))+~P16(x13573,f115(x13571,x13572))+E(f120(x13571,x13572,x13573),x13573)
% 23.26/23.34 [1358]~P1(x13582)+E(f117(x13581,x13582),f114(x13581,x13582))+~P16(x13583,f115(x13581,x13582))+E(f120(x13581,x13582,x13583),x13583)
% 23.26/23.34 [1359]~P1(x13592)+E(f118(x13591,x13592),f116(x13591,x13592))+~P16(x13593,f115(x13591,x13592))+E(f120(x13591,x13592,x13593),x13593)
% 23.26/23.34 [1360]~P1(x13602)+E(f113(x13601,x13602),f114(x13601,x13602))+~P16(x13603,f115(x13601,x13602))+E(f121(x13601,x13602,x13603),x13603)
% 23.26/23.34 [1361]~P1(x13612)+E(f116(x13611,x13612),f113(x13611,x13612))+~P16(x13613,f115(x13611,x13612))+E(f121(x13611,x13612,x13613),x13613)
% 23.26/23.34 [1362]~P1(x13622)+E(f117(x13621,x13622),f114(x13621,x13622))+~P16(x13623,f115(x13621,x13622))+E(f121(x13621,x13622,x13623),x13623)
% 23.26/23.34 [1363]~P1(x13632)+E(f118(x13631,x13632),f116(x13631,x13632))+~P16(x13633,f115(x13631,x13632))+E(f121(x13631,x13632,x13633),x13633)
% 23.26/23.34 [1364]~P16(x13643,x13642)+~P16(f230(x13642,x13641),x13643)+~P16(f230(x13642,x13641),x13641)+E(x13641,f283(x13642))
% 23.26/23.34 [1367]~P1(x13672)+~P16(x13673,f115(x13671,x13672))+E(f120(x13671,x13672,x13673),x13673)+P1(f117(x13671,x13672))
% 23.26/23.34 [1368]~P1(x13682)+~P16(x13683,f115(x13681,x13682))+E(f120(x13681,x13682,x13683),x13683)+P1(f118(x13681,x13682))
% 23.26/23.34 [1369]~P1(x13692)+~P16(x13693,f115(x13691,x13692))+E(f121(x13691,x13692,x13693),x13693)+P1(f117(x13691,x13692))
% 23.26/23.34 [1370]~P1(x13702)+~P16(x13703,f115(x13701,x13702))+E(f121(x13701,x13702,x13703),x13703)+P1(f118(x13701,x13702))
% 23.26/23.34 [1379]~P1(x13792)+P16(f117(x13791,x13792),x13791)+~P16(x13793,f115(x13791,x13792))+E(f120(x13791,x13792,x13793),x13793)
% 23.26/23.34 [1380]~P1(x13802)+P16(f118(x13801,x13802),x13801)+~P16(x13803,f115(x13801,x13802))+E(f120(x13801,x13802,x13803),x13803)
% 23.26/23.34 [1381]~P1(x13812)+P16(f117(x13811,x13812),x13811)+~P16(x13813,f115(x13811,x13812))+E(f121(x13811,x13812,x13813),x13813)
% 23.26/23.34 [1382]~P1(x13822)+P16(f118(x13821,x13822),x13821)+~P16(x13823,f115(x13821,x13822))+E(f121(x13821,x13822,x13823),x13823)
% 23.26/23.34 [1385]~P1(x13852)+~E(f116(x13851,x13852),f114(x13851,x13852))+~P16(x13853,f115(x13851,x13852))+E(f120(x13851,x13852,x13853),x13853)
% 23.26/23.34 [1386]~P1(x13862)+~E(f116(x13861,x13862),f114(x13861,x13862))+~P16(x13863,f115(x13861,x13862))+E(f121(x13861,x13862,x13863),x13863)
% 23.26/23.34 [1403]~P23(x14031)+P21(x14031,x14032)+~P10(f267(x14031,x14033),f217(x14031,x14032))+~P16(x14033,f217(x14031,x14032))
% 23.26/23.34 [1426]~P1(x14262)+~P16(x14263,f115(x14261,x14262))+E(f113(x14261,x14262),f114(x14261,x14262))+P1(f120(x14261,x14262,x14263))
% 23.26/23.34 [1427]~P1(x14272)+~P16(x14273,f115(x14271,x14272))+E(f116(x14271,x14272),f113(x14271,x14272))+P1(f120(x14271,x14272,x14273))
% 23.26/23.34 [1428]~P1(x14282)+~P16(x14283,f115(x14281,x14282))+E(f117(x14281,x14282),f114(x14281,x14282))+P1(f120(x14281,x14282,x14283))
% 23.26/23.34 [1429]~P1(x14292)+~P16(x14293,f115(x14291,x14292))+E(f118(x14291,x14292),f116(x14291,x14292))+P1(f120(x14291,x14292,x14293))
% 23.26/23.34 [1430]~P1(x14302)+~P16(x14303,f115(x14301,x14302))+P1(f117(x14301,x14302))+P1(f120(x14301,x14302,x14303))
% 23.26/23.34 [1431]~P1(x14312)+~P16(x14313,f115(x14311,x14312))+P1(f118(x14311,x14312))+P1(f120(x14311,x14312,x14313))
% 23.26/23.34 [1438]P16(x14382,x14383)+~E(x14383,f288(x14381))+~P16(x14382,f195(x14381,x14383,x14382))+E(x14381,a1)
% 23.26/23.34 [1447]~P1(x14472)+~P16(x14473,f115(x14471,x14472))+E(f113(x14471,x14472),f114(x14471,x14472))+P16(f120(x14471,x14472,x14473),x14471)
% 23.26/23.34 [1448]~P1(x14482)+~P16(x14483,f115(x14481,x14482))+E(f116(x14481,x14482),f113(x14481,x14482))+P16(f120(x14481,x14482,x14483),x14481)
% 23.26/23.34 [1449]~P1(x14492)+~P16(x14493,f115(x14491,x14492))+E(f117(x14491,x14492),f114(x14491,x14492))+P16(f120(x14491,x14492,x14493),x14491)
% 23.26/23.34 [1450]~P1(x14502)+~P16(x14503,f115(x14501,x14502))+E(f118(x14501,x14502),f116(x14501,x14502))+P16(f120(x14501,x14502,x14503),x14501)
% 23.26/23.34 [1453]~P1(x14532)+~P16(x14533,f115(x14531,x14532))+P16(f120(x14531,x14532,x14533),x14531)+P1(f117(x14531,x14532))
% 23.26/23.34 [1454]~P1(x14542)+~P16(x14543,f115(x14541,x14542))+P16(f120(x14541,x14542,x14543),x14541)+P1(f118(x14541,x14542))
% 23.26/23.34 [1455]~P1(x14552)+P16(f117(x14551,x14552),x14551)+~P16(x14553,f115(x14551,x14552))+P1(f120(x14551,x14552,x14553))
% 23.26/23.34 [1456]~P1(x14562)+P16(f118(x14561,x14562),x14561)+~P16(x14563,f115(x14561,x14562))+P1(f120(x14561,x14562,x14563))
% 23.26/23.34 [1467]~P1(x14672)+~E(f116(x14671,x14672),f114(x14671,x14672))+~P16(x14673,f115(x14671,x14672))+P1(f120(x14671,x14672,x14673))
% 23.26/23.34 [1472]~P31(x14723,x14722,x14721)+~P25(x14723,x14722,x14721)+E(f279(x14722,x14721,x14723),x14722)+E(x14721,a1)
% 23.26/23.34 [1473]~P31(x14732,x14733,x14731)+P25(x14732,x14733,x14731)+~E(f279(x14733,x14731,x14732),x14733)+E(x14731,a1)
% 23.26/23.34 [1474]~P31(x14743,x14741,x14742)+~P25(x14743,x14741,x14742)+~E(x14741,a1)+E(f279(x14741,x14742,x14743),x14741)
% 23.26/23.34 [1475]~P31(x14751,x14752,x14753)+P25(x14751,x14752,x14753)+~E(x14752,a1)+~E(f279(x14752,x14753,x14751),x14752)
% 23.26/23.34 [1476]~P23(x14762)+P16(f198(x14762,x14763,x14761),x14761)+~E(f198(x14762,x14763,x14761),x14763)+E(x14761,f267(x14762,x14763))
% 23.26/23.34 [1479]~P1(x14792)+~P16(x14793,f115(x14791,x14792))+P16(f117(x14791,x14792),x14791)+P16(f120(x14791,x14792,x14793),x14791)
% 23.26/23.34 [1480]~P1(x14802)+~P16(x14803,f115(x14801,x14802))+P16(f118(x14801,x14802),x14801)+P16(f120(x14801,x14802,x14803),x14801)
% 23.26/23.34 [1481]~P1(x14812)+~E(f116(x14811,x14812),f114(x14811,x14812))+~P16(x14813,f115(x14811,x14812))+P16(f120(x14811,x14812,x14813),x14811)
% 23.26/23.34 [1498]E(f205(x14982,x14983,x14981),x14983)+E(f205(x14982,x14983,x14981),x14982)+P16(f205(x14982,x14983,x14981),x14981)+E(x14981,f291(x14982,x14983))
% 23.26/23.34 [1543]~P23(x15432)+P16(f46(x15432,x15433,x15431),x15431)+P16(f60(x15432,x15433,x15431),x15433)+E(x15431,f280(x15432,x15433))
% 23.26/23.34 [1544]~P23(x15442)+P16(f65(x15442,x15443,x15441),x15441)+P16(f90(x15442,x15443,x15441),x15443)+E(x15441,f282(x15442,x15443))
% 23.26/23.34 [1635]P16(f210(x16352,x16353,x16351),x16351)+P16(f210(x16352,x16353,x16351),x16353)+P16(f210(x16352,x16353,x16351),x16352)+E(x16351,f287(x16352,x16353))
% 23.26/23.34 [1680]P16(f236(x16802,x16803,x16801),x16803)+~P16(f236(x16802,x16803,x16801),x16801)+~P16(f236(x16802,x16803,x16801),x16802)+E(x16801,f284(x16802,x16803))
% 23.26/23.34 [1205]~P14(x12051)+~P23(x12051)+~P16(x12053,x12052)+E(f2(f278(x12051,x12052),x12053),f2(x12051,x12053))
% 23.26/23.34 [1217]~P16(x12173,x12171)+P16(x12172,f51(x12171))+~E(x12172,f291(x12173,x12173))+E(f291(f54(x12171),f54(x12171)),f53(x12171))
% 23.26/23.34 [1218]~P16(x12183,x12181)+P16(x12182,f51(x12181))+~E(x12182,f291(x12183,x12183))+E(f291(f54(x12181),f54(x12181)),f52(x12181))
% 23.26/23.34 [1265]~P16(x12652,x12651)+~E(f136(x12651),f137(x12651))+E(f2(f134(x12651),x12652),f291(x12652,x12652))+~E(x12653,f291(f135(x12651),f135(x12651)))
% 23.26/23.34 [1279]~P16(x12792,x12791)+P16(f138(x12791),x12791)+E(f2(f134(x12791),x12792),f291(x12792,x12792))+~E(x12793,f291(f135(x12791),f135(x12791)))
% 23.26/23.34 [1304]~P16(x13042,x13041)+E(f291(f138(x13041),f138(x13041)),f137(x13041))+E(f2(f134(x13041),x13042),f291(x13042,x13042))+~E(x13043,f291(f135(x13041),f135(x13041)))
% 23.26/23.34 [1305]~P16(x13052,x13051)+E(f291(f138(x13051),f138(x13051)),f136(x13051))+E(f2(f134(x13051),x13052),f291(x13052,x13052))+~E(x13053,f291(f135(x13051),f135(x13051)))
% 23.26/23.34 [1317]~P23(x13172)+~P16(x13171,x13173)+~P16(x13171,f5(x13172))+P16(x13171,f5(f278(x13172,x13173)))
% 23.26/23.34 [1318]~P23(x13183)+~P16(x13181,x13182)+~P16(x13181,f275(x13183))+P16(x13181,f275(f285(x13182,x13183)))
% 23.26/23.34 [1399]~P14(x13991)+~P23(x13991)+E(f2(f278(x13991,x13992),x13993),f2(x13991,x13993))+~P16(x13993,f5(f278(x13991,x13992)))
% 23.26/23.34 [1413]~P23(x14132)+~P20(x14132,x14133)+~P16(x14131,x14133)+P16(f291(f291(x14131,x14131),f291(x14131,x14131)),x14132)
% 23.26/23.34 [1425]~P16(x14251,x14253)+~E(x14252,f291(x14251,x14251))+~E(f37(x14253),f38(x14253))+P16(f291(f291(x14251,x14252),f291(x14251,x14251)),f36(x14253))
% 23.26/23.34 [1444]~P16(x14442,x14441)+~E(x14443,f291(x14442,x14442))+P16(f39(x14441),x14441)+P16(f291(f291(x14442,x14443),f291(x14442,x14442)),f36(x14441))
% 23.26/23.34 [1468]~P16(x14682,x14681)+~E(x14683,f291(x14682,x14682))+E(f291(f39(x14681),f39(x14681)),f38(x14681))+P16(f291(f291(x14682,x14683),f291(x14682,x14682)),f36(x14681))
% 23.26/23.34 [1469]~P16(x14692,x14691)+~E(x14693,f291(x14692,x14692))+E(f291(f39(x14691),f39(x14691)),f37(x14691))+P16(f291(f291(x14692,x14693),f291(x14692,x14692)),f36(x14691))
% 23.26/23.34 [1495]P6(f256(x14952,x14953,x14951),f270(x14952))+E(x14951,f4(x14952,x14953))+~P6(x14951,f270(f270(x14952)))+~P6(x14953,f270(f270(x14952)))
% 23.26/23.34 [1513]~P14(x15132)+~P23(x15132)+E(x15131,f2(x15132,x15133))+~P16(f291(f291(x15133,x15131),f291(x15133,x15133)),x15132)
% 23.26/23.34 [1584]~P1(x15842)+~P16(x15843,f115(x15841,x15842))+E(f113(x15841,x15842),f114(x15841,x15842))+P16(f121(x15841,x15842,x15843),f287(x15842,f291(x15842,x15842)))
% 23.26/23.34 [1585]~P1(x15852)+~P16(x15853,f115(x15851,x15852))+E(f116(x15851,x15852),f113(x15851,x15852))+P16(f121(x15851,x15852,x15853),f287(x15852,f291(x15852,x15852)))
% 23.26/23.34 [1586]~P1(x15862)+~P16(x15863,f115(x15861,x15862))+E(f117(x15861,x15862),f114(x15861,x15862))+P16(f121(x15861,x15862,x15863),f287(x15862,f291(x15862,x15862)))
% 23.26/23.34 [1587]~P1(x15872)+~P16(x15873,f115(x15871,x15872))+E(f118(x15871,x15872),f116(x15871,x15872))+P16(f121(x15871,x15872,x15873),f287(x15872,f291(x15872,x15872)))
% 23.26/23.34 [1589]~P1(x15892)+~P16(x15893,f115(x15891,x15892))+P16(f121(x15891,x15892,x15893),f287(x15892,f291(x15892,x15892)))+P1(f117(x15891,x15892))
% 23.26/23.34 [1590]~P1(x15902)+~P16(x15903,f115(x15901,x15902))+P16(f121(x15901,x15902,x15903),f287(x15902,f291(x15902,x15902)))+P1(f118(x15901,x15902))
% 23.26/23.34 [1600]~P1(x16002)+~P16(x16003,f115(x16001,x16002))+P16(f117(x16001,x16002),x16001)+P16(f121(x16001,x16002,x16003),f287(x16002,f291(x16002,x16002)))
% 23.26/23.34 [1601]~P1(x16012)+~P16(x16013,f115(x16011,x16012))+P16(f118(x16011,x16012),x16011)+P16(f121(x16011,x16012,x16013),f287(x16012,f291(x16012,x16012)))
% 23.26/23.34 [1602]~P1(x16022)+~E(f116(x16021,x16022),f114(x16021,x16022))+~P16(x16023,f115(x16021,x16022))+P16(f121(x16021,x16022,x16023),f287(x16022,f291(x16022,x16022)))
% 23.26/23.34 [1666]~P23(x16662)+~P16(f239(x16662,x16661),x16661)+E(x16661,f275(x16662))+~P16(f291(f291(x16663,f239(x16662,x16661)),f291(x16663,x16663)),x16662)
% 23.26/23.34 [1715]~P23(x17152)+~P16(x17151,x17153)+~E(x17153,f5(x17152))+P16(f291(f291(x17151,f226(x17152,x17153,x17151)),f291(x17151,x17151)),x17152)
% 23.26/23.34 [1720]~P16(f224(x17202,x17203,x17201),x17201)+~P16(f224(x17202,x17203,x17201),x17203)+~P16(f224(x17202,x17203,x17201),x17202)+E(x17201,f284(x17202,f284(x17202,x17203)))
% 23.26/23.34 [1788]~P23(x17882)+~P16(f227(x17882,x17881),x17881)+E(x17881,f5(x17882))+~P16(f291(f291(f227(x17882,x17881),x17883),f291(f227(x17882,x17881),f227(x17882,x17881))),x17882)
% 23.26/23.34 [1901]~P23(x19011)+~P16(x19013,x19012)+~E(x19012,f275(x19011))+P16(f291(f291(f240(x19011,x19012,x19013),x19013),f291(f240(x19011,x19012,x19013),f240(x19011,x19012,x19013))),x19011)
% 23.26/23.34 [1905]~P23(x19052)+P16(f198(x19052,x19053,x19051),x19051)+E(x19051,f267(x19052,x19053))+P16(f291(f291(f198(x19052,x19053,x19051),x19053),f291(f198(x19052,x19053,x19051),f198(x19052,x19053,x19051))),x19052)
% 23.26/23.34 [1922]~P23(x19222)+P16(f46(x19222,x19223,x19221),x19221)+E(x19221,f280(x19222,x19223))+P16(f291(f291(f60(x19222,x19223,x19221),f46(x19222,x19223,x19221)),f291(f60(x19222,x19223,x19221),f60(x19222,x19223,x19221))),x19222)
% 23.26/23.34 [1923]~P23(x19232)+P16(f65(x19232,x19233,x19231),x19231)+E(x19231,f282(x19232,x19233))+P16(f291(f291(f65(x19232,x19233,x19231),f90(x19232,x19233,x19231)),f291(f65(x19232,x19233,x19231),f65(x19232,x19233,x19231))),x19232)
% 23.26/23.34 [1021]~P16(x10211,x10214)+E(x10211,x10212)+E(x10211,x10213)+~E(x10214,f291(x10213,x10212))
% 23.26/23.34 [1053]~P23(x10534)+~P16(x10531,x10533)+~E(x10531,x10532)+~E(x10533,f267(x10534,x10532))
% 23.26/23.34 [1112]~P16(x11121,x11124)+P16(x11121,x11122)+~P16(x11124,x11123)+~E(x11122,f283(x11123))
% 23.26/23.34 [1138]~P16(x11381,x11384)+P16(x11381,x11382)+P16(x11381,x11383)+~E(x11382,f284(x11384,x11383))
% 23.26/23.34 [1139]~P16(x11391,x11394)+P16(x11391,x11392)+P16(x11391,x11393)+~E(x11394,f287(x11393,x11392))
% 23.26/23.34 [1493]P4(x14931)+~P23(x14934)+~P16(x14932,f123(x14931,x14934,x14933))+P16(x14932,f3(x14931,x14933))
% 23.26/23.34 [1691]~P23(x16911)+~P16(x16914,x16913)+~E(x16913,f280(x16911,x16912))+P16(f29(x16911,x16912,x16913,x16914),x16912)
% 23.26/23.34 [1692]~P23(x16921)+~P16(x16924,x16923)+~E(x16923,f282(x16921,x16922))+P16(f73(x16921,x16922,x16923,x16924),x16922)
% 23.26/23.34 [1750]P4(x17501)+~P23(x17502)+~P16(x17504,f123(x17501,x17502,x17503))+E(f124(x17501,x17502,x17503,x17504),f125(x17501,x17502,x17503,x17504))
% 23.26/23.34 [1754]~P23(x17542)+P4(x17541)+~P16(x17544,f123(x17541,x17542,x17543))+P16(f125(x17541,x17542,x17543,x17544),x17541)
% 23.26/23.34 [1858]~P23(x18582)+P4(x18581)+~P16(x18584,f123(x18581,x18582,x18583))+P16(f126(x18581,x18582,x18583,x18584),f124(x18581,x18582,x18583,x18584))
% 23.26/23.34 [1287]~P16(x12871,x12874)+~P16(x12871,x12873)+P16(x12871,x12872)+~E(x12872,f284(x12873,f284(x12873,x12874)))
% 23.26/23.34 [1419]~P23(x14193)+~P16(x14191,x14194)+~E(x14194,f267(x14193,x14192))+P16(f291(f291(x14191,x14192),f291(x14191,x14191)),x14193)
% 23.26/23.34 [1494]~P23(x14943)+E(x14941,x14942)+~E(x14943,f154(x14944))+~P16(f291(f291(x14941,x14942),f291(x14941,x14941)),x14943)
% 23.26/23.34 [1515]~P23(x15153)+P16(x15151,x15152)+~E(x15152,f275(x15153))+~P16(f291(f291(x15154,x15151),f291(x15154,x15154)),x15153)
% 23.26/23.34 [1516]~P23(x15163)+P16(x15161,x15162)+~E(x15162,f5(x15163))+~P16(f291(f291(x15161,x15164),f291(x15161,x15161)),x15163)
% 23.26/23.34 [1517]~P23(x15173)+P16(x15171,x15172)+~E(x15173,f154(x15172))+~P16(f291(f291(x15171,x15174),f291(x15171,x15171)),x15173)
% 23.26/23.34 [1658]~P23(x16584)+~P16(x16581,x16583)+~P16(f291(f291(x16581,x16582),f291(x16581,x16581)),x16584)+P16(f291(f291(x16581,x16582),f291(x16581,x16581)),f274(f154(x16583),x16584))
% 23.26/23.34 [1663]E(x16631,x16632)+~P14(x16633)+~P16(f291(f291(x16634,x16631),f291(x16634,x16634)),x16633)+~P16(f291(f291(x16634,x16632),f291(x16634,x16634)),x16633)
% 23.26/23.34 [1930]~P23(x19302)+~P16(x19301,x19304)+~E(x19304,f282(x19302,x19303))+P16(f291(f291(x19301,f73(x19302,x19303,x19304,x19301)),f291(x19301,x19301)),x19302)
% 23.26/23.34 [1931]~P16(x19311,x19313)+~P31(x19314,x19313,x19312)+~E(f279(x19313,x19312,x19314),x19313)+P16(f291(f291(x19311,f160(x19312,x19313,x19314,x19311)),f291(x19311,x19311)),x19314)
% 23.26/23.34 [2000]P4(x20001)+~P23(x20002)+~P16(x20004,f123(x20001,x20002,x20003))+E(f291(f291(f125(x20001,x20002,x20003,x20004),f126(x20001,x20002,x20003,x20004)),f291(f125(x20001,x20002,x20003,x20004),f125(x20001,x20002,x20003,x20004))),x20004)
% 23.26/23.34 [2038]~P23(x20381)+~P16(x20384,x20383)+~E(x20383,f280(x20381,x20382))+P16(f291(f291(f29(x20381,x20382,x20383,x20384),x20384),f291(f29(x20381,x20382,x20383,x20384),f29(x20381,x20382,x20383,x20384))),x20381)
% 23.26/23.34 [2039]~P16(x20394,x20392)+~P31(x20393,x20391,x20392)+~E(f286(x20391,x20392,x20393),x20392)+P16(f291(f291(f162(x20391,x20392,x20393,x20394),x20394),f291(f162(x20391,x20392,x20393,x20394),f162(x20391,x20392,x20393,x20394))),x20393)
% 23.26/23.34 [1451]E(x14511,x14512)+~E(x14511,f273(x14513))+~E(x14513,f291(f291(x14514,x14515),f291(x14514,x14514)))+~E(x14513,f291(f291(x14516,x14512),f291(x14516,x14516)))
% 23.26/23.34 [1452]E(x14521,x14522)+~E(x14521,f271(x14523))+~E(x14523,f291(f291(x14524,x14525),f291(x14524,x14524)))+~E(x14523,f291(f291(x14522,x14526),f291(x14522,x14522)))
% 23.26/23.34 [1001]P16(x10012,x10011)+P16(x10011,x10012)+~P1(x10012)+~P1(x10011)+E(x10011,x10012)
% 23.26/23.34 [1055]~P14(x10552)+~P14(x10551)+~P23(x10552)+~P23(x10551)+P14(f274(x10551,x10552))
% 23.26/23.34 [1113]~P14(x11131)+~P23(x11131)+P16(f171(x11132,x11131),x11132)+~E(f5(x11131),x11132)+E(x11131,f154(x11132))
% 23.26/23.34 [1195]~P23(x11952)+~P35(x11952)+~P30(x11951,f277(x11952))+P16(f204(x11952,x11951),x11951)+E(x11951,a1)
% 23.26/23.34 [1236]~P14(x12362)+~P23(x12362)+P16(f234(x12362,x12361),x12361)+P16(f237(x12362,x12361),f5(x12362))+E(x12361,f275(x12362))
% 23.26/23.34 [1251]P4(x12511)+~P23(x12512)+P16(f146(x12511,x12512),x12511)+E(f139(x12511,x12512),f142(x12511,x12512))+P14(f145(x12511,x12512))
% 23.26/23.34 [1252]P4(x12521)+~P23(x12522)+P16(f146(x12521,x12522),x12521)+E(f139(x12521,x12522),f142(x12521,x12522))+P23(f145(x12521,x12522))
% 23.26/23.34 [1253]P4(x12531)+~P23(x12532)+P16(f146(x12531,x12532),x12531)+E(f147(x12531,x12532),f139(x12531,x12532))+P14(f145(x12531,x12532))
% 23.26/23.34 [1254]P4(x12541)+~P23(x12542)+P16(f146(x12541,x12542),x12541)+E(f147(x12541,x12542),f139(x12541,x12542))+P23(f145(x12541,x12542))
% 23.26/23.34 [1282]~P23(x12822)+P4(x12821)+P16(f139(x12821,x12822),x12821)+P16(f146(x12821,x12822),x12821)+P14(f145(x12821,x12822))
% 23.26/23.34 [1283]~P23(x12832)+P4(x12831)+P16(f139(x12831,x12832),x12831)+P16(f146(x12831,x12832),x12831)+P23(f145(x12831,x12832))
% 23.26/23.34 [1292]~P23(x12922)+P4(x12921)+P16(f146(x12921,x12922),x12921)+~E(f143(x12921,x12922),f144(x12921,x12922))+P14(f145(x12921,x12922))
% 23.26/23.34 [1293]~P23(x12932)+P4(x12931)+P16(f146(x12931,x12932),x12931)+~E(f143(x12931,x12932),f144(x12931,x12932))+P23(f145(x12931,x12932))
% 23.26/23.34 [1345]~P23(x13452)+P4(x13451)+P16(f146(x13451,x13452),x13451)+P16(f144(x13451,x13452),f142(x13451,x13452))+P14(f145(x13451,x13452))
% 23.26/23.34 [1346]~P23(x13462)+P4(x13461)+P16(f146(x13461,x13462),x13461)+P16(f143(x13461,x13462),f147(x13461,x13462))+P14(f145(x13461,x13462))
% 23.26/23.34 [1347]~P23(x13472)+P4(x13471)+P16(f146(x13471,x13472),x13471)+P16(f144(x13471,x13472),f142(x13471,x13472))+P23(f145(x13471,x13472))
% 23.26/23.34 [1348]~P23(x13482)+P4(x13481)+P16(f146(x13481,x13482),x13481)+P16(f143(x13481,x13482),f147(x13481,x13482))+P23(f145(x13481,x13482))
% 23.26/23.34 [1257]P4(x12571)+~P23(x12572)+E(f139(x12571,x12572),f142(x12571,x12572))+P16(f146(x12571,x12572),x12571)+E(f5(f145(x12571,x12572)),x12571)
% 23.26/23.34 [1258]P4(x12581)+~P23(x12582)+E(f147(x12581,x12582),f139(x12581,x12582))+P16(f146(x12581,x12582),x12581)+E(f5(f145(x12581,x12582)),x12581)
% 23.26/23.34 [1263]~P14(x12631)+~P23(x12631)+~E(f5(x12631),x12632)+E(x12631,f154(x12632))+~E(f2(x12631,f171(x12632,x12631)),f171(x12632,x12631))
% 23.26/23.34 [1266]~P14(x12662)+~P23(x12662)+P16(f234(x12662,x12661),x12661)+E(x12661,f275(x12662))+E(f2(x12662,f237(x12662,x12661)),f234(x12662,x12661))
% 23.26/23.34 [1286]P4(x12861)+~P23(x12862)+P16(f139(x12861,x12862),x12861)+P16(f146(x12861,x12862),x12861)+E(f5(f145(x12861,x12862)),x12861)
% 23.26/23.34 [1296]P4(x12961)+~P23(x12962)+P16(f146(x12961,x12962),x12961)+~E(f143(x12961,x12962),f144(x12961,x12962))+E(f5(f145(x12961,x12962)),x12961)
% 23.26/23.34 [1323]~P1(x13231)+~P1(x13232)+~P7(x13232)+~P16(x13231,x13232)+P16(f287(x13231,f291(x13231,x13231)),x13232)
% 23.26/23.34 [1328]~P23(x13282)+~P35(x13282)+~P30(x13281,f277(x13282))+E(x13281,a1)+P10(f267(x13282,f204(x13282,x13281)),x13281)
% 23.26/23.34 [1352]P4(x13521)+~P23(x13522)+P16(f146(x13521,x13522),x13521)+P16(f144(x13521,x13522),f142(x13521,x13522))+E(f5(f145(x13521,x13522)),x13521)
% 23.26/23.34 [1353]P4(x13531)+~P23(x13532)+P16(f146(x13531,x13532),x13531)+P16(f143(x13531,x13532),f147(x13531,x13532))+E(f5(f145(x13531,x13532)),x13531)
% 23.26/23.34 [1239]~P14(x12391)+~P23(x12391)+~P22(x12391)+~P16(x12392,f275(x12391))+E(f2(x12391,f2(f266(x12391),x12392)),x12392)
% 23.26/23.34 [1240]~P14(x12401)+~P23(x12401)+~P22(x12401)+~P16(x12402,f275(x12401))+E(f2(f274(f266(x12401),x12401),x12402),x12402)
% 23.26/23.34 [1736]~P23(x17361)+P30(f190(x17362,x17361),f199(x17362,x17361))+~E(f277(x17361),x17362)+E(x17361,f269(x17362))+P16(f291(f291(f190(x17362,x17361),f199(x17362,x17361)),f291(f190(x17362,x17361),f190(x17362,x17361))),x17361)
% 23.26/23.34 [1831]~P23(x18311)+~E(f122(x18312,x18311),f197(x18312,x18311))+~P16(f122(x18312,x18311),x18312)+E(x18311,f154(x18312))+~P16(f291(f291(f122(x18312,x18311),f197(x18312,x18311)),f291(f122(x18312,x18311),f122(x18312,x18311))),x18311)
% 23.26/23.34 [1832]~P23(x18321)+~E(f277(x18321),x18322)+~P30(f190(x18322,x18321),f199(x18322,x18321))+E(x18321,f269(x18322))+~P16(f291(f291(f190(x18322,x18321),f199(x18322,x18321)),f291(f190(x18322,x18321),f190(x18322,x18321))),x18321)
% 23.26/23.34 [1852]~P23(x18522)+~P23(x18521)+E(x18521,x18522)+P16(f291(f291(f206(x18521,x18522),f207(x18521,x18522)),f291(f206(x18521,x18522),f206(x18521,x18522))),x18522)+P16(f291(f291(f206(x18521,x18522),f207(x18521,x18522)),f291(f206(x18521,x18522),f206(x18521,x18522))),x18521)
% 23.26/23.34 [1853]~P23(x18531)+~P23(x18532)+E(x18531,f276(x18532))+P16(f291(f291(f244(x18532,x18531),f245(x18532,x18531)),f291(f244(x18532,x18531),f244(x18532,x18531))),x18531)+P16(f291(f291(f245(x18532,x18531),f244(x18532,x18531)),f291(f245(x18532,x18531),f245(x18532,x18531))),x18532)
% 23.26/23.34 [1912]~P23(x19122)+~P23(x19121)+E(x19121,x19122)+~P16(f291(f291(f206(x19121,x19122),f207(x19121,x19122)),f291(f206(x19121,x19122),f206(x19121,x19122))),x19122)+~P16(f291(f291(f206(x19121,x19122),f207(x19121,x19122)),f291(f206(x19121,x19122),f206(x19121,x19122))),x19121)
% 23.26/23.34 [1913]~P23(x19131)+~P23(x19132)+E(x19131,f276(x19132))+~P16(f291(f291(f244(x19132,x19131),f245(x19132,x19131)),f291(f244(x19132,x19131),f244(x19132,x19131))),x19131)+~P16(f291(f291(f245(x19132,x19131),f244(x19132,x19131)),f291(f245(x19132,x19131),f245(x19132,x19131))),x19132)
% 23.26/23.34 [1341]~P31(x13412,x13411,x13413)+P25(x13412,x13411,x13413)+~E(x13413,a1)+~E(x13412,a1)+E(x13411,a1)
% 23.26/23.34 [1397]~P31(x13972,x13971,x13973)+~P25(x13972,x13971,x13973)+E(x13971,a1)+E(x13972,a1)+~E(x13973,a1)
% 23.26/23.34 [1030]~P14(x10302)+~P23(x10302)+P16(x10303,f5(x10302))+~E(x10301,a1)+E(x10301,f2(x10302,x10303))
% 23.26/23.34 [1045]~P1(x10451)+~P16(x10453,x10452)+~E(x10453,x10451)+E(a49,a108)+P16(x10451,f110(x10452))
% 23.26/23.34 [1046]~P1(x10461)+~P16(x10463,x10462)+~E(x10463,x10461)+E(a111,a49)+P16(x10461,f110(x10462))
% 23.26/23.34 [1047]~P1(x10471)+~P16(x10473,x10472)+~E(x10473,x10471)+~E(a111,a108)+P16(x10471,f110(x10472))
% 23.26/23.34 [1051]~P1(x10511)+~P16(x10513,x10512)+~E(x10513,x10511)+P16(x10511,f110(x10512))+P1(a108)
% 23.26/23.34 [1052]~P1(x10521)+~P16(x10523,x10522)+~E(x10523,x10521)+P16(x10521,f110(x10522))+P1(a111)
% 23.26/23.34 [1062]~P14(x10623)+~P23(x10623)+~E(x10621,f2(x10623,x10622))+E(x10621,a1)+P16(x10622,f5(x10623))
% 23.26/23.34 [1064]~P14(x10641)+~P23(x10641)+~P16(x10642,x10643)+E(f2(x10641,x10642),x10642)+~E(x10641,f154(x10643))
% 23.26/23.34 [1158]~P1(x11582)+~P16(x11583,x11581)+~P16(x11582,x11581)+~P1(x11583)+P27(f50(x11581),x11582)
% 23.26/23.34 [1249]~P16(x12493,x12491)+P16(f194(x12491,x12492),x12492)+E(x12491,a1)+E(x12492,f288(x12491))+P16(f194(x12491,x12492),x12493)
% 23.26/23.34 [1256]~P6(x12562,x12561)+P16(x12562,x12563)+P16(x12562,f289(x12561,x12563))+~P6(x12563,f270(x12561))+E(x12561,a1)
% 23.26/23.34 [1388]~P14(x13881)+~P23(x13881)+~P16(x13883,x13882)+~E(x13882,f275(x13881))+P16(f235(x13881,x13882,x13883),f5(x13881))
% 23.26/23.34 [1395]~P23(x13952)+~P30(x13951,x13953)+~P21(x13952,x13953)+P16(f221(x13952,x13953,x13951),x13951)+E(x13951,a1)
% 23.26/23.34 [1432]P4(x14321)+~P23(x14322)+~P16(x14323,f62(x14321,x14322))+E(f56(x14321,x14322),f57(x14321,x14322))+E(f61(x14321,x14322,x14323),f64(x14321,x14322,x14323))
% 23.26/23.34 [1433]P4(x14331)+~P23(x14332)+~P16(x14333,f62(x14331,x14332))+E(f63(x14331,x14332),f56(x14331,x14332))+E(f61(x14331,x14332,x14333),f64(x14331,x14332,x14333))
% 23.26/23.34 [1460]P4(x14601)+~P23(x14602)+~P16(x14603,f62(x14601,x14602))+E(f56(x14601,x14602),f57(x14601,x14602))+P16(x14603,f64(x14601,x14602,x14603))
% 23.26/23.34 [1461]P4(x14611)+~P23(x14612)+~P16(x14613,f62(x14611,x14612))+E(f63(x14611,x14612),f56(x14611,x14612))+P16(x14613,f64(x14611,x14612,x14613))
% 23.26/23.34 [1462]P4(x14621)+~P23(x14622)+~P16(x14623,f62(x14621,x14622))+E(f56(x14621,x14622),f57(x14621,x14622))+P16(f61(x14621,x14622,x14623),x14621)
% 23.26/23.34 [1463]P4(x14631)+~P23(x14632)+~P16(x14633,f62(x14631,x14632))+E(f63(x14631,x14632),f56(x14631,x14632))+P16(f61(x14631,x14632,x14633),x14631)
% 23.26/23.34 [1465]P4(x14651)+~P23(x14652)+P16(f56(x14651,x14652),x14651)+~P16(x14653,f62(x14651,x14652))+E(f61(x14651,x14652,x14653),f64(x14651,x14652,x14653))
% 23.26/23.34 [1471]P4(x14711)+~P23(x14712)+~E(f58(x14711,x14712),f59(x14711,x14712))+~P16(x14713,f62(x14711,x14712))+E(f61(x14711,x14712,x14713),f64(x14711,x14712,x14713))
% 23.26/23.34 [1483]~P23(x14832)+P4(x14831)+~P16(x14833,f62(x14831,x14832))+P16(f56(x14831,x14832),x14831)+P16(x14833,f64(x14831,x14832,x14833))
% 23.26/23.34 [1485]~P23(x14852)+P4(x14851)+~P16(x14853,f62(x14851,x14852))+P16(f56(x14851,x14852),x14851)+P16(f61(x14851,x14852,x14853),x14851)
% 23.26/23.34 [1489]~P23(x14893)+P4(x14891)+~E(f58(x14891,x14893),f59(x14891,x14893))+~P16(x14892,f62(x14891,x14893))+P16(x14892,f64(x14891,x14893,x14892))
% 23.26/23.34 [1490]~P23(x14902)+P4(x14901)+~E(f58(x14901,x14902),f59(x14901,x14902))+~P16(x14903,f62(x14901,x14902))+P16(f61(x14901,x14902,x14903),x14901)
% 23.26/23.34 [1501]P4(x15011)+~P23(x15012)+P16(f59(x15011,x15012),f57(x15011,x15012))+~P16(x15013,f62(x15011,x15012))+E(f61(x15011,x15012,x15013),f64(x15011,x15012,x15013))
% 23.26/23.34 [1502]P4(x15021)+~P23(x15022)+P16(f58(x15021,x15022),f63(x15021,x15022))+~P16(x15023,f62(x15021,x15022))+E(f61(x15021,x15022,x15023),f64(x15021,x15022,x15023))
% 23.26/23.34 [1535]~P23(x15353)+P4(x15351)+P16(f59(x15351,x15353),f57(x15351,x15353))+~P16(x15352,f62(x15351,x15353))+P16(x15352,f64(x15351,x15353,x15352))
% 23.26/23.34 [1536]~P23(x15363)+P4(x15361)+P16(f58(x15361,x15363),f63(x15361,x15363))+~P16(x15362,f62(x15361,x15363))+P16(x15362,f64(x15361,x15363,x15362))
% 23.26/23.34 [1537]~P23(x15372)+P4(x15371)+P16(f59(x15371,x15372),f57(x15371,x15372))+~P16(x15373,f62(x15371,x15372))+P16(f61(x15371,x15372,x15373),x15371)
% 23.26/23.34 [1538]~P23(x15382)+P4(x15381)+P16(f58(x15381,x15382),f63(x15381,x15382))+~P16(x15383,f62(x15381,x15382))+P16(f61(x15381,x15382,x15383),x15381)
% 23.26/23.34 [1556]~P14(x15562)+~P23(x15562)+P16(f238(x15562,x15563,x15561),x15561)+P16(f243(x15562,x15563,x15561),x15563)+E(x15561,f280(x15562,x15563))
% 23.26/23.34 [1560]~P14(x15602)+~P23(x15602)+P16(f238(x15602,x15603,x15601),x15601)+P16(f243(x15602,x15603,x15601),f5(x15602))+E(x15601,f280(x15602,x15603))
% 23.26/23.34 [1561]~P14(x15612)+~P23(x15612)+P16(f19(x15612,x15613,x15611),x15611)+P16(f19(x15612,x15613,x15611),f5(x15612))+E(x15611,f282(x15612,x15613))
% 23.26/23.34 [1383]~P14(x13831)+~P23(x13831)+~P16(x13833,x13832)+~E(x13832,f275(x13831))+E(f2(x13831,f235(x13831,x13832,x13833)),x13833)
% 23.26/23.34 [1437]~P14(x14373)+~P23(x14373)+~E(x14372,f2(x14373,x14371))+~P16(x14371,f5(x14373))+P16(f291(f291(x14371,x14372),f291(x14371,x14371)),x14373)
% 23.26/23.34 [1599]~P23(x15992)+~P30(x15991,x15993)+~P21(x15992,x15993)+E(x15991,a1)+P10(f267(x15992,f221(x15992,x15993,x15991)),x15991)
% 23.26/23.34 [1607]~P14(x16072)+~P23(x16072)+P16(f238(x16072,x16073,x16071),x16071)+E(x16071,f280(x16072,x16073))+E(f2(x16072,f243(x16072,x16073,x16071)),f238(x16072,x16073,x16071))
% 23.26/23.34 [1647]~P14(x16472)+~P23(x16472)+P16(f19(x16472,x16473,x16471),x16471)+E(x16471,f282(x16472,x16473))+P16(f2(x16472,f19(x16472,x16473,x16471)),x16473)
% 23.26/23.34 [1667]~P5(x16673)+E(x16671,x16672)+~P23(x16673)+~P16(f291(f291(x16672,x16671),f291(x16672,x16672)),x16673)+~P16(f291(f291(x16671,x16672),f291(x16671,x16671)),x16673)
% 23.26/23.34 [1676]P16(f256(x16762,x16763,x16761),x16761)+E(x16761,f4(x16762,x16763))+P16(f289(x16762,f256(x16762,x16763,x16761)),x16763)+~P6(x16761,f270(f270(x16762)))+~P6(x16763,f270(f270(x16762)))
% 23.26/23.34 [1753]~P16(f256(x17532,x17533,x17531),x17531)+E(x17531,f4(x17532,x17533))+~P6(x17531,f270(f270(x17532)))+~P6(x17533,f270(f270(x17532)))+~P16(f289(x17532,f256(x17532,x17533,x17531)),x17533)
% 23.26/23.34 [1687]~P23(x16872)+P4(x16871)+~P16(x16873,f41(x16871,x16872))+P14(f44(x16871,x16872))+P16(f291(f291(f43(x16871,x16872),x16873),f291(f43(x16871,x16872),f43(x16871,x16872))),x16872)
% 23.26/23.34 [1688]~P23(x16882)+P4(x16881)+~P16(x16883,f45(x16881,x16882))+P14(f44(x16881,x16882))+P16(f291(f291(f42(x16881,x16882),x16883),f291(f42(x16881,x16882),f42(x16881,x16882))),x16882)
% 23.26/23.34 [1689]~P23(x16892)+P4(x16891)+~P16(x16893,f41(x16891,x16892))+P23(f44(x16891,x16892))+P16(f291(f291(f43(x16891,x16892),x16893),f291(f43(x16891,x16892),f43(x16891,x16892))),x16892)
% 23.26/23.34 [1690]~P23(x16902)+P4(x16901)+~P16(x16903,f45(x16901,x16902))+P23(f44(x16901,x16902))+P16(f291(f291(f42(x16901,x16902),x16903),f291(f42(x16901,x16902),f42(x16901,x16902))),x16902)
% 23.26/23.34 [1924]~P23(x19241)+~P23(x19242)+P16(f208(x19242,x19243,x19241),x19243)+E(x19241,f278(x19242,x19243))+P16(f291(f291(f208(x19242,x19243,x19241),f215(x19242,x19243,x19241)),f291(f208(x19242,x19243,x19241),f208(x19242,x19243,x19241))),x19241)
% 23.26/23.34 [1925]~P23(x19251)+~P23(x19253)+P16(f268(x19252,x19253,x19251),x19252)+E(x19251,f285(x19252,x19253))+P16(f291(f291(f257(x19252,x19253,x19251),f268(x19252,x19253,x19251)),f291(f257(x19252,x19253,x19251),f257(x19252,x19253,x19251))),x19251)
% 23.26/23.34 [1936]~P23(x19362)+E(f198(x19362,x19363,x19361),x19363)+~P16(f198(x19362,x19363,x19361),x19361)+E(x19361,f267(x19362,x19363))+~P16(f291(f291(f198(x19362,x19363,x19361),x19363),f291(f198(x19362,x19363,x19361),f198(x19362,x19363,x19361))),x19362)
% 23.26/23.34 [1985]~P23(x19851)+~P23(x19852)+E(x19851,f278(x19852,x19853))+P16(f291(f291(f208(x19852,x19853,x19851),f215(x19852,x19853,x19851)),f291(f208(x19852,x19853,x19851),f208(x19852,x19853,x19851))),x19851)+P16(f291(f291(f208(x19852,x19853,x19851),f215(x19852,x19853,x19851)),f291(f208(x19852,x19853,x19851),f208(x19852,x19853,x19851))),x19852)
% 23.26/23.34 [1986]~P23(x19861)+~P23(x19863)+E(x19861,f285(x19862,x19863))+P16(f291(f291(f257(x19862,x19863,x19861),f268(x19862,x19863,x19861)),f291(f257(x19862,x19863,x19861),f257(x19862,x19863,x19861))),x19861)+P16(f291(f291(f257(x19862,x19863,x19861),f268(x19862,x19863,x19861)),f291(f257(x19862,x19863,x19861),f257(x19862,x19863,x19861))),x19863)
% 23.26/23.34 [1119]~P16(x11193,x11191)+~P16(x11192,x11194)+P16(x11192,x11193)+E(x11191,a1)+~E(x11194,f288(x11191))
% 23.26/23.34 [1159]~P14(x11592)+~P23(x11592)+~P16(x11591,x11593)+P16(x11591,f5(x11592))+~E(x11593,f282(x11592,x11594))
% 23.26/23.34 [1223]~P14(x12231)+~P23(x12231)+~P16(x12232,x12234)+P16(f2(x12231,x12232),x12233)+~E(x12234,f282(x12231,x12233))
% 23.26/23.34 [1503]~P23(x15033)+~P14(x15033)+~P23(x15034)+~P16(x15031,f131(x15032,x15034,x15033))+P16(x15031,f3(x15032,x15032))
% 23.26/23.34 [1670]P4(x16701)+~P23(x16702)+E(f67(x16701,x16702),f69(x16701,x16702))+~P16(x16704,f70(x16701,x16702,x16703))+E(f66(x16701,x16702,x16703,x16704),x16704)
% 23.26/23.34 [1671]P4(x16711)+~P23(x16712)+E(f71(x16711,x16712),f67(x16711,x16712))+~P16(x16714,f70(x16711,x16712,x16713))+E(f66(x16711,x16712,x16713,x16714),x16714)
% 23.26/23.34 [1672]P4(x16721)+~P23(x16722)+E(f72(x16721,x16722),f74(x16721,x16722))+~P16(x16724,f70(x16721,x16722,x16723))+E(f66(x16721,x16722,x16723,x16724),x16724)
% 23.26/23.34 [1673]P4(x16731)+~P23(x16732)+E(f76(x16731,x16732),f77(x16731,x16732))+~P16(x16734,f70(x16731,x16732,x16733))+E(f66(x16731,x16732,x16733,x16734),x16734)
% 23.26/23.34 [1674]P4(x16741)+~P23(x16742)+P16(f72(x16741,x16742),x16741)+~P16(x16744,f70(x16741,x16742,x16743))+E(f66(x16741,x16742,x16743,x16744),x16744)
% 23.26/23.34 [1675]P4(x16751)+~P23(x16752)+P16(f76(x16751,x16752),x16751)+~P16(x16754,f70(x16751,x16752,x16753))+E(f66(x16751,x16752,x16753,x16754),x16754)
% 23.26/23.34 [1677]P4(x16771)+~P23(x16772)+~E(f71(x16771,x16772),f69(x16771,x16772))+~P16(x16774,f70(x16771,x16772,x16773))+E(f66(x16771,x16772,x16773,x16774),x16774)
% 23.26/23.34 [1678]P4(x16781)+~P23(x16782)+P16(f75(x16781,x16782),f74(x16781,x16782))+~P16(x16784,f70(x16781,x16782,x16783))+E(f66(x16781,x16782,x16783,x16784),x16784)
% 23.26/23.34 [1679]P4(x16791)+~P23(x16792)+P16(f78(x16791,x16792),f77(x16791,x16792))+~P16(x16794,f70(x16791,x16792,x16793))+E(f66(x16791,x16792,x16793,x16794),x16794)
% 23.26/23.34 [1695]~P14(x16951)+~P23(x16951)+~P16(x16954,x16953)+~E(x16953,f280(x16951,x16952))+P16(f225(x16951,x16952,x16953,x16954),x16952)
% 23.26/23.34 [1700]~P14(x17001)+~P23(x17001)+~P16(x17004,x17003)+~E(x17003,f280(x17001,x17002))+P16(f225(x17001,x17002,x17003,x17004),f5(x17001))
% 23.26/23.34 [1761]P4(x17611)+~P23(x17612)+~P16(x17614,f70(x17611,x17612,x17613))+E(f67(x17611,x17612),f69(x17611,x17612))+E(f81(x17611,x17612,x17613,x17614),f79(x17611,x17612,x17613,x17614))
% 23.26/23.34 [1762]P4(x17621)+~P23(x17622)+~P16(x17624,f70(x17621,x17622,x17623))+E(f71(x17621,x17622),f67(x17621,x17622))+E(f81(x17621,x17622,x17623,x17624),f79(x17621,x17622,x17623,x17624))
% 23.26/23.34 [1763]P4(x17631)+~P23(x17632)+~P16(x17634,f70(x17631,x17632,x17633))+E(f72(x17631,x17632),f74(x17631,x17632))+E(f81(x17631,x17632,x17633,x17634),f79(x17631,x17632,x17633,x17634))
% 23.26/23.34 [1764]P4(x17641)+~P23(x17642)+~P16(x17644,f70(x17641,x17642,x17643))+E(f76(x17641,x17642),f77(x17641,x17642))+E(f81(x17641,x17642,x17643,x17644),f79(x17641,x17642,x17643,x17644))
% 23.26/23.34 [1765]P4(x17651)+~P23(x17652)+~P16(x17654,f70(x17651,x17652,x17653))+E(f67(x17651,x17652),f69(x17651,x17652))+P16(f79(x17651,x17652,x17653,x17654),x17651)
% 23.26/23.34 [1766]P4(x17661)+~P23(x17662)+~P16(x17664,f70(x17661,x17662,x17663))+E(f71(x17661,x17662),f67(x17661,x17662))+P16(f79(x17661,x17662,x17663,x17664),x17661)
% 23.26/23.34 [1767]P4(x17671)+~P23(x17672)+~P16(x17674,f70(x17671,x17672,x17673))+E(f72(x17671,x17672),f74(x17671,x17672))+P16(f79(x17671,x17672,x17673,x17674),x17671)
% 23.26/23.34 [1768]P4(x17681)+~P23(x17682)+~P16(x17684,f70(x17681,x17682,x17683))+E(f76(x17681,x17682),f77(x17681,x17682))+P16(f79(x17681,x17682,x17683,x17684),x17681)
% 23.26/23.34 [1769]P4(x17691)+~P23(x17692)+P16(f72(x17691,x17692),x17691)+~P16(x17694,f70(x17691,x17692,x17693))+E(f81(x17691,x17692,x17693,x17694),f79(x17691,x17692,x17693,x17694))
% 23.26/23.34 [1770]P4(x17701)+~P23(x17702)+P16(f76(x17701,x17702),x17701)+~P16(x17704,f70(x17701,x17702,x17703))+E(f81(x17701,x17702,x17703,x17704),f79(x17701,x17702,x17703,x17704))
% 23.26/23.34 [1773]P4(x17731)+~P23(x17732)+~E(f71(x17731,x17732),f69(x17731,x17732))+~P16(x17734,f70(x17731,x17732,x17733))+E(f81(x17731,x17732,x17733,x17734),f79(x17731,x17732,x17733,x17734))
% 23.26/23.34 [1774]~P23(x17742)+P4(x17741)+~P16(x17744,f70(x17741,x17742,x17743))+P16(f72(x17741,x17742),x17741)+P16(f79(x17741,x17742,x17743,x17744),x17741)
% 23.26/23.34 [1775]~P23(x17752)+P4(x17751)+~P16(x17754,f70(x17751,x17752,x17753))+P16(f76(x17751,x17752),x17751)+P16(f79(x17751,x17752,x17753,x17754),x17751)
% 23.26/23.34 [1776]~P23(x17762)+P4(x17761)+~E(f71(x17761,x17762),f69(x17761,x17762))+~P16(x17764,f70(x17761,x17762,x17763))+P16(f79(x17761,x17762,x17763,x17764),x17761)
% 23.26/23.34 [1777]P4(x17771)+~P23(x17772)+~P16(x17774,f70(x17771,x17772,x17773))+E(f67(x17771,x17772),f69(x17771,x17772))+P16(f66(x17771,x17772,x17773,x17774),f3(x17771,x17773))
% 23.26/23.34 [1778]P4(x17781)+~P23(x17782)+~P16(x17784,f70(x17781,x17782,x17783))+E(f71(x17781,x17782),f67(x17781,x17782))+P16(f66(x17781,x17782,x17783,x17784),f3(x17781,x17783))
% 23.26/23.34 [1779]P4(x17791)+~P23(x17792)+~P16(x17794,f70(x17791,x17792,x17793))+E(f72(x17791,x17792),f74(x17791,x17792))+P16(f66(x17791,x17792,x17793,x17794),f3(x17791,x17793))
% 23.26/23.34 [1780]P4(x17801)+~P23(x17802)+~P16(x17804,f70(x17801,x17802,x17803))+E(f76(x17801,x17802),f77(x17801,x17802))+P16(f66(x17801,x17802,x17803,x17804),f3(x17801,x17803))
% 23.26/23.34 [1781]P4(x17811)+~P23(x17812)+P16(f75(x17811,x17812),f74(x17811,x17812))+~P16(x17814,f70(x17811,x17812,x17813))+E(f81(x17811,x17812,x17813,x17814),f79(x17811,x17812,x17813,x17814))
% 23.26/23.34 [1782]P4(x17821)+~P23(x17822)+P16(f78(x17821,x17822),f77(x17821,x17822))+~P16(x17824,f70(x17821,x17822,x17823))+E(f81(x17821,x17822,x17823,x17824),f79(x17821,x17822,x17823,x17824))
% 23.26/23.34 [1783]~P23(x17832)+P4(x17831)+~P16(x17834,f70(x17831,x17832,x17833))+P16(f72(x17831,x17832),x17831)+P16(f66(x17831,x17832,x17833,x17834),f3(x17831,x17833))
% 23.26/23.34 [1784]~P23(x17842)+P4(x17841)+~P16(x17844,f70(x17841,x17842,x17843))+P16(f76(x17841,x17842),x17841)+P16(f66(x17841,x17842,x17843,x17844),f3(x17841,x17843))
% 23.26/23.34 [1785]~P23(x17852)+P4(x17851)+P16(f75(x17851,x17852),f74(x17851,x17852))+~P16(x17854,f70(x17851,x17852,x17853))+P16(f79(x17851,x17852,x17853,x17854),x17851)
% 23.26/23.34 [1786]~P23(x17862)+P4(x17861)+P16(f78(x17861,x17862),f77(x17861,x17862))+~P16(x17864,f70(x17861,x17862,x17863))+P16(f79(x17861,x17862,x17863,x17864),x17861)
% 23.26/23.34 [1787]~P23(x17872)+P4(x17871)+~E(f71(x17871,x17872),f69(x17871,x17872))+~P16(x17874,f70(x17871,x17872,x17873))+P16(f66(x17871,x17872,x17873,x17874),f3(x17871,x17873))
% 23.26/23.34 [1791]~P23(x17912)+P4(x17911)+~P16(x17914,f70(x17911,x17912,x17913))+P16(f75(x17911,x17912),f74(x17911,x17912))+P16(f66(x17911,x17912,x17913,x17914),f3(x17911,x17913))
% 23.26/23.34 [1792]~P23(x17922)+P4(x17921)+~P16(x17924,f70(x17921,x17922,x17923))+P16(f78(x17921,x17922),f77(x17921,x17922))+P16(f66(x17921,x17922,x17923,x17924),f3(x17921,x17923))
% 23.26/23.34 [1864]P4(x18641)+~P23(x18642)+~P16(x18644,f70(x18641,x18642,x18643))+E(f67(x18641,x18642),f69(x18641,x18642))+P16(f80(x18641,x18642,x18643,x18644),f81(x18641,x18642,x18643,x18644))
% 23.26/23.34 [1865]P4(x18651)+~P23(x18652)+~P16(x18654,f70(x18651,x18652,x18653))+E(f71(x18651,x18652),f67(x18651,x18652))+P16(f80(x18651,x18652,x18653,x18654),f81(x18651,x18652,x18653,x18654))
% 23.26/23.34 [1866]P4(x18661)+~P23(x18662)+~P16(x18664,f70(x18661,x18662,x18663))+E(f72(x18661,x18662),f74(x18661,x18662))+P16(f80(x18661,x18662,x18663,x18664),f81(x18661,x18662,x18663,x18664))
% 23.26/23.34 [1867]P4(x18671)+~P23(x18672)+~P16(x18674,f70(x18671,x18672,x18673))+E(f76(x18671,x18672),f77(x18671,x18672))+P16(f80(x18671,x18672,x18673,x18674),f81(x18671,x18672,x18673,x18674))
% 23.26/23.34 [1868]~P23(x18682)+P4(x18681)+~P16(x18684,f70(x18681,x18682,x18683))+P16(f80(x18681,x18682,x18683,x18684),f81(x18681,x18682,x18683,x18684))+P16(f72(x18681,x18682),x18681)
% 23.26/23.34 [1869]~P23(x18692)+P4(x18691)+~P16(x18694,f70(x18691,x18692,x18693))+P16(f80(x18691,x18692,x18693,x18694),f81(x18691,x18692,x18693,x18694))+P16(f76(x18691,x18692),x18691)
% 23.26/23.34 [1873]~P23(x18732)+P4(x18731)+~E(f71(x18731,x18732),f69(x18731,x18732))+~P16(x18734,f70(x18731,x18732,x18733))+P16(f80(x18731,x18732,x18733,x18734),f81(x18731,x18732,x18733,x18734))
% 23.26/23.34 [1881]~P23(x18812)+P4(x18811)+~P16(x18814,f70(x18811,x18812,x18813))+P16(f75(x18811,x18812),f74(x18811,x18812))+P16(f80(x18811,x18812,x18813,x18814),f81(x18811,x18812,x18813,x18814))
% 23.26/23.34 [1882]~P23(x18822)+P4(x18821)+~P16(x18824,f70(x18821,x18822,x18823))+P16(f78(x18821,x18822),f77(x18821,x18822))+P16(f80(x18821,x18822,x18823,x18824),f81(x18821,x18822,x18823,x18824))
% 23.26/23.34 [1891]E(f101(x18912,x18913,x18914,x18911),x18914)+E(f101(x18912,x18913,x18914,x18911),x18913)+E(f101(x18912,x18913,x18914,x18911),x18912)+P16(f101(x18912,x18913,x18914,x18911),x18911)+E(x18911,f293(x18912,x18913,x18914))
% 23.26/23.34 [1401]~E(x14011,x14012)+~P23(x14013)+~P16(x14011,x14014)+~E(x14013,f154(x14014))+P16(f291(f291(x14011,x14012),f291(x14011,x14011)),x14013)
% 23.26/23.34 [1559]~P23(x15594)+E(x15591,x15592)+P16(x15591,x15593)+~E(x15593,f267(x15594,x15592))+~P16(f291(f291(x15591,x15592),f291(x15591,x15591)),x15594)
% 23.26/23.34 [1605]P4(x16051)+~P23(x16052)+P16(x16053,x16051)+E(f40(x16051,x16052),f41(x16051,x16052))+~P16(f291(f291(x16053,x16054),f291(x16053,x16053)),f44(x16051,x16052))
% 23.26/23.34 [1606]P4(x16061)+~P23(x16062)+P16(x16063,x16061)+E(f45(x16061,x16062),f40(x16061,x16062))+~P16(f291(f291(x16063,x16064),f291(x16063,x16063)),f44(x16061,x16062))
% 23.26/23.34 [1609]~P23(x16092)+~P16(x16094,x16093)+~P16(x16094,f5(x16092))+P16(x16091,f280(x16092,x16093))+~P16(f291(f291(x16094,x16091),f291(x16094,x16094)),x16092)
% 23.26/23.34 [1610]~P23(x16102)+~P16(x16104,x16103)+~P16(x16104,f275(x16102))+P16(x16101,f282(x16102,x16103))+~P16(f291(f291(x16101,x16104),f291(x16101,x16101)),x16102)
% 23.26/23.34 [1614]~P23(x16143)+P4(x16141)+P16(x16142,x16141)+P16(f40(x16141,x16143),x16141)+~P16(f291(f291(x16142,x16144),f291(x16142,x16142)),f44(x16141,x16143))
% 23.26/23.34 [1615]~P23(x16153)+P4(x16151)+P16(x16152,x16151)+~E(f42(x16151,x16153),f43(x16151,x16153))+~P16(f291(f291(x16152,x16154),f291(x16152,x16152)),f44(x16151,x16153))
% 23.26/23.34 [1622]~P23(x16223)+P4(x16221)+P16(x16222,x16221)+P16(f43(x16221,x16223),f41(x16221,x16223))+~P16(f291(f291(x16222,x16224),f291(x16222,x16222)),f44(x16221,x16223))
% 23.26/23.34 [1623]~P23(x16233)+P4(x16231)+P16(x16232,x16231)+P16(f42(x16231,x16233),f45(x16231,x16233))+~P16(f291(f291(x16232,x16234),f291(x16232,x16232)),f44(x16231,x16233))
% 23.26/23.34 [1643]~P23(x16433)+~P23(x16434)+~E(x16433,f276(x16434))+~P16(f291(f291(x16432,x16431),f291(x16432,x16432)),x16434)+P16(f291(f291(x16431,x16432),f291(x16431,x16431)),x16433)
% 23.26/23.34 [1644]~P23(x16443)+~P23(x16444)+~E(x16444,f276(x16443))+~P16(f291(f291(x16442,x16441),f291(x16442,x16442)),x16444)+P16(f291(f291(x16441,x16442),f291(x16441,x16441)),x16443)
% 23.26/23.34 [1685]P4(x16851)+~P23(x16852)+E(f40(x16851,x16852),f41(x16851,x16852))+E(f47(x16851,x16852,x16853,x16854),x16853)+~P16(f291(f291(x16853,x16854),f291(x16853,x16853)),f44(x16851,x16852))
% 23.26/23.34 [1686]P4(x16861)+~P23(x16862)+E(f45(x16861,x16862),f40(x16861,x16862))+E(f47(x16861,x16862,x16863,x16864),x16863)+~P16(f291(f291(x16863,x16864),f291(x16863,x16863)),f44(x16861,x16862))
% 23.26/23.34 [1694]P4(x16941)+~P23(x16942)+P16(f40(x16941,x16942),x16941)+E(f47(x16941,x16942,x16943,x16944),x16943)+~P16(f291(f291(x16943,x16944),f291(x16943,x16943)),f44(x16941,x16942))
% 23.26/23.34 [1696]~P14(x16961)+~P23(x16961)+~P16(x16964,x16963)+~E(x16963,f280(x16961,x16962))+E(f2(x16961,f225(x16961,x16962,x16963,x16964)),x16964)
% 23.26/23.34 [1699]P4(x16991)+~P23(x16992)+~E(f42(x16991,x16992),f43(x16991,x16992))+E(f47(x16991,x16992,x16993,x16994),x16993)+~P16(f291(f291(x16993,x16994),f291(x16993,x16993)),f44(x16991,x16992))
% 23.26/23.34 [1706]P4(x17061)+~P23(x17062)+P16(f43(x17061,x17062),f41(x17061,x17062))+E(f47(x17061,x17062,x17063,x17064),x17063)+~P16(f291(f291(x17063,x17064),f291(x17063,x17063)),f44(x17061,x17062))
% 23.26/23.34 [1707]P4(x17071)+~P23(x17072)+P16(f42(x17071,x17072),f45(x17071,x17072))+E(f47(x17071,x17072,x17073,x17074),x17073)+~P16(f291(f291(x17073,x17074),f291(x17073,x17073)),f44(x17071,x17072))
% 23.26/23.34 [1716]~P23(x17163)+~P29(x17163)+~P16(f291(f291(x17161,x17164),f291(x17161,x17161)),x17163)+P16(f291(f291(x17161,x17162),f291(x17161,x17161)),x17163)+~P16(f291(f291(x17164,x17162),f291(x17164,x17164)),x17163)
% 23.26/23.34 [1795]P4(x17951)+~P23(x17952)+E(f40(x17951,x17952),f41(x17951,x17952))+P16(x17953,f47(x17951,x17952,x17954,x17953))+~P16(f291(f291(x17954,x17953),f291(x17954,x17954)),f44(x17951,x17952))
% 23.26/23.34 [1796]P4(x17961)+~P23(x17962)+E(f45(x17961,x17962),f40(x17961,x17962))+P16(x17963,f47(x17961,x17962,x17964,x17963))+~P16(f291(f291(x17964,x17963),f291(x17964,x17964)),f44(x17961,x17962))
% 23.26/23.34 [1801]~P23(x18012)+P4(x18011)+P16(f40(x18011,x18012),x18011)+P16(x18013,f47(x18011,x18012,x18014,x18013))+~P16(f291(f291(x18014,x18013),f291(x18014,x18014)),f44(x18011,x18012))
% 23.26/23.34 [1803]~P23(x18033)+P4(x18031)+~E(f42(x18031,x18033),f43(x18031,x18033))+P16(x18032,f47(x18031,x18033,x18034,x18032))+~P16(f291(f291(x18034,x18032),f291(x18034,x18034)),f44(x18031,x18033))
% 23.26/23.34 [1805]~P23(x18053)+P4(x18051)+P16(f43(x18051,x18053),f41(x18051,x18053))+P16(x18052,f47(x18051,x18053,x18054,x18052))+~P16(f291(f291(x18054,x18052),f291(x18054,x18054)),f44(x18051,x18053))
% 23.26/23.34 [1806]~P23(x18063)+P4(x18061)+P16(f42(x18061,x18063),f45(x18061,x18063))+P16(x18062,f47(x18061,x18063,x18064,x18062))+~P16(f291(f291(x18064,x18062),f291(x18064,x18064)),f44(x18061,x18063))
% 23.26/23.34 [1851]~P23(x18512)+~P16(x18514,x18513)+~P16(f46(x18512,x18513,x18511),x18511)+E(x18511,f280(x18512,x18513))+~P16(f291(f291(x18514,f46(x18512,x18513,x18511)),f291(x18514,x18514)),x18512)
% 23.26/23.34 [1771]P4(x17711)+~P23(x17712)+~P16(x17714,f70(x17711,x17712,x17713))+E(f66(x17711,x17712,x17713,x17714),x17714)+E(f291(f291(f72(x17711,x17712),f75(x17711,x17712)),f291(f72(x17711,x17712),f72(x17711,x17712))),f69(x17711,x17712))
% 23.26/23.34 [1772]P4(x17721)+~P23(x17722)+~P16(x17724,f70(x17721,x17722,x17723))+E(f66(x17721,x17722,x17723,x17724),x17724)+E(f291(f291(f76(x17721,x17722),f78(x17721,x17722)),f291(f76(x17721,x17722),f76(x17721,x17722))),f71(x17721,x17722))
% 23.26/23.34 [1824]P4(x18241)+~P23(x18242)+~P16(x18244,f70(x18241,x18242,x18243))+E(f81(x18241,x18242,x18243,x18244),f79(x18241,x18242,x18243,x18244))+E(f291(f291(f72(x18241,x18242),f75(x18241,x18242)),f291(f72(x18241,x18242),f72(x18241,x18242))),f69(x18241,x18242))
% 23.26/23.34 [1825]P4(x18251)+~P23(x18252)+~P16(x18254,f70(x18251,x18252,x18253))+E(f81(x18251,x18252,x18253,x18254),f79(x18251,x18252,x18253,x18254))+E(f291(f291(f76(x18251,x18252),f78(x18251,x18252)),f291(f76(x18251,x18252),f76(x18251,x18252))),f71(x18251,x18252))
% 23.26/23.34 [1828]P4(x18281)+~P23(x18282)+~P16(x18284,f70(x18281,x18282,x18283))+P16(f79(x18281,x18282,x18283,x18284),x18281)+E(f291(f291(f72(x18281,x18282),f75(x18281,x18282)),f291(f72(x18281,x18282),f72(x18281,x18282))),f69(x18281,x18282))
% 23.26/23.34 [1829]P4(x18291)+~P23(x18292)+~P16(x18294,f70(x18291,x18292,x18293))+P16(f79(x18291,x18292,x18293,x18294),x18291)+E(f291(f291(f76(x18291,x18292),f78(x18291,x18292)),f291(f76(x18291,x18292),f76(x18291,x18292))),f71(x18291,x18292))
% 23.26/23.34 [1837]P4(x18371)+~P23(x18372)+~P16(x18374,f70(x18371,x18372,x18373))+P16(f66(x18371,x18372,x18373,x18374),f3(x18371,x18373))+E(f291(f291(f72(x18371,x18372),f75(x18371,x18372)),f291(f72(x18371,x18372),f72(x18371,x18372))),f69(x18371,x18372))
% 23.26/23.34 [1838]P4(x18381)+~P23(x18382)+~P16(x18384,f70(x18381,x18382,x18383))+P16(f66(x18381,x18382,x18383,x18384),f3(x18381,x18383))+E(f291(f291(f76(x18381,x18382),f78(x18381,x18382)),f291(f76(x18381,x18382),f76(x18381,x18382))),f71(x18381,x18382))
% 23.26/23.34 [1902]P4(x19021)+~P23(x19022)+~P16(x19024,f70(x19021,x19022,x19023))+P16(f80(x19021,x19022,x19023,x19024),f81(x19021,x19022,x19023,x19024))+E(f291(f291(f72(x19021,x19022),f75(x19021,x19022)),f291(f72(x19021,x19022),f72(x19021,x19022))),f69(x19021,x19022))
% 23.26/23.34 [1903]P4(x19031)+~P23(x19032)+~P16(x19034,f70(x19031,x19032,x19033))+P16(f80(x19031,x19032,x19033,x19034),f81(x19031,x19032,x19033,x19034))+E(f291(f291(f76(x19031,x19032),f78(x19031,x19032)),f291(f76(x19031,x19032),f76(x19031,x19032))),f71(x19031,x19032))
% 23.26/23.34 [1935]~P23(x19352)+~P16(x19354,x19353)+~P16(f65(x19352,x19353,x19351),x19351)+E(x19351,f282(x19352,x19353))+~P16(f291(f291(f65(x19352,x19353,x19351),x19354),f291(f65(x19352,x19353,x19351),f65(x19352,x19353,x19351))),x19352)
% 23.26/23.34 [2001]~P14(x20013)+~P23(x20013)+~P23(x20012)+~P16(x20014,f131(x20011,x20012,x20013))+E(f291(f291(f132(x20011,x20012,x20013,x20014),f133(x20011,x20012,x20013,x20014)),f291(f132(x20011,x20012,x20013,x20014),f132(x20011,x20012,x20013,x20014))),x20014)
% 23.26/23.34 [2002]P4(x20021)+~P23(x20022)+~P16(x20024,f70(x20021,x20022,x20023))+E(f67(x20021,x20022),f69(x20021,x20022))+E(f291(f291(f79(x20021,x20022,x20023,x20024),f80(x20021,x20022,x20023,x20024)),f291(f79(x20021,x20022,x20023,x20024),f79(x20021,x20022,x20023,x20024))),x20024)
% 23.26/23.34 [2003]P4(x20031)+~P23(x20032)+~P16(x20034,f70(x20031,x20032,x20033))+E(f71(x20031,x20032),f67(x20031,x20032))+E(f291(f291(f79(x20031,x20032,x20033,x20034),f80(x20031,x20032,x20033,x20034)),f291(f79(x20031,x20032,x20033,x20034),f79(x20031,x20032,x20033,x20034))),x20034)
% 23.26/23.34 [2004]P4(x20041)+~P23(x20042)+~P16(x20044,f70(x20041,x20042,x20043))+E(f72(x20041,x20042),f74(x20041,x20042))+E(f291(f291(f79(x20041,x20042,x20043,x20044),f80(x20041,x20042,x20043,x20044)),f291(f79(x20041,x20042,x20043,x20044),f79(x20041,x20042,x20043,x20044))),x20044)
% 23.26/23.34 [2005]P4(x20051)+~P23(x20052)+~P16(x20054,f70(x20051,x20052,x20053))+E(f76(x20051,x20052),f77(x20051,x20052))+E(f291(f291(f79(x20051,x20052,x20053,x20054),f80(x20051,x20052,x20053,x20054)),f291(f79(x20051,x20052,x20053,x20054),f79(x20051,x20052,x20053,x20054))),x20054)
% 23.26/23.34 [2006]P4(x20061)+~P23(x20062)+P16(f72(x20061,x20062),x20061)+~P16(x20064,f70(x20061,x20062,x20063))+E(f291(f291(f79(x20061,x20062,x20063,x20064),f80(x20061,x20062,x20063,x20064)),f291(f79(x20061,x20062,x20063,x20064),f79(x20061,x20062,x20063,x20064))),x20064)
% 23.26/23.34 [2007]P4(x20071)+~P23(x20072)+P16(f76(x20071,x20072),x20071)+~P16(x20074,f70(x20071,x20072,x20073))+E(f291(f291(f79(x20071,x20072,x20073,x20074),f80(x20071,x20072,x20073,x20074)),f291(f79(x20071,x20072,x20073,x20074),f79(x20071,x20072,x20073,x20074))),x20074)
% 23.26/23.34 [2008]P4(x20081)+~P23(x20082)+~E(f71(x20081,x20082),f69(x20081,x20082))+~P16(x20084,f70(x20081,x20082,x20083))+E(f291(f291(f79(x20081,x20082,x20083,x20084),f80(x20081,x20082,x20083,x20084)),f291(f79(x20081,x20082,x20083,x20084),f79(x20081,x20082,x20083,x20084))),x20084)
% 23.26/23.34 [2009]P4(x20091)+~P23(x20092)+P16(f75(x20091,x20092),f74(x20091,x20092))+~P16(x20094,f70(x20091,x20092,x20093))+E(f291(f291(f79(x20091,x20092,x20093,x20094),f80(x20091,x20092,x20093,x20094)),f291(f79(x20091,x20092,x20093,x20094),f79(x20091,x20092,x20093,x20094))),x20094)
% 23.26/23.34 [2010]P4(x20101)+~P23(x20102)+P16(f78(x20101,x20102),f77(x20101,x20102))+~P16(x20104,f70(x20101,x20102,x20103))+E(f291(f291(f79(x20101,x20102,x20103,x20104),f80(x20101,x20102,x20103,x20104)),f291(f79(x20101,x20102,x20103,x20104),f79(x20101,x20102,x20103,x20104))),x20104)
% 23.26/23.34 [2016]P4(x20161)+~P23(x20162)+~P16(x20164,f70(x20161,x20162,x20163))+E(f291(f291(f72(x20161,x20162),f75(x20161,x20162)),f291(f72(x20161,x20162),f72(x20161,x20162))),f69(x20161,x20162))+E(f291(f291(f79(x20161,x20162,x20163,x20164),f80(x20161,x20162,x20163,x20164)),f291(f79(x20161,x20162,x20163,x20164),f79(x20161,x20162,x20163,x20164))),x20164)
% 23.26/23.34 [2017]P4(x20171)+~P23(x20172)+~P16(x20174,f70(x20171,x20172,x20173))+E(f291(f291(f76(x20171,x20172),f78(x20171,x20172)),f291(f76(x20171,x20172),f76(x20171,x20172))),f71(x20171,x20172))+E(f291(f291(f79(x20171,x20172,x20173,x20174),f80(x20171,x20172,x20173,x20174)),f291(f79(x20171,x20172,x20173,x20174),f79(x20171,x20172,x20173,x20174))),x20174)
% 23.26/23.34 [2076]~P14(x20761)+~P23(x20763)+~P23(x20761)+~P16(x20764,f131(x20762,x20763,x20761))+P16(f291(f291(f2(x20761,f132(x20762,x20763,x20761,x20764)),f2(x20761,f133(x20762,x20763,x20761,x20764))),f291(f2(x20761,f132(x20762,x20763,x20761,x20764)),f2(x20761,f132(x20762,x20763,x20761,x20764)))),x20763)
% 23.26/23.34 [1271]~P16(x12711,x12715)+E(x12711,x12712)+E(x12711,x12713)+E(x12711,x12714)+~E(x12715,f293(x12714,x12713,x12712))
% 23.26/23.34 [1514]~P16(x15145,x15142)+~P16(x15141,f3(x15142,x15143))+P16(x15141,f119(x15142,x15143))+~E(x15144,f291(x15145,x15145))+~E(f291(f291(x15145,x15144),f291(x15145,x15145)),x15141)
% 23.26/23.34 [1562]~P23(x15624)+~P23(x15623)+P16(x15621,x15622)+~E(x15623,f278(x15624,x15622))+~P16(f291(f291(x15621,x15625),f291(x15621,x15621)),x15623)
% 23.26/23.34 [1563]~P23(x15634)+~P23(x15633)+P16(x15631,x15632)+~E(x15633,f285(x15632,x15634))+~P16(f291(f291(x15635,x15631),f291(x15635,x15635)),x15633)
% 23.26/23.34 [1582]~P23(x15823)+P16(x15821,x15822)+~P16(x15825,x15824)+~E(x15822,f280(x15823,x15824))+~P16(f291(f291(x15825,x15821),f291(x15825,x15825)),x15823)
% 23.26/23.34 [1583]~P23(x15833)+P16(x15831,x15832)+~P16(x15835,x15834)+~E(x15832,f282(x15833,x15834))+~P16(f291(f291(x15831,x15835),f291(x15831,x15831)),x15833)
% 23.26/23.34 [1649]~P23(x16494)+~P23(x16493)+~E(x16494,f278(x16493,x16495))+~P16(f291(f291(x16491,x16492),f291(x16491,x16491)),x16494)+P16(f291(f291(x16491,x16492),f291(x16491,x16491)),x16493)
% 23.26/23.34 [1650]~P23(x16504)+~P23(x16503)+~E(x16504,f285(x16505,x16503))+~P16(f291(f291(x16501,x16502),f291(x16501,x16501)),x16504)+P16(f291(f291(x16501,x16502),f291(x16501,x16501)),x16503)
% 23.26/23.34 [1651]~P23(x16513)+P16(x16511,x16512)+~P14(x16513)+~P23(x16514)+~P16(f291(f291(x16515,x16511),f291(x16515,x16515)),f55(x16512,x16514,x16513))
% 23.26/23.34 [1652]~P23(x16523)+P16(x16521,x16522)+~P14(x16523)+~P23(x16524)+~P16(f291(f291(x16521,x16525),f291(x16521,x16521)),f55(x16522,x16524,x16523))
% 23.26/23.34 [1659]~P16(x16595,x16593)+~P16(x16594,x16592)+~P16(f209(x16592,x16593,x16591),x16591)+E(x16591,f3(x16592,x16593))+~E(f209(x16592,x16593,x16591),f291(f291(x16594,x16595),f291(x16594,x16594)))
% 23.26/23.34 [1822]~P14(x18221)+~P23(x18224)+~P23(x18221)+~P16(f291(f291(x18222,x18223),f291(x18222,x18222)),f55(x18225,x18224,x18221))+P16(f291(f291(f2(x18221,x18222),f2(x18221,x18223)),f291(f2(x18221,x18222),f2(x18221,x18222))),x18224)
% 23.26/23.34 [2040]~P23(x20402)+P4(x20401)+~P16(x20404,f123(x20401,x20402,x20403))+~P16(x20405,f124(x20401,x20402,x20403,x20404))+P16(f291(f291(f126(x20401,x20402,x20403,x20404),x20405),f291(f126(x20401,x20402,x20403,x20404),f126(x20401,x20402,x20403,x20404))),x20402)
% 23.26/23.34 [1404]~P16(x14046,x14044)+~P16(x14045,x14043)+P16(x14041,x14042)+~E(x14042,f3(x14043,x14044))+~E(x14041,f291(f291(x14045,x14046),f291(x14045,x14045)))
% 23.26/23.34 [1166]P16(x11662,x11661)+P16(x11661,x11662)+~P16(x11662,x11663)+~P16(x11661,x11663)+E(x11661,x11662)+~P3(x11663)
% 23.26/23.34 [1276]~P14(x12761)+~P23(x12761)+~P33(x12763,x12762,x12761)+P22(x12761)+~P23(x12762)+~P23(x12763)
% 23.26/23.34 [1301]~P23(x13013)+~P23(x13011)+~P23(x13012)+~P33(x13012,x13011,x13013)+P11(x13011,x13012)+~P14(x13013)
% 23.26/23.34 [1032]~P14(x10323)+~P23(x10323)+~P22(x10323)+P13(x10321,x10322)+~E(f275(x10323),x10322)+~E(f5(x10323),x10321)
% 23.26/23.34 [1224]~P1(x12242)+~P1(x12243)+~P16(x12243,x12241)+~P30(x12241,x12242)+E(x12241,a1)+P27(f170(x12241,x12242),x12243)
% 23.26/23.34 [1284]~P14(x12842)+~P23(x12841)+~P23(x12842)+~P33(x12841,x12843,x12842)+~P23(x12843)+E(f277(x12841),f5(x12842))
% 23.26/23.34 [1285]~P14(x12851)+~P23(x12852)+~P23(x12851)+~P33(x12853,x12852,x12851)+~P23(x12853)+E(f275(x12851),f277(x12852))
% 23.26/23.34 [1372]P4(x13721)+~P23(x13722)+~P16(x13723,x13721)+E(f139(x13721,x13722),f142(x13721,x13722))+P16(f146(x13721,x13722),x13721)+E(f150(x13721,x13722,x13723),x13723)
% 23.26/23.34 [1373]P4(x13731)+~P23(x13732)+~P16(x13733,x13731)+E(f147(x13731,x13732),f139(x13731,x13732))+P16(f146(x13731,x13732),x13731)+E(f150(x13731,x13732,x13733),x13733)
% 23.26/23.34 [1374]~P14(x13742)+~P23(x13742)+~P16(x13743,f5(x13742))+~P16(f234(x13742,x13741),x13741)+~E(f234(x13742,x13741),f2(x13742,x13743))+E(x13741,f275(x13742))
% 23.26/23.34 [1387]P4(x13871)+~P23(x13872)+~P16(x13873,x13871)+P16(f139(x13871,x13872),x13871)+P16(f146(x13871,x13872),x13871)+E(f150(x13871,x13872,x13873),x13873)
% 23.26/23.34 [1394]P4(x13941)+~P23(x13942)+~P16(x13943,x13941)+P16(f146(x13941,x13942),x13941)+~E(f143(x13941,x13942),f144(x13941,x13942))+E(f150(x13941,x13942,x13943),x13943)
% 23.26/23.34 [1396]~P14(x13963)+~P23(x13963)+~P23(x13961)+~P23(x13962)+~P33(x13962,x13961,x13963)+P33(x13961,x13962,f266(x13963))
% 23.26/23.34 [1414]P4(x14141)+~P23(x14142)+~P16(x14143,x14141)+P16(f146(x14141,x14142),x14141)+P16(f144(x14141,x14142),f142(x14141,x14142))+E(f150(x14141,x14142,x14143),x14143)
% 23.26/23.34 [1415]P4(x14151)+~P23(x14152)+~P16(x14153,x14151)+P16(f146(x14151,x14152),x14151)+P16(f143(x14151,x14152),f147(x14151,x14152))+E(f150(x14151,x14152,x14153),x14153)
% 23.26/23.34 [1331]~P14(x13312)+~P14(x13311)+~P23(x13312)+~P23(x13311)+~P16(x13313,f5(x13311))+E(f2(f274(x13311,x13312),x13313),f2(x13312,f2(x13311,x13313)))
% 23.26/23.34 [1377]~P14(x13772)+~P23(x13773)+~P23(x13772)+~P14(x13773)+P16(x13771,f5(x13772))+~P16(x13771,f5(f274(x13772,x13773)))
% 23.26/23.34 [1402]~P14(x14023)+~P14(x14021)+~P23(x14023)+~P23(x14021)+P16(f2(x14021,x14022),f5(x14023))+~P16(x14022,f5(f274(x14021,x14023)))
% 23.26/23.35 [1458]~P14(x14581)+~P14(x14582)+~P23(x14581)+~P23(x14582)+E(f2(f274(x14581,x14582),x14583),f2(x14582,f2(x14581,x14583)))+~P16(x14583,f5(f274(x14581,x14582)))
% 23.26/23.35 [1592]P4(x15921)+~P23(x15922)+~P16(x15923,x15921)+P16(f146(x15921,x15922),x15921)+E(f139(x15921,x15922),f142(x15921,x15922))+P16(f2(f145(x15921,x15922),x15923),f150(x15921,x15922,x15923))
% 23.26/23.35 [1593]P4(x15931)+~P23(x15932)+~P16(x15933,x15931)+P16(f146(x15931,x15932),x15931)+E(f147(x15931,x15932),f139(x15931,x15932))+P16(f2(f145(x15931,x15932),x15933),f150(x15931,x15932,x15933))
% 23.26/23.35 [1603]~P23(x16032)+~P16(x16033,x16031)+P4(x16031)+P16(f146(x16031,x16032),x16031)+P16(f139(x16031,x16032),x16031)+P16(f2(f145(x16031,x16032),x16033),f150(x16031,x16032,x16033))
% 23.26/23.35 [1604]~P23(x16042)+~P16(x16043,x16041)+P4(x16041)+~E(f143(x16041,x16042),f144(x16041,x16042))+P16(f146(x16041,x16042),x16041)+P16(f2(f145(x16041,x16042),x16043),f150(x16041,x16042,x16043))
% 23.26/23.35 [1616]~P23(x16162)+~P16(x16163,x16161)+P4(x16161)+P16(f144(x16161,x16162),f142(x16161,x16162))+P16(f146(x16161,x16162),x16161)+P16(f2(f145(x16161,x16162),x16163),f150(x16161,x16162,x16163))
% 23.26/23.35 [1617]~P23(x16172)+~P16(x16173,x16171)+P4(x16171)+P16(f143(x16171,x16172),f147(x16171,x16172))+P16(f146(x16171,x16172),x16171)+P16(f2(f145(x16171,x16172),x16173),f150(x16171,x16172,x16173))
% 23.26/23.35 [1799]~P14(x17992)+~P23(x17992)+~P16(f19(x17992,x17993,x17991),x17991)+~P16(f19(x17992,x17993,x17991),f5(x17992))+E(x17991,f282(x17992,x17993))+~P16(f2(x17992,f19(x17992,x17993,x17991)),x17993)
% 23.26/23.35 [1268]~P14(x12682)+~P14(x12681)+~P23(x12682)+~P23(x12681)+~E(x12681,f278(x12682,x12683))+E(f5(x12681),f284(f5(x12682),f284(f5(x12682),x12683)))
% 23.26/23.35 [1709]~P23(x17092)+P4(x17091)+P16(f146(x17091,x17092),x17091)+~P16(x17093,f142(x17091,x17092))+P14(f145(x17091,x17092))+P16(f291(f291(f144(x17091,x17092),x17093),f291(f144(x17091,x17092),f144(x17091,x17092))),x17092)
% 23.26/23.35 [1710]~P23(x17102)+P4(x17101)+P16(f146(x17101,x17102),x17101)+~P16(x17103,f147(x17101,x17102))+P14(f145(x17101,x17102))+P16(f291(f291(f143(x17101,x17102),x17103),f291(f143(x17101,x17102),f143(x17101,x17102))),x17102)
% 23.26/23.35 [1711]~P23(x17112)+P4(x17111)+P16(f146(x17111,x17112),x17111)+~P16(x17113,f142(x17111,x17112))+P23(f145(x17111,x17112))+P16(f291(f291(f144(x17111,x17112),x17113),f291(f144(x17111,x17112),f144(x17111,x17112))),x17112)
% 23.26/23.35 [1712]~P23(x17122)+P4(x17121)+P16(f146(x17121,x17122),x17121)+~P16(x17123,f147(x17121,x17122))+P23(f145(x17121,x17122))+P16(f291(f291(f143(x17121,x17122),x17123),f291(f143(x17121,x17122),f143(x17121,x17122))),x17122)
% 23.26/23.35 [1713]P4(x17131)+~P23(x17132)+P16(f146(x17131,x17132),x17131)+~P16(x17133,f142(x17131,x17132))+E(f5(f145(x17131,x17132)),x17131)+P16(f291(f291(f144(x17131,x17132),x17133),f291(f144(x17131,x17132),f144(x17131,x17132))),x17132)
% 23.26/23.35 [1714]P4(x17141)+~P23(x17142)+P16(f146(x17141,x17142),x17141)+~P16(x17143,f147(x17141,x17142))+E(f5(f145(x17141,x17142)),x17141)+P16(f291(f291(f143(x17141,x17142),x17143),f291(f143(x17141,x17142),f143(x17141,x17142))),x17142)
% 23.26/23.35 [1987]~P23(x19871)+~P23(x19873)+~P23(x19872)+E(x19871,f274(x19872,x19873))+P16(f291(f291(f250(x19872,x19873,x19871),f252(x19872,x19873,x19871)),f291(f250(x19872,x19873,x19871),f250(x19872,x19873,x19871))),x19871)+P16(f291(f291(f250(x19872,x19873,x19871),f253(x19872,x19873,x19871)),f291(f250(x19872,x19873,x19871),f250(x19872,x19873,x19871))),x19872)
% 23.26/23.35 [1988]~P23(x19881)+~P23(x19883)+~P23(x19882)+E(x19881,f274(x19882,x19883))+P16(f291(f291(f250(x19882,x19883,x19881),f252(x19882,x19883,x19881)),f291(f250(x19882,x19883,x19881),f250(x19882,x19883,x19881))),x19881)+P16(f291(f291(f253(x19882,x19883,x19881),f252(x19882,x19883,x19881)),f291(f253(x19882,x19883,x19881),f253(x19882,x19883,x19881))),x19883)
% 23.26/23.35 [2035]~P23(x20351)+~P23(x20352)+~P16(f208(x20352,x20353,x20351),x20353)+E(x20351,f278(x20352,x20353))+~P16(f291(f291(f208(x20352,x20353,x20351),f215(x20352,x20353,x20351)),f291(f208(x20352,x20353,x20351),f208(x20352,x20353,x20351))),x20351)+~P16(f291(f291(f208(x20352,x20353,x20351),f215(x20352,x20353,x20351)),f291(f208(x20352,x20353,x20351),f208(x20352,x20353,x20351))),x20352)
% 23.26/23.35 [2036]~P23(x20361)+~P23(x20363)+~P16(f268(x20362,x20363,x20361),x20362)+E(x20361,f285(x20362,x20363))+~P16(f291(f291(f257(x20362,x20363,x20361),f268(x20362,x20363,x20361)),f291(f257(x20362,x20363,x20361),f257(x20362,x20363,x20361))),x20361)+~P16(f291(f291(f257(x20362,x20363,x20361),f268(x20362,x20363,x20361)),f291(f257(x20362,x20363,x20361),f257(x20362,x20363,x20361))),x20363)
% 23.26/23.35 [1526]~P14(x15262)+~P30(x15261,x15264)+~P31(x15262,x15263,x15261)+~P25(x15262,x15263,x15261)+P25(x15262,x15263,x15264)+E(x15261,a1)
% 23.26/23.35 [1531]~P14(x15311)+~P31(x15311,x15312,x15314)+~P25(x15311,x15312,x15314)+P25(x15311,x15312,x15313)+~P30(x15314,x15313)+~E(x15312,a1)
% 23.26/23.35 [1211]~P14(x12113)+~P23(x12113)+P16(x12111,x12112)+~P16(x12114,f5(x12113))+~E(x12111,f2(x12113,x12114))+~E(x12112,f275(x12113))
% 23.26/23.35 [1343]~P14(x13433)+~P23(x13433)+P16(x13431,x13432)+~P16(x13431,f5(x13433))+~P16(f2(x13433,x13431),x13434)+~E(x13432,f282(x13433,x13434))
% 23.26/23.35 [1500]~P14(x15002)+~P31(x15002,x15004,x15001)+~P25(x15002,x15004,x15001)+~P16(x15003,x15004)+E(x15001,a1)+P16(f2(x15002,x15003),f275(x15002))
% 23.26/23.35 [1697]~P14(x16973)+~P23(x16973)+~P23(x16972)+E(f97(x16971,x16972,x16973),f98(x16971,x16972,x16973))+~P16(x16974,f99(x16971,x16972,x16973))+E(f96(x16971,x16972,x16973,x16974),x16974)
% 23.26/23.35 [1698]~P14(x16983)+~P23(x16983)+~P23(x16982)+E(f100(x16981,x16982,x16983),f97(x16981,x16982,x16983))+~P16(x16984,f99(x16981,x16982,x16983))+E(f96(x16981,x16982,x16983,x16984),x16984)
% 23.26/23.35 [1727]~P14(x17273)+~P23(x17273)+~P23(x17272)+~E(f100(x17271,x17272,x17273),f98(x17271,x17272,x17273))+~P16(x17274,f99(x17271,x17272,x17273))+E(f96(x17271,x17272,x17273,x17274),x17274)
% 23.26/23.35 [1809]~P14(x18093)+~P23(x18093)+~P23(x18092)+~P16(x18094,f99(x18091,x18092,x18093))+E(f97(x18091,x18092,x18093),f98(x18091,x18092,x18093))+P16(f96(x18091,x18092,x18093,x18094),f3(x18091,x18091))
% 23.26/23.35 [1810]~P14(x18103)+~P23(x18103)+~P23(x18102)+~P16(x18104,f99(x18101,x18102,x18103))+E(f100(x18101,x18102,x18103),f97(x18101,x18102,x18103))+P16(f96(x18101,x18102,x18103,x18104),f3(x18101,x18101))
% 23.26/23.35 [1817]~P14(x18173)+~P23(x18173)+~P23(x18172)+~E(f100(x18171,x18172,x18173),f98(x18171,x18172,x18173))+~P16(x18174,f99(x18171,x18172,x18173))+P16(f96(x18171,x18172,x18173,x18174),f3(x18171,x18171))
% 23.26/23.35 [1457]~P16(x14572,x14574)+~P6(x14572,f270(x14571))+P16(f289(x14571,x14572),x14573)+~E(x14574,f4(x14571,x14573))+~P6(x14573,f270(f270(x14571)))+~P6(x14574,f270(f270(x14571)))
% 23.26/23.35 [1466]~P1(x14664)+~P1(x14663)+~P16(x14664,x14662)+~E(x14661,x14664)+P16(x14661,f141(x14662,x14663))+~P16(x14661,f287(x14663,f291(x14663,x14663)))
% 23.26/23.35 [1470]~P23(x14703)+~P16(x14702,x14704)+~P16(x14701,x14704)+~P30(x14701,x14702)+~E(x14703,f269(x14704))+P16(f291(f291(x14701,x14702),f291(x14701,x14701)),x14703)
% 23.26/23.35 [1486]P16(x14861,x14862)+~P6(x14861,f270(x14863))+~P16(f289(x14863,x14861),x14864)+~E(x14862,f4(x14863,x14864))+~P6(x14862,f270(f270(x14863)))+~P6(x14864,f270(f270(x14863)))
% 23.26/23.35 [1591]~P23(x15913)+~P16(x15912,x15914)+~P16(x15911,x15914)+P30(x15911,x15912)+~E(x15913,f269(x15914))+~P16(f291(f291(x15911,x15912),f291(x15911,x15911)),x15913)
% 23.26/23.35 [1656]P4(x16561)+~P23(x16562)+~P16(x16563,f62(x16561,x16562))+~P16(x16564,f64(x16561,x16562,x16563))+E(f56(x16561,x16562),f57(x16561,x16562))+P16(f291(f291(x16563,x16564),f291(x16563,x16563)),x16562)
% 23.26/23.35 [1657]P4(x16571)+~P23(x16572)+~P16(x16573,f62(x16571,x16572))+~P16(x16574,f64(x16571,x16572,x16573))+E(f63(x16571,x16572),f56(x16571,x16572))+P16(f291(f291(x16573,x16574),f291(x16573,x16573)),x16572)
% 23.26/23.35 [1661]~P23(x16612)+P4(x16611)+~P16(x16613,f62(x16611,x16612))+~P16(x16614,f64(x16611,x16612,x16613))+P16(f56(x16611,x16612),x16611)+P16(f291(f291(x16613,x16614),f291(x16613,x16613)),x16612)
% 23.26/23.35 [1662]~P23(x16624)+P4(x16621)+~E(f58(x16621,x16624),f59(x16621,x16624))+~P16(x16622,f62(x16621,x16624))+~P16(x16623,f64(x16621,x16624,x16622))+P16(f291(f291(x16622,x16623),f291(x16622,x16622)),x16624)
% 23.26/23.35 [1668]~P23(x16682)+P4(x16681)+~P16(x16683,f62(x16681,x16682))+~P16(x16684,f64(x16681,x16682,x16683))+P16(f59(x16681,x16682),f57(x16681,x16682))+P16(f291(f291(x16683,x16684),f291(x16683,x16683)),x16682)
% 23.26/23.35 [1669]~P23(x16692)+P4(x16691)+~P16(x16693,f62(x16691,x16692))+~P16(x16694,f64(x16691,x16692,x16693))+P16(f58(x16691,x16692),f63(x16691,x16692))+P16(f291(f291(x16693,x16694),f291(x16693,x16693)),x16692)
% 23.26/23.35 [1751]P4(x17511)+~P23(x17512)+~P16(x17514,f57(x17511,x17512))+~P16(x17513,f62(x17511,x17512))+E(f61(x17511,x17512,x17513),f64(x17511,x17512,x17513))+P16(f291(f291(f59(x17511,x17512),x17514),f291(f59(x17511,x17512),f59(x17511,x17512))),x17512)
% 23.26/23.35 [1752]P4(x17521)+~P23(x17522)+~P16(x17524,f63(x17521,x17522))+~P16(x17523,f62(x17521,x17522))+E(f61(x17521,x17522,x17523),f64(x17521,x17522,x17523))+P16(f291(f291(f58(x17521,x17522),x17524),f291(f58(x17521,x17522),f58(x17521,x17522))),x17522)
% 23.26/23.35 [1757]~P23(x17573)+P4(x17571)+~P16(x17574,f57(x17571,x17573))+~P16(x17572,f62(x17571,x17573))+P16(x17572,f64(x17571,x17573,x17572))+P16(f291(f291(f59(x17571,x17573),x17574),f291(f59(x17571,x17573),f59(x17571,x17573))),x17573)
% 23.26/23.35 [1758]~P23(x17583)+P4(x17581)+~P16(x17584,f63(x17581,x17583))+~P16(x17582,f62(x17581,x17583))+P16(x17582,f64(x17581,x17583,x17582))+P16(f291(f291(f58(x17581,x17583),x17584),f291(f58(x17581,x17583),f58(x17581,x17583))),x17583)
% 23.26/23.35 [1759]~P23(x17592)+P4(x17591)+~P16(x17594,f57(x17591,x17592))+~P16(x17593,f62(x17591,x17592))+P16(f61(x17591,x17592,x17593),x17591)+P16(f291(f291(f59(x17591,x17592),x17594),f291(f59(x17591,x17592),f59(x17591,x17592))),x17592)
% 23.26/23.35 [1760]~P23(x17602)+P4(x17601)+~P16(x17604,f63(x17601,x17602))+~P16(x17603,f62(x17601,x17602))+P16(f61(x17601,x17602,x17603),x17601)+P16(f291(f291(f58(x17601,x17602),x17604),f291(f58(x17601,x17602),f58(x17601,x17602))),x17602)
% 23.26/23.35 [1899]~P14(x18993)+~P23(x18993)+~P23(x18992)+~P16(x18994,f99(x18991,x18992,x18993))+E(f96(x18991,x18992,x18993,x18994),x18994)+E(f291(f291(f102(x18991,x18992,x18993),f103(x18991,x18992,x18993)),f291(f102(x18991,x18992,x18993),f102(x18991,x18992,x18993))),f98(x18991,x18992,x18993))
% 23.26/23.35 [1900]~P14(x19003)+~P23(x19003)+~P23(x19002)+~P16(x19004,f99(x19001,x19002,x19003))+E(f96(x19001,x19002,x19003,x19004),x19004)+E(f291(f291(f104(x19001,x19002,x19003),f105(x19001,x19002,x19003)),f291(f104(x19001,x19002,x19003),f104(x19001,x19002,x19003))),f100(x19001,x19002,x19003))
% 23.26/23.35 [1906]~P14(x19063)+~P23(x19063)+~P23(x19062)+~P16(x19064,f99(x19061,x19062,x19063))+P16(f96(x19061,x19062,x19063,x19064),f3(x19061,x19061))+E(f291(f291(f102(x19061,x19062,x19063),f103(x19061,x19062,x19063)),f291(f102(x19061,x19062,x19063),f102(x19061,x19062,x19063))),f98(x19061,x19062,x19063))
% 23.26/23.35 [1907]~P14(x19073)+~P23(x19073)+~P23(x19072)+~P16(x19074,f99(x19071,x19072,x19073))+P16(f96(x19071,x19072,x19073,x19074),f3(x19071,x19071))+E(f291(f291(f104(x19071,x19072,x19073),f105(x19071,x19072,x19073)),f291(f104(x19071,x19072,x19073),f104(x19071,x19072,x19073))),f100(x19071,x19072,x19073))
% 23.26/23.35 [2011]~P14(x20113)+~P23(x20113)+~P23(x20112)+~P16(x20114,f99(x20111,x20112,x20113))+E(f97(x20111,x20112,x20113),f98(x20111,x20112,x20113))+E(f291(f291(f106(x20111,x20112,x20113,x20114),f107(x20111,x20112,x20113,x20114)),f291(f106(x20111,x20112,x20113,x20114),f106(x20111,x20112,x20113,x20114))),x20114)
% 23.26/23.35 [2012]~P14(x20123)+~P23(x20123)+~P23(x20122)+~P16(x20124,f99(x20121,x20122,x20123))+E(f100(x20121,x20122,x20123),f97(x20121,x20122,x20123))+E(f291(f291(f106(x20121,x20122,x20123,x20124),f107(x20121,x20122,x20123,x20124)),f291(f106(x20121,x20122,x20123,x20124),f106(x20121,x20122,x20123,x20124))),x20124)
% 23.26/23.35 [2013]~P14(x20133)+~P23(x20133)+~P23(x20132)+~E(f100(x20131,x20132,x20133),f98(x20131,x20132,x20133))+~P16(x20134,f99(x20131,x20132,x20133))+E(f291(f291(f106(x20131,x20132,x20133,x20134),f107(x20131,x20132,x20133,x20134)),f291(f106(x20131,x20132,x20133,x20134),f106(x20131,x20132,x20133,x20134))),x20134)
% 23.26/23.35 [2032]~P14(x20323)+~P23(x20323)+~P23(x20322)+~P16(x20324,f99(x20321,x20322,x20323))+E(f291(f291(f102(x20321,x20322,x20323),f103(x20321,x20322,x20323)),f291(f102(x20321,x20322,x20323),f102(x20321,x20322,x20323))),f98(x20321,x20322,x20323))+E(f291(f291(f106(x20321,x20322,x20323,x20324),f107(x20321,x20322,x20323,x20324)),f291(f106(x20321,x20322,x20323,x20324),f106(x20321,x20322,x20323,x20324))),x20324)
% 23.26/23.35 [2033]~P14(x20333)+~P23(x20333)+~P23(x20332)+~P16(x20334,f99(x20331,x20332,x20333))+E(f291(f291(f104(x20331,x20332,x20333),f105(x20331,x20332,x20333)),f291(f104(x20331,x20332,x20333),f104(x20331,x20332,x20333))),f100(x20331,x20332,x20333))+E(f291(f291(f106(x20331,x20332,x20333,x20334),f107(x20331,x20332,x20333,x20334)),f291(f106(x20331,x20332,x20333,x20334),f106(x20331,x20332,x20333,x20334))),x20334)
% 23.26/23.35 [2014]~P14(x20143)+~P23(x20143)+~P23(x20142)+~P16(x20144,f99(x20141,x20142,x20143))+E(f96(x20141,x20142,x20143,x20144),x20144)+P16(f291(f291(f2(x20143,f102(x20141,x20142,x20143)),f2(x20143,f103(x20141,x20142,x20143))),f291(f2(x20143,f102(x20141,x20142,x20143)),f2(x20143,f102(x20141,x20142,x20143)))),x20142)
% 23.26/23.35 [2015]~P14(x20153)+~P23(x20153)+~P23(x20152)+~P16(x20154,f99(x20151,x20152,x20153))+E(f96(x20151,x20152,x20153,x20154),x20154)+P16(f291(f291(f2(x20153,f104(x20151,x20152,x20153)),f2(x20153,f105(x20151,x20152,x20153))),f291(f2(x20153,f104(x20151,x20152,x20153)),f2(x20153,f104(x20151,x20152,x20153)))),x20152)
% 23.26/23.35 [2022]~P14(x20223)+~P23(x20223)+~P23(x20222)+~P16(x20224,f99(x20221,x20222,x20223))+P16(f96(x20221,x20222,x20223,x20224),f3(x20221,x20221))+P16(f291(f291(f2(x20223,f102(x20221,x20222,x20223)),f2(x20223,f103(x20221,x20222,x20223))),f291(f2(x20223,f102(x20221,x20222,x20223)),f2(x20223,f102(x20221,x20222,x20223)))),x20222)
% 23.26/23.35 [2023]~P14(x20233)+~P23(x20233)+~P23(x20232)+~P16(x20234,f99(x20231,x20232,x20233))+P16(f96(x20231,x20232,x20233,x20234),f3(x20231,x20231))+P16(f291(f291(f2(x20233,f104(x20231,x20232,x20233)),f2(x20233,f105(x20231,x20232,x20233))),f291(f2(x20233,f104(x20231,x20232,x20233)),f2(x20233,f104(x20231,x20232,x20233)))),x20232)
% 23.26/23.35 [2054]~P14(x20543)+~P23(x20543)+~P23(x20542)+~P16(x20544,f99(x20541,x20542,x20543))+E(f291(f291(f106(x20541,x20542,x20543,x20544),f107(x20541,x20542,x20543,x20544)),f291(f106(x20541,x20542,x20543,x20544),f106(x20541,x20542,x20543,x20544))),x20544)+P16(f291(f291(f2(x20543,f102(x20541,x20542,x20543)),f2(x20543,f103(x20541,x20542,x20543))),f291(f2(x20543,f102(x20541,x20542,x20543)),f2(x20543,f102(x20541,x20542,x20543)))),x20542)
% 23.26/23.35 [2055]~P14(x20553)+~P23(x20553)+~P23(x20552)+~P16(x20554,f99(x20551,x20552,x20553))+E(f291(f291(f106(x20551,x20552,x20553,x20554),f107(x20551,x20552,x20553,x20554)),f291(f106(x20551,x20552,x20553,x20554),f106(x20551,x20552,x20553,x20554))),x20554)+P16(f291(f291(f2(x20553,f104(x20551,x20552,x20553)),f2(x20553,f105(x20551,x20552,x20553))),f291(f2(x20553,f104(x20551,x20552,x20553)),f2(x20553,f104(x20551,x20552,x20553)))),x20552)
% 23.26/23.35 [2077]~P14(x20773)+~P23(x20772)+~P23(x20773)+~P16(x20774,f99(x20771,x20772,x20773))+E(f97(x20771,x20772,x20773),f98(x20771,x20772,x20773))+P16(f291(f291(f2(x20773,f106(x20771,x20772,x20773,x20774)),f2(x20773,f107(x20771,x20772,x20773,x20774))),f291(f2(x20773,f106(x20771,x20772,x20773,x20774)),f2(x20773,f106(x20771,x20772,x20773,x20774)))),x20772)
% 23.26/23.35 [2078]~P14(x20783)+~P23(x20782)+~P23(x20783)+~P16(x20784,f99(x20781,x20782,x20783))+E(f100(x20781,x20782,x20783),f97(x20781,x20782,x20783))+P16(f291(f291(f2(x20783,f106(x20781,x20782,x20783,x20784)),f2(x20783,f107(x20781,x20782,x20783,x20784))),f291(f2(x20783,f106(x20781,x20782,x20783,x20784)),f2(x20783,f106(x20781,x20782,x20783,x20784)))),x20782)
% 23.26/23.35 [2079]~P14(x20791)+~P23(x20793)+~P23(x20791)+~E(f100(x20792,x20793,x20791),f98(x20792,x20793,x20791))+~P16(x20794,f99(x20792,x20793,x20791))+P16(f291(f291(f2(x20791,f106(x20792,x20793,x20791,x20794)),f2(x20791,f107(x20792,x20793,x20791,x20794))),f291(f2(x20791,f106(x20792,x20793,x20791,x20794)),f2(x20791,f106(x20792,x20793,x20791,x20794)))),x20793)
% 23.26/23.35 [2080]~P14(x20803)+~P23(x20802)+~P23(x20803)+~P16(x20804,f99(x20801,x20802,x20803))+E(f291(f291(f102(x20801,x20802,x20803),f103(x20801,x20802,x20803)),f291(f102(x20801,x20802,x20803),f102(x20801,x20802,x20803))),f98(x20801,x20802,x20803))+P16(f291(f291(f2(x20803,f106(x20801,x20802,x20803,x20804)),f2(x20803,f107(x20801,x20802,x20803,x20804))),f291(f2(x20803,f106(x20801,x20802,x20803,x20804)),f2(x20803,f106(x20801,x20802,x20803,x20804)))),x20802)
% 23.26/23.35 [2081]~P14(x20813)+~P23(x20812)+~P23(x20813)+~P16(x20814,f99(x20811,x20812,x20813))+E(f291(f291(f104(x20811,x20812,x20813),f105(x20811,x20812,x20813)),f291(f104(x20811,x20812,x20813),f104(x20811,x20812,x20813))),f100(x20811,x20812,x20813))+P16(f291(f291(f2(x20813,f106(x20811,x20812,x20813,x20814)),f2(x20813,f107(x20811,x20812,x20813,x20814))),f291(f2(x20813,f106(x20811,x20812,x20813,x20814)),f2(x20813,f106(x20811,x20812,x20813,x20814)))),x20812)
% 23.26/23.35 [2082]~P14(x20821)+~P23(x20823)+~P23(x20821)+~P16(x20824,f99(x20822,x20823,x20821))+P16(f291(f291(f2(x20821,f102(x20822,x20823,x20821)),f2(x20821,f103(x20822,x20823,x20821))),f291(f2(x20821,f102(x20822,x20823,x20821)),f2(x20821,f102(x20822,x20823,x20821)))),x20823)+P16(f291(f291(f2(x20821,f106(x20822,x20823,x20821,x20824)),f2(x20821,f107(x20822,x20823,x20821,x20824))),f291(f2(x20821,f106(x20822,x20823,x20821,x20824)),f2(x20821,f106(x20822,x20823,x20821,x20824)))),x20823)
% 23.26/23.35 [2083]~P14(x20831)+~P23(x20833)+~P23(x20831)+~P16(x20834,f99(x20832,x20833,x20831))+P16(f291(f291(f2(x20831,f104(x20832,x20833,x20831)),f2(x20831,f105(x20832,x20833,x20831))),f291(f2(x20831,f104(x20832,x20833,x20831)),f2(x20831,f104(x20832,x20833,x20831)))),x20833)+P16(f291(f291(f2(x20831,f106(x20832,x20833,x20831,x20834)),f2(x20831,f107(x20832,x20833,x20831,x20834))),f291(f2(x20831,f106(x20832,x20833,x20831,x20834)),f2(x20831,f106(x20832,x20833,x20831,x20834)))),x20833)
% 23.26/23.35 [1529]~P31(x15294,x15293,x15291)+~P25(x15294,x15293,x15291)+P16(x15292,x15293)+~P14(x15294)+E(x15291,a1)+~P16(x15292,f282(x15294,x15295))
% 23.26/23.35 [1576]~P14(x15762)+~P25(x15762,x15765,x15761)+~P31(x15762,x15765,x15761)+~P16(x15763,f282(x15762,x15764))+E(x15761,a1)+P16(f2(x15762,x15763),x15764)
% 23.26/23.35 [1653]~P23(x16533)+~P23(x16535)+~P16(x16532,x16534)+~E(x16533,f285(x16534,x16535))+~P16(f291(f291(x16531,x16532),f291(x16531,x16531)),x16535)+P16(f291(f291(x16531,x16532),f291(x16531,x16531)),x16533)
% 23.26/23.35 [1654]~P23(x16543)+~P23(x16544)+~P16(x16541,x16545)+~E(x16543,f278(x16544,x16545))+~P16(f291(f291(x16541,x16542),f291(x16541,x16541)),x16544)+P16(f291(f291(x16541,x16542),f291(x16541,x16541)),x16543)
% 23.26/23.35 [1874]P4(x18741)+~P23(x18742)+E(f40(x18741,x18742),f41(x18741,x18742))+~P16(x18744,f47(x18741,x18742,x18745,x18743))+~P16(f291(f291(x18745,x18743),f291(x18745,x18745)),f44(x18741,x18742))+P16(f291(f291(x18743,x18744),f291(x18743,x18743)),x18742)
% 23.26/23.35 [1875]P4(x18751)+~P23(x18752)+E(f45(x18751,x18752),f40(x18751,x18752))+~P16(x18754,f47(x18751,x18752,x18755,x18753))+~P16(f291(f291(x18755,x18753),f291(x18755,x18755)),f44(x18751,x18752))+P16(f291(f291(x18753,x18754),f291(x18753,x18753)),x18752)
% 23.26/23.35 [1879]~P23(x18792)+P4(x18791)+P16(f40(x18791,x18792),x18791)+~P16(x18794,f47(x18791,x18792,x18795,x18793))+~P16(f291(f291(x18795,x18793),f291(x18795,x18795)),f44(x18791,x18792))+P16(f291(f291(x18793,x18794),f291(x18793,x18793)),x18792)
% 23.26/23.35 [1880]~P23(x18804)+P4(x18801)+~E(f42(x18801,x18804),f43(x18801,x18804))+~P16(x18803,f47(x18801,x18804,x18805,x18802))+~P16(f291(f291(x18805,x18802),f291(x18805,x18805)),f44(x18801,x18804))+P16(f291(f291(x18802,x18803),f291(x18802,x18802)),x18804)
% 23.26/23.35 [1883]~P23(x18832)+P4(x18831)+P16(f43(x18831,x18832),f41(x18831,x18832))+~P16(x18834,f47(x18831,x18832,x18835,x18833))+~P16(f291(f291(x18835,x18833),f291(x18835,x18835)),f44(x18831,x18832))+P16(f291(f291(x18833,x18834),f291(x18833,x18833)),x18832)
% 23.26/23.35 [1884]~P23(x18842)+P4(x18841)+P16(f42(x18841,x18842),f45(x18841,x18842))+~P16(x18844,f47(x18841,x18842,x18845,x18843))+~P16(f291(f291(x18845,x18843),f291(x18845,x18845)),f44(x18841,x18842))+P16(f291(f291(x18843,x18844),f291(x18843,x18843)),x18842)
% 23.26/23.35 [2057]~P23(x20574)+~P23(x20573)+~P23(x20572)+~E(x20574,f274(x20572,x20573))+~P16(f291(f291(x20571,x20575),f291(x20571,x20571)),x20574)+P16(f291(f291(x20571,f251(x20572,x20573,x20574,x20571,x20575)),f291(x20571,x20571)),x20572)
% 23.26/23.35 [1793]~P23(x17933)+P4(x17931)+P16(x17932,x17931)+~P16(x17934,f41(x17931,x17933))+~P16(f291(f291(x17932,x17935),f291(x17932,x17932)),f44(x17931,x17933))+P16(f291(f291(f43(x17931,x17933),x17934),f291(f43(x17931,x17933),f43(x17931,x17933))),x17933)
% 23.26/23.35 [1794]~P23(x17943)+P4(x17941)+P16(x17942,x17941)+~P16(x17944,f45(x17941,x17943))+~P16(f291(f291(x17942,x17945),f291(x17942,x17942)),f44(x17941,x17943))+P16(f291(f291(f42(x17941,x17943),x17944),f291(f42(x17941,x17943),f42(x17941,x17943))),x17943)
% 23.26/23.35 [1820]P4(x18201)+~P23(x18202)+~P16(x18205,f74(x18201,x18202))+~P16(x18204,f70(x18201,x18202,x18203))+E(f66(x18201,x18202,x18203,x18204),x18204)+P16(f291(f291(f75(x18201,x18202),x18205),f291(f75(x18201,x18202),f75(x18201,x18202))),x18202)
% 23.26/23.35 [1821]P4(x18211)+~P23(x18212)+~P16(x18215,f77(x18211,x18212))+~P16(x18214,f70(x18211,x18212,x18213))+E(f66(x18211,x18212,x18213,x18214),x18214)+P16(f291(f291(f78(x18211,x18212),x18215),f291(f78(x18211,x18212),f78(x18211,x18212))),x18212)
% 23.26/23.35 [1840]P4(x18401)+~P23(x18402)+~P16(x18405,f41(x18401,x18402))+E(f47(x18401,x18402,x18403,x18404),x18403)+~P16(f291(f291(x18403,x18404),f291(x18403,x18403)),f44(x18401,x18402))+P16(f291(f291(f43(x18401,x18402),x18405),f291(f43(x18401,x18402),f43(x18401,x18402))),x18402)
% 23.26/23.35 [1841]P4(x18411)+~P23(x18412)+~P16(x18415,f45(x18411,x18412))+E(f47(x18411,x18412,x18413,x18414),x18413)+~P16(f291(f291(x18413,x18414),f291(x18413,x18413)),f44(x18411,x18412))+P16(f291(f291(f42(x18411,x18412),x18415),f291(f42(x18411,x18412),f42(x18411,x18412))),x18412)
% 23.26/23.35 [1860]P4(x18601)+~P23(x18602)+~P16(x18605,f74(x18601,x18602))+~P16(x18604,f70(x18601,x18602,x18603))+E(f81(x18601,x18602,x18603,x18604),f79(x18601,x18602,x18603,x18604))+P16(f291(f291(f75(x18601,x18602),x18605),f291(f75(x18601,x18602),f75(x18601,x18602))),x18602)
% 23.26/23.35 [1861]P4(x18611)+~P23(x18612)+~P16(x18615,f77(x18611,x18612))+~P16(x18614,f70(x18611,x18612,x18613))+E(f81(x18611,x18612,x18613,x18614),f79(x18611,x18612,x18613,x18614))+P16(f291(f291(f78(x18611,x18612),x18615),f291(f78(x18611,x18612),f78(x18611,x18612))),x18612)
% 23.26/23.35 [1862]~P23(x18622)+P4(x18621)+~P16(x18625,f74(x18621,x18622))+~P16(x18624,f70(x18621,x18622,x18623))+P16(f79(x18621,x18622,x18623,x18624),x18621)+P16(f291(f291(f75(x18621,x18622),x18625),f291(f75(x18621,x18622),f75(x18621,x18622))),x18622)
% 23.26/23.35 [1863]~P23(x18632)+P4(x18631)+~P16(x18635,f77(x18631,x18632))+~P16(x18634,f70(x18631,x18632,x18633))+P16(f79(x18631,x18632,x18633,x18634),x18631)+P16(f291(f291(f78(x18631,x18632),x18635),f291(f78(x18631,x18632),f78(x18631,x18632))),x18632)
% 23.26/23.35 [1876]~P23(x18762)+P4(x18761)+~P16(x18765,f74(x18761,x18762))+~P16(x18764,f70(x18761,x18762,x18763))+P16(f66(x18761,x18762,x18763,x18764),f3(x18761,x18763))+P16(f291(f291(f75(x18761,x18762),x18765),f291(f75(x18761,x18762),f75(x18761,x18762))),x18762)
% 23.26/23.35 [1877]~P23(x18772)+P4(x18771)+~P16(x18775,f77(x18771,x18772))+~P16(x18774,f70(x18771,x18772,x18773))+P16(f66(x18771,x18772,x18773,x18774),f3(x18771,x18773))+P16(f291(f291(f78(x18771,x18772),x18775),f291(f78(x18771,x18772),f78(x18771,x18772))),x18772)
% 23.26/23.35 [1887]~P23(x18873)+P4(x18871)+~P16(x18875,f41(x18871,x18873))+P16(x18872,f47(x18871,x18873,x18874,x18872))+~P16(f291(f291(x18874,x18872),f291(x18874,x18874)),f44(x18871,x18873))+P16(f291(f291(f43(x18871,x18873),x18875),f291(f43(x18871,x18873),f43(x18871,x18873))),x18873)
% 23.26/23.35 [1888]~P23(x18883)+P4(x18881)+~P16(x18885,f45(x18881,x18883))+P16(x18882,f47(x18881,x18883,x18884,x18882))+~P16(f291(f291(x18884,x18882),f291(x18884,x18884)),f44(x18881,x18883))+P16(f291(f291(f42(x18881,x18883),x18885),f291(f42(x18881,x18883),f42(x18881,x18883))),x18883)
% 23.26/23.35 [1908]~P23(x19082)+P4(x19081)+~P16(x19085,f74(x19081,x19082))+~P16(x19084,f70(x19081,x19082,x19083))+P16(f80(x19081,x19082,x19083,x19084),f81(x19081,x19082,x19083,x19084))+P16(f291(f291(f75(x19081,x19082),x19085),f291(f75(x19081,x19082),f75(x19081,x19082))),x19082)
% 23.26/23.35 [1909]~P23(x19092)+P4(x19091)+~P16(x19095,f77(x19091,x19092))+~P16(x19094,f70(x19091,x19092,x19093))+P16(f80(x19091,x19092,x19093,x19094),f81(x19091,x19092,x19093,x19094))+P16(f291(f291(f78(x19091,x19092),x19095),f291(f78(x19091,x19092),f78(x19091,x19092))),x19092)
% 23.26/23.35 [2024]P4(x20241)+~P23(x20242)+~P16(x20245,f74(x20241,x20242))+~P16(x20244,f70(x20241,x20242,x20243))+E(f291(f291(f79(x20241,x20242,x20243,x20244),f80(x20241,x20242,x20243,x20244)),f291(f79(x20241,x20242,x20243,x20244),f79(x20241,x20242,x20243,x20244))),x20244)+P16(f291(f291(f75(x20241,x20242),x20245),f291(f75(x20241,x20242),f75(x20241,x20242))),x20242)
% 23.26/23.35 [2025]P4(x20251)+~P23(x20252)+~P16(x20255,f77(x20251,x20252))+~P16(x20254,f70(x20251,x20252,x20253))+E(f291(f291(f79(x20251,x20252,x20253,x20254),f80(x20251,x20252,x20253,x20254)),f291(f79(x20251,x20252,x20253,x20254),f79(x20251,x20252,x20253,x20254))),x20254)+P16(f291(f291(f78(x20251,x20252),x20255),f291(f78(x20251,x20252),f78(x20251,x20252))),x20252)
% 23.26/23.35 [2041]P4(x20411)+~P23(x20412)+~P16(x20414,f70(x20411,x20412,x20413))+~P16(x20415,f81(x20411,x20412,x20413,x20414))+E(f67(x20411,x20412),f69(x20411,x20412))+P16(f291(f291(f80(x20411,x20412,x20413,x20414),x20415),f291(f80(x20411,x20412,x20413,x20414),f80(x20411,x20412,x20413,x20414))),x20412)
% 23.26/23.35 [2042]P4(x20421)+~P23(x20422)+~P16(x20424,f70(x20421,x20422,x20423))+~P16(x20425,f81(x20421,x20422,x20423,x20424))+E(f71(x20421,x20422),f67(x20421,x20422))+P16(f291(f291(f80(x20421,x20422,x20423,x20424),x20425),f291(f80(x20421,x20422,x20423,x20424),f80(x20421,x20422,x20423,x20424))),x20422)
% 23.26/23.35 [2043]P4(x20431)+~P23(x20432)+~P16(x20434,f70(x20431,x20432,x20433))+~P16(x20435,f81(x20431,x20432,x20433,x20434))+E(f72(x20431,x20432),f74(x20431,x20432))+P16(f291(f291(f80(x20431,x20432,x20433,x20434),x20435),f291(f80(x20431,x20432,x20433,x20434),f80(x20431,x20432,x20433,x20434))),x20432)
% 23.26/23.35 [2044]P4(x20441)+~P23(x20442)+~P16(x20444,f70(x20441,x20442,x20443))+~P16(x20445,f81(x20441,x20442,x20443,x20444))+E(f76(x20441,x20442),f77(x20441,x20442))+P16(f291(f291(f80(x20441,x20442,x20443,x20444),x20445),f291(f80(x20441,x20442,x20443,x20444),f80(x20441,x20442,x20443,x20444))),x20442)
% 23.26/23.35 [2045]~P23(x20452)+P4(x20451)+~P16(x20454,f70(x20451,x20452,x20453))+~P16(x20455,f81(x20451,x20452,x20453,x20454))+P16(f72(x20451,x20452),x20451)+P16(f291(f291(f80(x20451,x20452,x20453,x20454),x20455),f291(f80(x20451,x20452,x20453,x20454),f80(x20451,x20452,x20453,x20454))),x20452)
% 23.26/23.35 [2046]~P23(x20462)+P4(x20461)+~P16(x20464,f70(x20461,x20462,x20463))+~P16(x20465,f81(x20461,x20462,x20463,x20464))+P16(f76(x20461,x20462),x20461)+P16(f291(f291(f80(x20461,x20462,x20463,x20464),x20465),f291(f80(x20461,x20462,x20463,x20464),f80(x20461,x20462,x20463,x20464))),x20462)
% 23.26/23.35 [2047]~P23(x20472)+P4(x20471)+~E(f71(x20471,x20472),f69(x20471,x20472))+~P16(x20474,f70(x20471,x20472,x20473))+~P16(x20475,f81(x20471,x20472,x20473,x20474))+P16(f291(f291(f80(x20471,x20472,x20473,x20474),x20475),f291(f80(x20471,x20472,x20473,x20474),f80(x20471,x20472,x20473,x20474))),x20472)
% 23.26/23.35 [2048]~P23(x20482)+P4(x20481)+~P16(x20484,f70(x20481,x20482,x20483))+~P16(x20485,f81(x20481,x20482,x20483,x20484))+P16(f75(x20481,x20482),f74(x20481,x20482))+P16(f291(f291(f80(x20481,x20482,x20483,x20484),x20485),f291(f80(x20481,x20482,x20483,x20484),f80(x20481,x20482,x20483,x20484))),x20482)
% 23.26/23.35 [2049]~P23(x20492)+P4(x20491)+~P16(x20494,f70(x20491,x20492,x20493))+~P16(x20495,f81(x20491,x20492,x20493,x20494))+P16(f78(x20491,x20492),f77(x20491,x20492))+P16(f291(f291(f80(x20491,x20492,x20493,x20494),x20495),f291(f80(x20491,x20492,x20493,x20494),f80(x20491,x20492,x20493,x20494))),x20492)
% 23.26/23.35 [2050]P4(x20501)+~P23(x20502)+~P16(x20504,f70(x20501,x20502,x20503))+~P16(x20505,f81(x20501,x20502,x20503,x20504))+E(f291(f291(f72(x20501,x20502),f75(x20501,x20502)),f291(f72(x20501,x20502),f72(x20501,x20502))),f69(x20501,x20502))+P16(f291(f291(f80(x20501,x20502,x20503,x20504),x20505),f291(f80(x20501,x20502,x20503,x20504),f80(x20501,x20502,x20503,x20504))),x20502)
% 23.26/23.35 [2051]P4(x20511)+~P23(x20512)+~P16(x20514,f70(x20511,x20512,x20513))+~P16(x20515,f81(x20511,x20512,x20513,x20514))+E(f291(f291(f76(x20511,x20512),f78(x20511,x20512)),f291(f76(x20511,x20512),f76(x20511,x20512))),f71(x20511,x20512))+P16(f291(f291(f80(x20511,x20512,x20513,x20514),x20515),f291(f80(x20511,x20512,x20513,x20514),f80(x20511,x20512,x20513,x20514))),x20512)
% 23.26/23.35 [2084]~P23(x20843)+~P23(x20842)+~P23(x20841)+~E(x20843,f274(x20841,x20842))+~P16(f291(f291(x20844,x20845),f291(x20844,x20844)),x20843)+P16(f291(f291(f251(x20841,x20842,x20843,x20844,x20845),x20845),f291(f251(x20841,x20842,x20843,x20844,x20845),f251(x20841,x20842,x20843,x20844,x20845))),x20842)
% 23.26/23.35 [1010]~P23(x10101)+~P5(x10101)+~P9(x10101)+~P29(x10101)+~P35(x10101)+~P24(x10101)+P36(x10101)
% 23.26/23.35 [1322]~P23(x13221)+~P17(x13221,x13222)+~P18(x13221,x13222)+~P19(x13221,x13222)+~P20(x13221,x13222)+~P21(x13221,x13222)+P34(x13221,x13222)
% 23.26/23.35 [1031]~P14(x10311)+~P14(x10312)+~P23(x10311)+~P23(x10312)+~P22(x10311)+~E(x10312,f266(x10311))+E(f275(x10311),f5(x10312))
% 23.26/23.35 [1291]~P23(x12912)+~P23(x12911)+~P36(x12913)+~P33(x12913,x12911,x12912)+P36(x12911)+~P14(x12912)+~P23(x12913)
% 23.26/23.35 [1312]~P14(x13123)+~P23(x13123)+~P22(x13123)+E(x13121,x13122)+~P16(x13122,f5(x13123))+~P16(x13121,f5(x13123))+~E(f2(x13123,x13121),f2(x13123,x13122))
% 23.26/23.35 [1422]~P14(x14223)+~P14(x14222)+~P23(x14223)+~P23(x14222)+~P16(x14221,f5(x14222))+~P16(f2(x14222,x14221),f5(x14223))+P16(x14221,f5(f274(x14222,x14223)))
% 23.26/23.35 [1629]~P23(x16293)+~P9(x16293)+E(x16291,x16292)+~P16(x16292,f277(x16293))+~P16(x16291,f277(x16293))+P16(f291(f291(x16291,x16292),f291(x16291,x16291)),x16293)+P16(f291(f291(x16292,x16291),f291(x16292,x16292)),x16293)
% 23.26/23.35 [1549]~P14(x15492)+~P14(x15491)+~P23(x15492)+~P23(x15491)+P16(f182(x15493,x15491,x15492),f5(x15491))+E(x15491,f278(x15492,x15493))+~E(f5(x15491),f284(f5(x15492),f284(f5(x15492),x15493)))
% 23.26/23.35 [1681]~P14(x16812)+~P14(x16811)+~P23(x16812)+~P23(x16811)+E(x16811,f278(x16812,x16813))+~E(f2(x16811,f182(x16813,x16811,x16812)),f2(x16812,f182(x16813,x16811,x16812)))+~E(f5(x16811),f284(f5(x16812),f284(f5(x16812),x16813)))
% 23.26/23.35 [1264]~P14(x12643)+~P14(x12641)+~P23(x12643)+~P23(x12641)+~P16(x12642,f5(x12641))+E(f2(x12641,x12642),f2(x12643,x12642))+~E(x12641,f278(x12643,x12644))
% 23.26/23.35 [1636]~P14(x16362)+~P23(x16362)+~P16(x16364,x16363)+~P16(x16364,f5(x16362))+~P16(f238(x16362,x16363,x16361),x16361)+~E(f238(x16362,x16363,x16361),f2(x16362,x16364))+E(x16361,f280(x16362,x16363))
% 23.26/23.35 [1721]P4(x17211)+~P23(x17212)+~P16(x17213,x17214)+~E(f146(x17211,x17212),x17214)+E(f139(x17211,x17212),f142(x17211,x17212))+P16(f149(x17211,x17212,x17213,x17214),x17214)+P14(f145(x17211,x17212))
% 23.26/23.35 [1722]P4(x17221)+~P23(x17222)+~P16(x17223,x17224)+~E(f146(x17221,x17222),x17224)+E(f139(x17221,x17222),f142(x17221,x17222))+P16(f149(x17221,x17222,x17223,x17224),x17224)+P23(f145(x17221,x17222))
% 23.26/23.35 [1723]P4(x17231)+~P23(x17232)+~P16(x17233,x17234)+~E(f146(x17231,x17232),x17234)+E(f147(x17231,x17232),f139(x17231,x17232))+P16(f149(x17231,x17232,x17233,x17234),x17234)+P14(f145(x17231,x17232))
% 23.26/23.35 [1724]P4(x17241)+~P23(x17242)+~P16(x17243,x17244)+~E(f146(x17241,x17242),x17244)+E(f147(x17241,x17242),f139(x17241,x17242))+P16(f149(x17241,x17242,x17243,x17244),x17244)+P23(f145(x17241,x17242))
% 23.26/23.35 [1728]~P23(x17282)+~P16(x17283,x17284)+P4(x17281)+P16(f139(x17281,x17282),x17281)+~E(f146(x17281,x17282),x17284)+P16(f149(x17281,x17282,x17283,x17284),x17284)+P14(f145(x17281,x17282))
% 23.26/23.35 [1729]~P23(x17292)+~P16(x17293,x17294)+P4(x17291)+P16(f139(x17291,x17292),x17291)+~E(f146(x17291,x17292),x17294)+P16(f149(x17291,x17292,x17293,x17294),x17294)+P23(f145(x17291,x17292))
% 23.26/23.35 [1731]~P23(x17312)+~P16(x17313,x17314)+P4(x17311)+~E(f146(x17311,x17312),x17314)+~E(f143(x17311,x17312),f144(x17311,x17312))+P16(f149(x17311,x17312,x17313,x17314),x17314)+P14(f145(x17311,x17312))
% 23.26/23.35 [1732]~P23(x17322)+~P16(x17323,x17324)+P4(x17321)+~E(f146(x17321,x17322),x17324)+~E(f143(x17321,x17322),f144(x17321,x17322))+P16(f149(x17321,x17322,x17323,x17324),x17324)+P23(f145(x17321,x17322))
% 23.26/23.35 [1739]~P23(x17392)+~P16(x17393,x17394)+P4(x17391)+P16(f144(x17391,x17392),f142(x17391,x17392))+~E(f146(x17391,x17392),x17394)+P16(f149(x17391,x17392,x17393,x17394),x17394)+P14(f145(x17391,x17392))
% 23.26/23.35 [1740]~P23(x17402)+~P16(x17403,x17404)+P4(x17401)+P16(f143(x17401,x17402),f147(x17401,x17402))+~E(f146(x17401,x17402),x17404)+P16(f149(x17401,x17402,x17403,x17404),x17404)+P14(f145(x17401,x17402))
% 23.26/23.35 [1741]~P23(x17412)+~P16(x17413,x17414)+P4(x17411)+P16(f144(x17411,x17412),f142(x17411,x17412))+~E(f146(x17411,x17412),x17414)+P16(f149(x17411,x17412,x17413,x17414),x17414)+P23(f145(x17411,x17412))
% 23.26/23.35 [1742]~P23(x17422)+~P16(x17423,x17424)+P4(x17421)+P16(f143(x17421,x17422),f147(x17421,x17422))+~E(f146(x17421,x17422),x17424)+P16(f149(x17421,x17422,x17423,x17424),x17424)+P23(f145(x17421,x17422))
% 23.26/23.35 [1626]~P23(x16263)+~P16(x16261,x16264)+~P18(x16263,x16264)+E(x16261,x16262)+~P16(x16262,x16264)+P16(f291(f291(x16261,x16262),f291(x16261,x16261)),x16263)+P16(f291(f291(x16262,x16261),f291(x16262,x16262)),x16263)
% 23.26/23.35 [1682]~P16(x16821,x16824)+~P17(x16823,x16824)+E(x16821,x16822)+~P16(x16822,x16824)+~P23(x16823)+~P16(f291(f291(x16822,x16821),f291(x16822,x16822)),x16823)+~P16(f291(f291(x16821,x16822),f291(x16821,x16821)),x16823)
% 23.26/23.35 [1725]P4(x17251)+~P23(x17252)+~P16(x17253,x17254)+E(f139(x17251,x17252),f142(x17251,x17252))+~E(f146(x17251,x17252),x17254)+P16(f149(x17251,x17252,x17253,x17254),x17254)+E(f5(f145(x17251,x17252)),x17251)
% 23.26/23.35 [1726]P4(x17261)+~P23(x17262)+~P16(x17263,x17264)+E(f147(x17261,x17262),f139(x17261,x17262))+~E(f146(x17261,x17262),x17264)+P16(f149(x17261,x17262,x17263,x17264),x17264)+E(f5(f145(x17261,x17262)),x17261)
% 23.26/23.35 [1730]P4(x17301)+~P23(x17302)+~P16(x17303,x17304)+P16(f139(x17301,x17302),x17301)+~E(f146(x17301,x17302),x17304)+P16(f149(x17301,x17302,x17303,x17304),x17304)+E(f5(f145(x17301,x17302)),x17301)
% 23.26/23.35 [1733]P4(x17331)+~P23(x17332)+~P16(x17333,x17334)+~E(f146(x17331,x17332),x17334)+~E(f143(x17331,x17332),f144(x17331,x17332))+P16(f149(x17331,x17332,x17333,x17334),x17334)+E(f5(f145(x17331,x17332)),x17331)
% 23.26/23.35 [1743]P4(x17431)+~P23(x17432)+~P16(x17433,x17434)+P16(f144(x17431,x17432),f142(x17431,x17432))+~E(f146(x17431,x17432),x17434)+P16(f149(x17431,x17432,x17433,x17434),x17434)+E(f5(f145(x17431,x17432)),x17431)
% 23.26/23.35 [1744]P4(x17441)+~P23(x17442)+~P16(x17443,x17444)+P16(f143(x17441,x17442),f147(x17441,x17442))+~E(f146(x17441,x17442),x17444)+P16(f149(x17441,x17442,x17443,x17444),x17444)+E(f5(f145(x17441,x17442)),x17441)
% 23.26/23.35 [1955]P4(x19551)+~P23(x19552)+~P16(x19554,x19553)+E(f139(x19551,x19552),f142(x19551,x19552))+~E(f146(x19551,x19552),x19553)+P14(f145(x19551,x19552))+~P16(f291(f291(x19554,f149(x19551,x19552,x19554,x19553)),f291(x19554,x19554)),x19552)
% 23.26/23.35 [1956]P4(x19561)+~P23(x19562)+~P16(x19564,x19563)+E(f139(x19561,x19562),f142(x19561,x19562))+~E(f146(x19561,x19562),x19563)+P23(f145(x19561,x19562))+~P16(f291(f291(x19564,f149(x19561,x19562,x19564,x19563)),f291(x19564,x19564)),x19562)
% 23.26/23.35 [1957]P4(x19571)+~P23(x19572)+~P16(x19574,x19573)+E(f147(x19571,x19572),f139(x19571,x19572))+~E(f146(x19571,x19572),x19573)+P14(f145(x19571,x19572))+~P16(f291(f291(x19574,f149(x19571,x19572,x19574,x19573)),f291(x19574,x19574)),x19572)
% 23.26/23.35 [1958]P4(x19581)+~P23(x19582)+~P16(x19584,x19583)+E(f147(x19581,x19582),f139(x19581,x19582))+~E(f146(x19581,x19582),x19583)+P23(f145(x19581,x19582))+~P16(f291(f291(x19584,f149(x19581,x19582,x19584,x19583)),f291(x19584,x19584)),x19582)
% 23.26/23.35 [1959]P4(x19591)+~P23(x19592)+~P16(x19594,x19593)+E(f139(x19591,x19592),f142(x19591,x19592))+~E(f146(x19591,x19592),x19593)+~P16(f291(f291(x19594,f149(x19591,x19592,x19594,x19593)),f291(x19594,x19594)),x19592)+E(f5(f145(x19591,x19592)),x19591)
% 23.26/23.35 [1960]P4(x19601)+~P23(x19602)+~P16(x19604,x19603)+E(f147(x19601,x19602),f139(x19601,x19602))+~E(f146(x19601,x19602),x19603)+~P16(f291(f291(x19604,f149(x19601,x19602,x19604,x19603)),f291(x19604,x19604)),x19602)+E(f5(f145(x19601,x19602)),x19601)
% 23.26/23.35 [1961]~P23(x19612)+P4(x19611)+~P16(x19614,x19613)+P16(f139(x19611,x19612),x19611)+~E(f146(x19611,x19612),x19613)+~P16(f291(f291(x19614,f149(x19611,x19612,x19614,x19613)),f291(x19614,x19614)),x19612)+P14(f145(x19611,x19612))
% 23.26/23.35 [1962]~P23(x19622)+P4(x19621)+~P16(x19624,x19623)+P16(f139(x19621,x19622),x19621)+~E(f146(x19621,x19622),x19623)+~P16(f291(f291(x19624,f149(x19621,x19622,x19624,x19623)),f291(x19624,x19624)),x19622)+P23(f145(x19621,x19622))
% 23.26/23.35 [1963]P4(x19631)+~P23(x19632)+~P16(x19634,x19633)+P16(f139(x19631,x19632),x19631)+~E(f146(x19631,x19632),x19633)+~P16(f291(f291(x19634,f149(x19631,x19632,x19634,x19633)),f291(x19634,x19634)),x19632)+E(f5(f145(x19631,x19632)),x19631)
% 23.26/23.35 [1964]~P23(x19642)+P4(x19641)+~P16(x19644,x19643)+~E(f143(x19641,x19642),f144(x19641,x19642))+~E(f146(x19641,x19642),x19643)+~P16(f291(f291(x19644,f149(x19641,x19642,x19644,x19643)),f291(x19644,x19644)),x19642)+P14(f145(x19641,x19642))
% 23.26/23.35 [1965]~P23(x19652)+P4(x19651)+~P16(x19654,x19653)+~E(f143(x19651,x19652),f144(x19651,x19652))+~E(f146(x19651,x19652),x19653)+~P16(f291(f291(x19654,f149(x19651,x19652,x19654,x19653)),f291(x19654,x19654)),x19652)+P23(f145(x19651,x19652))
% 23.26/23.35 [1966]P4(x19661)+~P23(x19662)+~P16(x19664,x19663)+~E(f143(x19661,x19662),f144(x19661,x19662))+~E(f146(x19661,x19662),x19663)+~P16(f291(f291(x19664,f149(x19661,x19662,x19664,x19663)),f291(x19664,x19664)),x19662)+E(f5(f145(x19661,x19662)),x19661)
% 23.26/23.35 [1967]~P23(x19672)+P4(x19671)+~P16(x19674,x19673)+P16(f144(x19671,x19672),f142(x19671,x19672))+~E(f146(x19671,x19672),x19673)+~P16(f291(f291(x19674,f149(x19671,x19672,x19674,x19673)),f291(x19674,x19674)),x19672)+P14(f145(x19671,x19672))
% 23.26/23.35 [1968]~P23(x19682)+P4(x19681)+~P16(x19684,x19683)+P16(f143(x19681,x19682),f147(x19681,x19682))+~E(f146(x19681,x19682),x19683)+~P16(f291(f291(x19684,f149(x19681,x19682,x19684,x19683)),f291(x19684,x19684)),x19682)+P14(f145(x19681,x19682))
% 23.26/23.35 [1969]~P23(x19692)+P4(x19691)+~P16(x19694,x19693)+P16(f144(x19691,x19692),f142(x19691,x19692))+~E(f146(x19691,x19692),x19693)+~P16(f291(f291(x19694,f149(x19691,x19692,x19694,x19693)),f291(x19694,x19694)),x19692)+P23(f145(x19691,x19692))
% 23.26/23.35 [1970]~P23(x19702)+P4(x19701)+~P16(x19704,x19703)+P16(f143(x19701,x19702),f147(x19701,x19702))+~E(f146(x19701,x19702),x19703)+~P16(f291(f291(x19704,f149(x19701,x19702,x19704,x19703)),f291(x19704,x19704)),x19702)+P23(f145(x19701,x19702))
% 23.26/23.35 [1971]P4(x19711)+~P23(x19712)+~P16(x19714,x19713)+P16(f144(x19711,x19712),f142(x19711,x19712))+~E(f146(x19711,x19712),x19713)+~P16(f291(f291(x19714,f149(x19711,x19712,x19714,x19713)),f291(x19714,x19714)),x19712)+E(f5(f145(x19711,x19712)),x19711)
% 23.26/23.35 [1972]P4(x19721)+~P23(x19722)+~P16(x19724,x19723)+P16(f143(x19721,x19722),f147(x19721,x19722))+~E(f146(x19721,x19722),x19723)+~P16(f291(f291(x19724,f149(x19721,x19722,x19724,x19723)),f291(x19724,x19724)),x19722)+E(f5(f145(x19721,x19722)),x19721)
% 23.26/23.35 [1737]P4(x17371)+~P23(x17372)+~P16(x17373,x17371)+P16(f146(x17371,x17372),x17371)+~P16(x17374,f142(x17371,x17372))+E(f150(x17371,x17372,x17373),x17373)+P16(f291(f291(f144(x17371,x17372),x17374),f291(f144(x17371,x17372),f144(x17371,x17372))),x17372)
% 23.26/23.35 [1738]P4(x17381)+~P23(x17382)+~P16(x17383,x17381)+P16(f146(x17381,x17382),x17381)+~P16(x17384,f147(x17381,x17382))+E(f150(x17381,x17382,x17383),x17383)+P16(f291(f291(f143(x17381,x17382),x17384),f291(f143(x17381,x17382),f143(x17381,x17382))),x17382)
% 23.26/23.35 [1789]~P23(x17892)+~P16(x17893,x17891)+P4(x17891)+~P16(x17894,f142(x17891,x17892))+P16(f146(x17891,x17892),x17891)+P16(f2(f145(x17891,x17892),x17893),f150(x17891,x17892,x17893))+P16(f291(f291(f144(x17891,x17892),x17894),f291(f144(x17891,x17892),f144(x17891,x17892))),x17892)
% 23.26/23.35 [1790]~P23(x17902)+~P16(x17903,x17901)+P4(x17901)+~P16(x17904,f147(x17901,x17902))+P16(f146(x17901,x17902),x17901)+P16(f2(f145(x17901,x17902),x17903),f150(x17901,x17902,x17903))+P16(f291(f291(f143(x17901,x17902),x17904),f291(f143(x17901,x17902),f143(x17901,x17902))),x17902)
% 23.26/23.35 [2037]~P23(x20371)+~P23(x20373)+~P23(x20372)+E(x20371,f274(x20372,x20373))+~P16(f291(f291(x20374,f252(x20372,x20373,x20371)),f291(x20374,x20374)),x20373)+~P16(f291(f291(f250(x20372,x20373,x20371),x20374),f291(f250(x20372,x20373,x20371),f250(x20372,x20373,x20371))),x20372)+~P16(f291(f291(f250(x20372,x20373,x20371),f252(x20372,x20373,x20371)),f291(f250(x20372,x20373,x20371),f250(x20372,x20373,x20371))),x20371)
% 23.26/23.35 [1893]P4(x18931)+~P23(x18932)+~P16(x18933,x18931)+P16(f146(x18931,x18932),x18931)+~P16(x18934,f150(x18931,x18932,x18933))+E(f139(x18931,x18932),f142(x18931,x18932))+P16(f291(f291(f2(f145(x18931,x18932),x18933),x18934),f291(f2(f145(x18931,x18932),x18933),f2(f145(x18931,x18932),x18933))),x18932)
% 23.26/23.35 [1894]P4(x18941)+~P23(x18942)+~P16(x18943,x18941)+P16(f146(x18941,x18942),x18941)+~P16(x18944,f150(x18941,x18942,x18943))+E(f147(x18941,x18942),f139(x18941,x18942))+P16(f291(f291(f2(f145(x18941,x18942),x18943),x18944),f291(f2(f145(x18941,x18942),x18943),f2(f145(x18941,x18942),x18943))),x18942)
% 23.26/23.35 [1895]~P23(x18952)+~P16(x18953,x18951)+P4(x18951)+P16(f146(x18951,x18952),x18951)+~P16(x18954,f150(x18951,x18952,x18953))+P16(f139(x18951,x18952),x18951)+P16(f291(f291(f2(f145(x18951,x18952),x18953),x18954),f291(f2(f145(x18951,x18952),x18953),f2(f145(x18951,x18952),x18953))),x18952)
% 23.26/23.35 [1896]~P23(x18962)+~P16(x18963,x18961)+P4(x18961)+~E(f143(x18961,x18962),f144(x18961,x18962))+~P16(x18964,f150(x18961,x18962,x18963))+P16(f146(x18961,x18962),x18961)+P16(f291(f291(f2(f145(x18961,x18962),x18963),x18964),f291(f2(f145(x18961,x18962),x18963),f2(f145(x18961,x18962),x18963))),x18962)
% 23.26/23.35 [1897]~P23(x18972)+~P16(x18973,x18971)+P4(x18971)+P16(f144(x18971,x18972),f142(x18971,x18972))+~P16(x18974,f150(x18971,x18972,x18973))+P16(f146(x18971,x18972),x18971)+P16(f291(f291(f2(f145(x18971,x18972),x18973),x18974),f291(f2(f145(x18971,x18972),x18973),f2(f145(x18971,x18972),x18973))),x18972)
% 23.26/23.35 [1898]~P23(x18982)+~P16(x18983,x18981)+P4(x18981)+P16(f143(x18981,x18982),f147(x18981,x18982))+~P16(x18984,f150(x18981,x18982,x18983))+P16(f146(x18981,x18982),x18981)+P16(f291(f291(f2(f145(x18981,x18982),x18983),x18984),f291(f2(f145(x18981,x18982),x18983),f2(f145(x18981,x18982),x18983))),x18982)
% 23.26/23.35 [1307]~P14(x13073)+~P23(x13073)+~P16(x13075,x13074)+P16(x13071,x13072)+~P16(x13075,f5(x13073))+~E(x13072,f280(x13073,x13074))+~E(x13071,f2(x13073,x13075))
% 23.26/23.35 [1597]~P14(x15973)+~P31(x15973,x15975,x15971)+~P25(x15973,x15975,x15971)+~P16(x15972,x15975)+~P16(f2(x15973,x15972),x15974)+E(x15971,a1)+P16(x15972,f282(x15973,x15974))
% 23.26/23.35 [1815]~P14(x18151)+~P23(x18154)+~P23(x18151)+~P33(x18155,x18154,x18151)+~P23(x18155)+~P16(f291(f291(x18152,x18153),f291(x18152,x18152)),x18155)+P16(f291(f291(f2(x18151,x18152),f2(x18151,x18153)),f291(f2(x18151,x18152),f2(x18151,x18152))),x18154)
% 23.26/23.35 [1818]~P23(x18184)+P4(x18181)+~P16(x18185,f57(x18181,x18184))+~P16(x18182,f62(x18181,x18184))+~P16(x18183,f64(x18181,x18184,x18182))+P16(f291(f291(x18182,x18183),f291(x18182,x18182)),x18184)+P16(f291(f291(f59(x18181,x18184),x18185),f291(f59(x18181,x18184),f59(x18181,x18184))),x18184)
% 23.26/23.35 [1819]~P23(x18194)+P4(x18191)+~P16(x18195,f63(x18191,x18194))+~P16(x18192,f62(x18191,x18194))+~P16(x18193,f64(x18191,x18194,x18192))+P16(f291(f291(x18192,x18193),f291(x18192,x18192)),x18194)+P16(f291(f291(f58(x18191,x18194),x18195),f291(f58(x18191,x18194),f58(x18191,x18194))),x18194)
% 23.26/23.35 [1857]~P14(x18575)+~P23(x18574)+~P23(x18575)+~P16(x18572,x18573)+~P16(x18571,x18573)+P16(f291(f291(x18571,x18572),f291(x18571,x18571)),f55(x18573,x18574,x18575))+~P16(f291(f291(f2(x18575,x18571),f2(x18575,x18572)),f291(f2(x18575,x18571),f2(x18575,x18571))),x18574)
% 23.26/23.35 [1547]~P16(x15476,x15471)+~E(x15474,x15472)+~P16(x15474,f3(x15471,x15473))+E(f84(x15471),f85(x15471))+P16(x15472,f87(x15471,x15473))+~E(x15475,f291(x15476,x15476))+~E(f291(f291(x15476,x15475),f291(x15476,x15476)),x15472)
% 23.26/23.35 [1548]~P16(x15486,x15481)+~E(x15484,x15482)+~P16(x15484,f3(x15481,x15483))+E(f88(x15481),f84(x15481))+P16(x15482,f87(x15481,x15483))+~E(x15485,f291(x15486,x15486))+~E(f291(f291(x15486,x15485),f291(x15486,x15486)),x15482)
% 23.26/23.35 [1557]~P16(x15576,x15572)+~E(x15574,x15571)+~E(f88(x15572),f85(x15572))+~P16(x15574,f3(x15572,x15573))+P16(x15571,f87(x15572,x15573))+~E(x15575,f291(x15576,x15576))+~E(f291(f291(x15576,x15575),f291(x15576,x15576)),x15571)
% 23.26/23.35 [1564]~P16(x15646,x15641)+~E(x15644,x15642)+~P16(x15644,f3(x15641,x15643))+P16(f89(x15641),x15641)+P16(x15642,f87(x15641,x15643))+~E(x15645,f291(x15646,x15646))+~E(f291(f291(x15646,x15645),f291(x15646,x15646)),x15642)
% 23.26/23.35 [1565]~P16(x15656,x15651)+~E(x15654,x15652)+~P16(x15654,f3(x15651,x15653))+P16(f91(x15651),x15651)+P16(x15652,f87(x15651,x15653))+~E(x15655,f291(x15656,x15656))+~E(f291(f291(x15656,x15655),f291(x15656,x15656)),x15652)
% 23.26/23.35 [1578]~P16(x15786,x15781)+~E(x15784,x15782)+~P16(x15784,f3(x15781,x15783))+P16(x15782,f87(x15781,x15783))+~E(x15785,f291(x15786,x15786))+E(f291(f89(x15781),f89(x15781)),f92(x15781))+~E(f291(f291(x15786,x15785),f291(x15786,x15786)),x15782)
% 23.26/23.35 [1579]~P16(x15796,x15791)+~E(x15794,x15792)+~P16(x15794,f3(x15791,x15793))+P16(x15792,f87(x15791,x15793))+~E(x15795,f291(x15796,x15796))+E(f291(f91(x15791),f91(x15791)),f93(x15791))+~E(f291(f291(x15796,x15795),f291(x15796,x15796)),x15792)
% 23.26/23.35 [1735]~P23(x17353)+~P23(x17355)+~P23(x17354)+~E(x17353,f274(x17354,x17355))+~P16(f291(f291(x17351,x17356),f291(x17351,x17351)),x17354)+P16(f291(f291(x17351,x17352),f291(x17351,x17351)),x17353)+~P16(f291(f291(x17356,x17352),f291(x17356,x17356)),x17355)
% 23.26/23.35 [1633]~P16(x16336,x16331)+~E(x16334,x16332)+~P16(x16334,f3(x16331,x16333))+P16(x16332,f87(x16331,x16333))+~E(x16335,f291(x16336,x16336))+~E(f291(f291(x16336,x16335),f291(x16336,x16336)),x16332)+E(f291(f291(f89(x16331),f92(x16331)),f291(f89(x16331),f89(x16331))),f85(x16331))
% 23.26/23.35 [1634]~P16(x16346,x16341)+~E(x16344,x16342)+~P16(x16344,f3(x16341,x16343))+P16(x16342,f87(x16341,x16343))+~E(x16345,f291(x16346,x16346))+~E(f291(f291(x16346,x16345),f291(x16346,x16346)),x16342)+E(f291(f291(f91(x16341),f93(x16341)),f291(f91(x16341),f91(x16341))),f88(x16341))
% 23.26/23.35 [1856]~P14(x18564)+~P23(x18563)+~P23(x18564)+~P16(x18561,f3(x18562,x18562))+P16(x18561,f131(x18562,x18563,x18564))+~E(x18561,f291(f291(x18565,x18566),f291(x18565,x18565)))+~P16(f291(f291(f2(x18564,x18565),f2(x18564,x18566)),f291(f2(x18564,x18565),f2(x18564,x18565))),x18563)
% 23.26/23.35 [1910]~P23(x19104)+P4(x19101)+~P16(x19105,f41(x19101,x19104))+~P16(x19103,f47(x19101,x19104,x19106,x19102))+~P16(f291(f291(x19106,x19102),f291(x19106,x19106)),f44(x19101,x19104))+P16(f291(f291(x19102,x19103),f291(x19102,x19102)),x19104)+P16(f291(f291(f43(x19101,x19104),x19105),f291(f43(x19101,x19104),f43(x19101,x19104))),x19104)
% 23.26/23.35 [1911]~P23(x19114)+P4(x19111)+~P16(x19115,f45(x19111,x19114))+~P16(x19113,f47(x19111,x19114,x19116,x19112))+~P16(f291(f291(x19116,x19112),f291(x19116,x19116)),f44(x19111,x19114))+P16(f291(f291(x19112,x19113),f291(x19112,x19112)),x19114)+P16(f291(f291(f42(x19111,x19114),x19115),f291(f42(x19111,x19114),f42(x19111,x19114))),x19114)
% 23.26/23.35 [2052]~P23(x20522)+P4(x20521)+~P16(x20523,f74(x20521,x20522))+~P16(x20525,f70(x20521,x20522,x20524))+~P16(x20526,f81(x20521,x20522,x20524,x20525))+P16(f291(f291(f75(x20521,x20522),x20523),f291(f75(x20521,x20522),f75(x20521,x20522))),x20522)+P16(f291(f291(f80(x20521,x20522,x20524,x20525),x20526),f291(f80(x20521,x20522,x20524,x20525),f80(x20521,x20522,x20524,x20525))),x20522)
% 23.26/23.35 [2053]~P23(x20532)+P4(x20531)+~P16(x20533,f77(x20531,x20532))+~P16(x20535,f70(x20531,x20532,x20534))+~P16(x20536,f81(x20531,x20532,x20534,x20535))+P16(f291(f291(f78(x20531,x20532),x20533),f291(f78(x20531,x20532),f78(x20531,x20532))),x20532)+P16(f291(f291(f80(x20531,x20532,x20534,x20535),x20536),f291(f80(x20531,x20532,x20534,x20535),f80(x20531,x20532,x20534,x20535))),x20532)
% 23.26/23.35 [1745]P4(x17451)+~P23(x17452)+~P16(x17454,x17455)+~P16(x17453,x17451)+E(f139(x17451,x17452),f142(x17451,x17452))+~E(f146(x17451,x17452),x17455)+E(f150(x17451,x17452,x17453),x17453)+P16(f149(x17451,x17452,x17454,x17455),x17455)
% 23.26/23.35 [1746]P4(x17461)+~P23(x17462)+~P16(x17464,x17465)+~P16(x17463,x17461)+E(f147(x17461,x17462),f139(x17461,x17462))+~E(f146(x17461,x17462),x17465)+E(f150(x17461,x17462,x17463),x17463)+P16(f149(x17461,x17462,x17464,x17465),x17465)
% 23.26/23.35 [1747]P4(x17471)+~P23(x17472)+~P16(x17474,x17475)+~P16(x17473,x17471)+P16(f139(x17471,x17472),x17471)+~E(f146(x17471,x17472),x17475)+E(f150(x17471,x17472,x17473),x17473)+P16(f149(x17471,x17472,x17474,x17475),x17475)
% 23.26/23.35 [1748]P4(x17481)+~P23(x17482)+~P16(x17484,x17485)+~P16(x17483,x17481)+~E(f146(x17481,x17482),x17485)+~E(f143(x17481,x17482),f144(x17481,x17482))+E(f150(x17481,x17482,x17483),x17483)+P16(f149(x17481,x17482,x17484,x17485),x17485)
% 23.26/23.35 [1755]P4(x17551)+~P23(x17552)+~P16(x17554,x17555)+~P16(x17553,x17551)+P16(f144(x17551,x17552),f142(x17551,x17552))+~E(f146(x17551,x17552),x17555)+E(f150(x17551,x17552,x17553),x17553)+P16(f149(x17551,x17552,x17554,x17555),x17555)
% 23.26/23.35 [1756]P4(x17561)+~P23(x17562)+~P16(x17564,x17565)+~P16(x17563,x17561)+P16(f143(x17561,x17562),f147(x17561,x17562))+~E(f146(x17561,x17562),x17565)+E(f150(x17561,x17562,x17563),x17563)+P16(f149(x17561,x17562,x17564,x17565),x17565)
% 23.26/23.35 [1937]P4(x19371)+~E(x19374,x19375)+~P23(x19372)+~P16(x19374,x19371)+~P16(x19373,x19375)+E(f56(x19371,x19372),f57(x19371,x19372))+P16(f68(x19371,x19372,x19373,x19374,x19375),x19375)+P16(x19373,f62(x19371,x19372))
% 23.26/23.35 [1938]P4(x19381)+~E(x19384,x19385)+~P23(x19382)+~P16(x19384,x19381)+~P16(x19383,x19385)+E(f63(x19381,x19382),f56(x19381,x19382))+P16(f68(x19381,x19382,x19383,x19384,x19385),x19385)+P16(x19383,f62(x19381,x19382))
% 23.26/23.35 [1940]~E(x19404,x19405)+~P23(x19403)+~P16(x19404,x19401)+~P16(x19402,x19405)+P4(x19401)+P16(f56(x19401,x19403),x19401)+P16(f68(x19401,x19403,x19402,x19404,x19405),x19405)+P16(x19402,f62(x19401,x19403))
% 23.26/23.35 [1941]~E(x19414,x19415)+~P23(x19413)+~P16(x19414,x19411)+~P16(x19412,x19415)+P4(x19411)+~E(f58(x19411,x19413),f59(x19411,x19413))+P16(f68(x19411,x19413,x19412,x19414,x19415),x19415)+P16(x19412,f62(x19411,x19413))
% 23.26/23.35 [1942]~E(x19424,x19425)+~P23(x19423)+~P16(x19424,x19421)+~P16(x19422,x19425)+P4(x19421)+P16(f59(x19421,x19423),f57(x19421,x19423))+P16(f68(x19421,x19423,x19422,x19424,x19425),x19425)+P16(x19422,f62(x19421,x19423))
% 23.26/23.35 [1943]~E(x19434,x19435)+~P23(x19433)+~P16(x19434,x19431)+~P16(x19432,x19435)+P4(x19431)+P16(f58(x19431,x19433),f63(x19431,x19433))+P16(f68(x19431,x19433,x19432,x19434,x19435),x19435)+P16(x19432,f62(x19431,x19433))
% 23.26/23.35 [1521]~P1(x15214)+~P1(x15212)+~P16(x15214,x15211)+~E(x15213,x15214)+~E(x15215,x15213)+E(f113(x15211,x15212),f114(x15211,x15212))+P16(x15213,f115(x15211,x15212))+~P16(x15215,f287(x15212,f291(x15212,x15212)))
% 23.26/23.35 [1522]~P1(x15224)+~P1(x15222)+~P16(x15224,x15221)+~E(x15223,x15224)+~E(x15225,x15223)+E(f116(x15221,x15222),f113(x15221,x15222))+P16(x15223,f115(x15221,x15222))+~P16(x15225,f287(x15222,f291(x15222,x15222)))
% 23.26/23.35 [1523]~P1(x15234)+~P1(x15232)+~P16(x15234,x15231)+~E(x15233,x15234)+~E(x15235,x15233)+E(f117(x15231,x15232),f114(x15231,x15232))+P16(x15233,f115(x15231,x15232))+~P16(x15235,f287(x15232,f291(x15232,x15232)))
% 23.26/23.35 [1524]~P1(x15244)+~P1(x15242)+~P16(x15244,x15241)+~E(x15243,x15244)+~E(x15245,x15243)+E(f118(x15241,x15242),f116(x15241,x15242))+P16(x15243,f115(x15241,x15242))+~P16(x15245,f287(x15242,f291(x15242,x15242)))
% 23.26/23.35 [1532]~P1(x15324)+~P1(x15322)+~P16(x15324,x15321)+~E(x15323,x15324)+~E(x15325,x15323)+P16(x15323,f115(x15321,x15322))+~P16(x15325,f287(x15322,f291(x15322,x15322)))+P1(f117(x15321,x15322))
% 23.26/23.35 [1533]~P1(x15334)+~P1(x15332)+~P16(x15334,x15331)+~E(x15333,x15334)+~E(x15335,x15333)+P16(x15333,f115(x15331,x15332))+~P16(x15335,f287(x15332,f291(x15332,x15332)))+P1(f118(x15331,x15332))
% 23.26/23.35 [1550]~P1(x15504)+~P1(x15503)+~P16(x15504,x15502)+~E(x15501,x15504)+~E(x15505,x15501)+P16(f117(x15502,x15503),x15502)+P16(x15501,f115(x15502,x15503))+~P16(x15505,f287(x15503,f291(x15503,x15503)))
% 23.26/23.35 [1551]~P1(x15514)+~P1(x15513)+~P16(x15514,x15512)+~E(x15511,x15514)+~E(x15515,x15511)+P16(f118(x15512,x15513),x15512)+P16(x15511,f115(x15512,x15513))+~P16(x15515,f287(x15513,f291(x15513,x15513)))
% 23.26/23.35 [1558]~P1(x15584)+~P1(x15583)+~P16(x15584,x15582)+~E(x15581,x15584)+~E(x15585,x15581)+~E(f116(x15582,x15583),f114(x15582,x15583))+P16(x15581,f115(x15582,x15583))+~P16(x15585,f287(x15583,f291(x15583,x15583)))
% 23.26/23.35 [1588]~P14(x15883)+~P14(x15882)+~P23(x15883)+~P31(x15882,x15885,x15881)+~P25(x15882,x15885,x15881)+~P16(x15884,x15885)+E(x15881,a1)+E(f2(f274(x15882,x15883),x15884),f2(x15883,f2(x15882,x15884)))
% 23.26/23.35 [1749]~P23(x17493)+~P16(x17491,x17494)+~P19(x17493,x17494)+~P16(x17492,x17494)+~P16(x17495,x17494)+~P16(f291(f291(x17495,x17492),f291(x17495,x17495)),x17493)+~P16(f291(f291(x17491,x17495),f291(x17491,x17491)),x17493)+P16(f291(f291(x17491,x17492),f291(x17491,x17491)),x17493)
% 23.26/23.35 [1797]P4(x17971)+~P23(x17972)+~P16(x17973,x17974)+~P16(x17975,x17971)+~E(f146(x17971,x17972),x17974)+E(f139(x17971,x17972),f142(x17971,x17972))+P16(f149(x17971,x17972,x17973,x17974),x17974)+P16(f2(f145(x17971,x17972),x17975),f150(x17971,x17972,x17975))
% 23.26/23.35 [1798]P4(x17981)+~P23(x17982)+~P16(x17983,x17984)+~P16(x17985,x17981)+~E(f146(x17981,x17982),x17984)+E(f147(x17981,x17982),f139(x17981,x17982))+P16(f149(x17981,x17982,x17983,x17984),x17984)+P16(f2(f145(x17981,x17982),x17985),f150(x17981,x17982,x17985))
% 23.26/23.35 [1802]~P23(x18022)+~P16(x18023,x18024)+~P16(x18025,x18021)+P4(x18021)+~E(f146(x18021,x18022),x18024)+P16(f139(x18021,x18022),x18021)+P16(f149(x18021,x18022,x18023,x18024),x18024)+P16(f2(f145(x18021,x18022),x18025),f150(x18021,x18022,x18025))
% 23.26/23.35 [1804]~P23(x18042)+~P16(x18043,x18044)+~P16(x18045,x18041)+P4(x18041)+~E(f146(x18041,x18042),x18044)+~E(f143(x18041,x18042),f144(x18041,x18042))+P16(f149(x18041,x18042,x18043,x18044),x18044)+P16(f2(f145(x18041,x18042),x18045),f150(x18041,x18042,x18045))
% 23.26/23.35 [1807]~P23(x18072)+~P16(x18073,x18074)+~P16(x18075,x18071)+P4(x18071)+P16(f144(x18071,x18072),f142(x18071,x18072))+~E(f146(x18071,x18072),x18074)+P16(f149(x18071,x18072,x18073,x18074),x18074)+P16(f2(f145(x18071,x18072),x18075),f150(x18071,x18072,x18075))
% 23.26/23.35 [1808]~P23(x18082)+~P16(x18083,x18084)+~P16(x18085,x18081)+P4(x18081)+P16(f143(x18081,x18082),f147(x18081,x18082))+~E(f146(x18081,x18082),x18084)+P16(f149(x18081,x18082,x18083,x18084),x18084)+P16(f2(f145(x18081,x18082),x18085),f150(x18081,x18082,x18085))
% 23.26/23.35 [1944]P4(x19441)+~E(x19443,x19445)+~P23(x19442)+~P16(x19444,x19445)+~P16(x19443,x19441)+E(f40(x19441,x19442),f41(x19441,x19442))+P16(f48(x19441,x19442,x19443,x19444,x19445),x19445)+P16(f291(f291(x19443,x19444),f291(x19443,x19443)),f44(x19441,x19442))
% 23.26/23.35 [1945]P4(x19451)+~E(x19453,x19455)+~P23(x19452)+~P16(x19454,x19455)+~P16(x19453,x19451)+E(f45(x19451,x19452),f40(x19451,x19452))+P16(f48(x19451,x19452,x19453,x19454,x19455),x19455)+P16(f291(f291(x19453,x19454),f291(x19453,x19453)),f44(x19451,x19452))
% 23.26/23.35 [1947]~E(x19473,x19475)+~P23(x19472)+~P16(x19474,x19475)+~P16(x19473,x19471)+P4(x19471)+P16(f40(x19471,x19472),x19471)+P16(f48(x19471,x19472,x19473,x19474,x19475),x19475)+P16(f291(f291(x19473,x19474),f291(x19473,x19473)),f44(x19471,x19472))
% 23.26/23.35 [1948]~E(x19483,x19485)+~P23(x19482)+~P16(x19484,x19485)+~P16(x19483,x19481)+P4(x19481)+~E(f42(x19481,x19482),f43(x19481,x19482))+P16(f48(x19481,x19482,x19483,x19484,x19485),x19485)+P16(f291(f291(x19483,x19484),f291(x19483,x19483)),f44(x19481,x19482))
% 23.26/23.35 [1949]~E(x19493,x19495)+~P23(x19492)+~P16(x19494,x19495)+~P16(x19493,x19491)+P4(x19491)+P16(f43(x19491,x19492),f41(x19491,x19492))+P16(f48(x19491,x19492,x19493,x19494,x19495),x19495)+P16(f291(f291(x19493,x19494),f291(x19493,x19493)),f44(x19491,x19492))
% 23.26/23.35 [1950]~E(x19503,x19505)+~P23(x19502)+~P16(x19504,x19505)+~P16(x19503,x19501)+P4(x19501)+P16(f42(x19501,x19502),f45(x19501,x19502))+P16(f48(x19501,x19502,x19503,x19504,x19505),x19505)+P16(f291(f291(x19503,x19504),f291(x19503,x19503)),f44(x19501,x19502))
% 23.26/23.35 [1973]P4(x19731)+~P23(x19732)+~P16(x19733,x19731)+~P16(x19735,x19734)+E(f139(x19731,x19732),f142(x19731,x19732))+E(f150(x19731,x19732,x19733),x19733)+~E(f146(x19731,x19732),x19734)+~P16(f291(f291(x19735,f149(x19731,x19732,x19735,x19734)),f291(x19735,x19735)),x19732)
% 23.26/23.35 [1974]P4(x19741)+~P23(x19742)+~P16(x19743,x19741)+~P16(x19745,x19744)+E(f147(x19741,x19742),f139(x19741,x19742))+E(f150(x19741,x19742,x19743),x19743)+~E(f146(x19741,x19742),x19744)+~P16(f291(f291(x19745,f149(x19741,x19742,x19745,x19744)),f291(x19745,x19745)),x19742)
% 23.26/23.35 [1975]P4(x19751)+~P23(x19752)+~P16(x19753,x19751)+~P16(x19755,x19754)+P16(f139(x19751,x19752),x19751)+E(f150(x19751,x19752,x19753),x19753)+~E(f146(x19751,x19752),x19754)+~P16(f291(f291(x19755,f149(x19751,x19752,x19755,x19754)),f291(x19755,x19755)),x19752)
% 23.26/23.35 [1976]P4(x19761)+~P23(x19762)+~P16(x19763,x19761)+~P16(x19765,x19764)+~E(f143(x19761,x19762),f144(x19761,x19762))+E(f150(x19761,x19762,x19763),x19763)+~E(f146(x19761,x19762),x19764)+~P16(f291(f291(x19765,f149(x19761,x19762,x19765,x19764)),f291(x19765,x19765)),x19762)
% 23.26/23.35 [1977]P4(x19771)+~P23(x19772)+~P16(x19773,x19771)+~P16(x19775,x19774)+P16(f144(x19771,x19772),f142(x19771,x19772))+E(f150(x19771,x19772,x19773),x19773)+~E(f146(x19771,x19772),x19774)+~P16(f291(f291(x19775,f149(x19771,x19772,x19775,x19774)),f291(x19775,x19775)),x19772)
% 23.26/23.35 [1978]P4(x19781)+~P23(x19782)+~P16(x19783,x19781)+~P16(x19785,x19784)+P16(f143(x19781,x19782),f147(x19781,x19782))+E(f150(x19781,x19782,x19783),x19783)+~E(f146(x19781,x19782),x19784)+~P16(f291(f291(x19785,f149(x19781,x19782,x19785,x19784)),f291(x19785,x19785)),x19782)
% 23.26/23.35 [1979]P4(x19791)+~P23(x19792)+~P16(x19793,x19791)+~P16(x19795,x19794)+E(f139(x19791,x19792),f142(x19791,x19792))+~E(f146(x19791,x19792),x19794)+~P16(f291(f291(x19795,f149(x19791,x19792,x19795,x19794)),f291(x19795,x19795)),x19792)+P16(f2(f145(x19791,x19792),x19793),f150(x19791,x19792,x19793))
% 23.26/23.35 [1980]P4(x19801)+~P23(x19802)+~P16(x19803,x19801)+~P16(x19805,x19804)+E(f147(x19801,x19802),f139(x19801,x19802))+~E(f146(x19801,x19802),x19804)+~P16(f291(f291(x19805,f149(x19801,x19802,x19805,x19804)),f291(x19805,x19805)),x19802)+P16(f2(f145(x19801,x19802),x19803),f150(x19801,x19802,x19803))
% 23.26/23.35 [1981]~P23(x19812)+~P16(x19813,x19811)+P4(x19811)+~P16(x19815,x19814)+P16(f139(x19811,x19812),x19811)+~E(f146(x19811,x19812),x19814)+~P16(f291(f291(x19815,f149(x19811,x19812,x19815,x19814)),f291(x19815,x19815)),x19812)+P16(f2(f145(x19811,x19812),x19813),f150(x19811,x19812,x19813))
% 23.26/23.35 [1982]~P23(x19822)+~P16(x19823,x19821)+P4(x19821)+~P16(x19825,x19824)+~E(f143(x19821,x19822),f144(x19821,x19822))+~E(f146(x19821,x19822),x19824)+~P16(f291(f291(x19825,f149(x19821,x19822,x19825,x19824)),f291(x19825,x19825)),x19822)+P16(f2(f145(x19821,x19822),x19823),f150(x19821,x19822,x19823))
% 23.26/23.35 [1983]~P23(x19832)+~P16(x19833,x19831)+P4(x19831)+~P16(x19835,x19834)+P16(f144(x19831,x19832),f142(x19831,x19832))+~E(f146(x19831,x19832),x19834)+~P16(f291(f291(x19835,f149(x19831,x19832,x19835,x19834)),f291(x19835,x19835)),x19832)+P16(f2(f145(x19831,x19832),x19833),f150(x19831,x19832,x19833))
% 23.26/23.35 [1984]~P23(x19842)+~P16(x19843,x19841)+P4(x19841)+~P16(x19845,x19844)+P16(f143(x19841,x19842),f147(x19841,x19842))+~E(f146(x19841,x19842),x19844)+~P16(f291(f291(x19845,f149(x19841,x19842,x19845,x19844)),f291(x19845,x19845)),x19842)+P16(f2(f145(x19841,x19842),x19843),f150(x19841,x19842,x19843))
% 23.26/23.35 [2058]P4(x20581)+~P23(x20582)+~P16(x20584,x20581)+~P16(x20583,x20585)+~E(x20584,x20585)+E(f56(x20581,x20582),f57(x20581,x20582))+P16(x20583,f62(x20581,x20582))+~P16(f291(f291(x20583,f68(x20581,x20582,x20583,x20584,x20585)),f291(x20583,x20583)),x20582)
% 23.26/23.35 [2059]P4(x20591)+~P23(x20592)+~P16(x20594,x20591)+~P16(x20593,x20595)+~E(x20594,x20595)+E(f63(x20591,x20592),f56(x20591,x20592))+P16(x20593,f62(x20591,x20592))+~P16(f291(f291(x20593,f68(x20591,x20592,x20593,x20594,x20595)),f291(x20593,x20593)),x20592)
% 23.26/23.35 [2061]~P23(x20613)+~P16(x20614,x20611)+~P16(x20612,x20615)+P4(x20611)+~E(x20614,x20615)+P16(f56(x20611,x20613),x20611)+P16(x20612,f62(x20611,x20613))+~P16(f291(f291(x20612,f68(x20611,x20613,x20612,x20614,x20615)),f291(x20612,x20612)),x20613)
% 23.26/23.35 [2062]~P23(x20623)+~P16(x20624,x20621)+~P16(x20622,x20625)+P4(x20621)+~E(x20624,x20625)+~E(f58(x20621,x20623),f59(x20621,x20623))+P16(x20622,f62(x20621,x20623))+~P16(f291(f291(x20622,f68(x20621,x20623,x20622,x20624,x20625)),f291(x20622,x20622)),x20623)
% 23.26/23.35 [2063]~P23(x20633)+~P16(x20634,x20631)+~P16(x20632,x20635)+P4(x20631)+~E(x20634,x20635)+P16(f59(x20631,x20633),f57(x20631,x20633))+P16(x20632,f62(x20631,x20633))+~P16(f291(f291(x20632,f68(x20631,x20633,x20632,x20634,x20635)),f291(x20632,x20632)),x20633)
% 23.26/23.35 [2064]~P23(x20643)+~P16(x20644,x20641)+~P16(x20642,x20645)+P4(x20641)+~E(x20644,x20645)+P16(f58(x20641,x20643),f63(x20641,x20643))+P16(x20642,f62(x20641,x20643))+~P16(f291(f291(x20642,f68(x20641,x20643,x20642,x20644,x20645)),f291(x20642,x20642)),x20643)
% 23.26/23.35 [2065]P4(x20651)+~P23(x20652)+~P16(x20653,x20651)+~P16(x20654,x20655)+~E(x20653,x20655)+E(f40(x20651,x20652),f41(x20651,x20652))+~P16(f291(f291(x20654,f48(x20651,x20652,x20653,x20654,x20655)),f291(x20654,x20654)),x20652)+P16(f291(f291(x20653,x20654),f291(x20653,x20653)),f44(x20651,x20652))
% 23.26/23.35 [2066]P4(x20661)+~P23(x20662)+~P16(x20663,x20661)+~P16(x20664,x20665)+~E(x20663,x20665)+E(f45(x20661,x20662),f40(x20661,x20662))+~P16(f291(f291(x20664,f48(x20661,x20662,x20663,x20664,x20665)),f291(x20664,x20664)),x20662)+P16(f291(f291(x20663,x20664),f291(x20663,x20663)),f44(x20661,x20662))
% 23.26/23.35 [2068]~P23(x20682)+~P16(x20683,x20681)+~P16(x20684,x20685)+P4(x20681)+~E(x20683,x20685)+P16(f40(x20681,x20682),x20681)+~P16(f291(f291(x20684,f48(x20681,x20682,x20683,x20684,x20685)),f291(x20684,x20684)),x20682)+P16(f291(f291(x20683,x20684),f291(x20683,x20683)),f44(x20681,x20682))
% 23.26/23.35 [2069]~P23(x20694)+~P16(x20692,x20691)+~P16(x20693,x20695)+P4(x20691)+~E(x20692,x20695)+~E(f42(x20691,x20694),f43(x20691,x20694))+~P16(f291(f291(x20693,f48(x20691,x20694,x20692,x20693,x20695)),f291(x20693,x20693)),x20694)+P16(f291(f291(x20692,x20693),f291(x20692,x20692)),f44(x20691,x20694))
% 23.26/23.35 [2070]~P23(x20702)+~P16(x20703,x20701)+~P16(x20704,x20705)+P4(x20701)+~E(x20703,x20705)+P16(f43(x20701,x20702),f41(x20701,x20702))+~P16(f291(f291(x20704,f48(x20701,x20702,x20703,x20704,x20705)),f291(x20704,x20704)),x20702)+P16(f291(f291(x20703,x20704),f291(x20703,x20703)),f44(x20701,x20702))
% 23.26/23.35 [2071]~P23(x20712)+~P16(x20713,x20711)+~P16(x20714,x20715)+P4(x20711)+~E(x20713,x20715)+P16(f42(x20711,x20712),f45(x20711,x20712))+~P16(f291(f291(x20714,f48(x20711,x20712,x20713,x20714,x20715)),f291(x20714,x20714)),x20712)+P16(f291(f291(x20713,x20714),f291(x20713,x20713)),f44(x20711,x20712))
% 23.26/23.35 [1845]~P23(x18452)+~P16(x18453,x18454)+P4(x18451)+~E(f146(x18451,x18452),x18454)+~P16(x18455,f142(x18451,x18452))+P16(f149(x18451,x18452,x18453,x18454),x18454)+P14(f145(x18451,x18452))+P16(f291(f291(f144(x18451,x18452),x18455),f291(f144(x18451,x18452),f144(x18451,x18452))),x18452)
% 23.26/23.35 [1846]~P23(x18462)+~P16(x18463,x18464)+P4(x18461)+~E(f146(x18461,x18462),x18464)+~P16(x18465,f147(x18461,x18462))+P16(f149(x18461,x18462,x18463,x18464),x18464)+P14(f145(x18461,x18462))+P16(f291(f291(f143(x18461,x18462),x18465),f291(f143(x18461,x18462),f143(x18461,x18462))),x18462)
% 23.26/23.35 [1847]~P23(x18472)+~P16(x18473,x18474)+P4(x18471)+~E(f146(x18471,x18472),x18474)+~P16(x18475,f142(x18471,x18472))+P16(f149(x18471,x18472,x18473,x18474),x18474)+P23(f145(x18471,x18472))+P16(f291(f291(f144(x18471,x18472),x18475),f291(f144(x18471,x18472),f144(x18471,x18472))),x18472)
% 23.26/23.35 [1848]~P23(x18482)+~P16(x18483,x18484)+P4(x18481)+~E(f146(x18481,x18482),x18484)+~P16(x18485,f147(x18481,x18482))+P16(f149(x18481,x18482,x18483,x18484),x18484)+P23(f145(x18481,x18482))+P16(f291(f291(f143(x18481,x18482),x18485),f291(f143(x18481,x18482),f143(x18481,x18482))),x18482)
% 23.26/23.35 [1849]P4(x18491)+~P23(x18492)+~P16(x18493,x18494)+~E(f146(x18491,x18492),x18494)+~P16(x18495,f142(x18491,x18492))+P16(f149(x18491,x18492,x18493,x18494),x18494)+E(f5(f145(x18491,x18492)),x18491)+P16(f291(f291(f144(x18491,x18492),x18495),f291(f144(x18491,x18492),f144(x18491,x18492))),x18492)
% 23.26/23.35 [1850]P4(x18501)+~P23(x18502)+~P16(x18503,x18504)+~E(f146(x18501,x18502),x18504)+~P16(x18505,f147(x18501,x18502))+P16(f149(x18501,x18502,x18503,x18504),x18504)+E(f5(f145(x18501,x18502)),x18501)+P16(f291(f291(f143(x18501,x18502),x18505),f291(f143(x18501,x18502),f143(x18501,x18502))),x18502)
% 23.26/23.35 [1989]~P23(x19892)+P4(x19891)+~P16(x19895,x19894)+~P16(x19893,f142(x19891,x19892))+~E(f146(x19891,x19892),x19894)+~P16(f291(f291(x19895,f149(x19891,x19892,x19895,x19894)),f291(x19895,x19895)),x19892)+P14(f145(x19891,x19892))+P16(f291(f291(f144(x19891,x19892),x19893),f291(f144(x19891,x19892),f144(x19891,x19892))),x19892)
% 23.26/23.35 [1990]~P23(x19902)+P4(x19901)+~P16(x19905,x19904)+~P16(x19903,f147(x19901,x19902))+~E(f146(x19901,x19902),x19904)+~P16(f291(f291(x19905,f149(x19901,x19902,x19905,x19904)),f291(x19905,x19905)),x19902)+P14(f145(x19901,x19902))+P16(f291(f291(f143(x19901,x19902),x19903),f291(f143(x19901,x19902),f143(x19901,x19902))),x19902)
% 23.26/23.35 [1991]~P23(x19912)+P4(x19911)+~P16(x19915,x19914)+~P16(x19913,f142(x19911,x19912))+~E(f146(x19911,x19912),x19914)+~P16(f291(f291(x19915,f149(x19911,x19912,x19915,x19914)),f291(x19915,x19915)),x19912)+P23(f145(x19911,x19912))+P16(f291(f291(f144(x19911,x19912),x19913),f291(f144(x19911,x19912),f144(x19911,x19912))),x19912)
% 23.26/23.35 [1992]~P23(x19922)+P4(x19921)+~P16(x19925,x19924)+~P16(x19923,f147(x19921,x19922))+~E(f146(x19921,x19922),x19924)+~P16(f291(f291(x19925,f149(x19921,x19922,x19925,x19924)),f291(x19925,x19925)),x19922)+P23(f145(x19921,x19922))+P16(f291(f291(f143(x19921,x19922),x19923),f291(f143(x19921,x19922),f143(x19921,x19922))),x19922)
% 23.26/23.35 [1993]P4(x19931)+~P23(x19932)+~P16(x19935,x19934)+~P16(x19933,f142(x19931,x19932))+~E(f146(x19931,x19932),x19934)+~P16(f291(f291(x19935,f149(x19931,x19932,x19935,x19934)),f291(x19935,x19935)),x19932)+E(f5(f145(x19931,x19932)),x19931)+P16(f291(f291(f144(x19931,x19932),x19933),f291(f144(x19931,x19932),f144(x19931,x19932))),x19932)
% 23.26/23.35 [1994]P4(x19941)+~P23(x19942)+~P16(x19945,x19944)+~P16(x19943,f147(x19941,x19942))+~E(f146(x19941,x19942),x19944)+~P16(f291(f291(x19945,f149(x19941,x19942,x19945,x19944)),f291(x19945,x19945)),x19942)+E(f5(f145(x19941,x19942)),x19941)+P16(f291(f291(f143(x19941,x19942),x19943),f291(f143(x19941,x19942),f143(x19941,x19942))),x19942)
% 23.26/23.35 [1914]~P23(x19142)+~P16(x19144,x19141)+P4(x19141)+~P16(x19143,f142(x19141,x19142))+~P16(x19145,f150(x19141,x19142,x19144))+P16(f146(x19141,x19142),x19141)+P16(f291(f291(f144(x19141,x19142),x19143),f291(f144(x19141,x19142),f144(x19141,x19142))),x19142)+P16(f291(f291(f2(f145(x19141,x19142),x19144),x19145),f291(f2(f145(x19141,x19142),x19144),f2(f145(x19141,x19142),x19144))),x19142)
% 23.26/23.35 [1915]~P23(x19152)+~P16(x19154,x19151)+P4(x19151)+~P16(x19153,f147(x19151,x19152))+~P16(x19155,f150(x19151,x19152,x19154))+P16(f146(x19151,x19152),x19151)+P16(f291(f291(f143(x19151,x19152),x19153),f291(f143(x19151,x19152),f143(x19151,x19152))),x19152)+P16(f291(f291(f2(f145(x19151,x19152),x19154),x19155),f291(f2(f145(x19151,x19152),x19154),f2(f145(x19151,x19152),x19154))),x19152)
% 23.26/23.35 [1342]~P14(x13421)+~P14(x13422)+~P23(x13421)+~P23(x13422)+~P22(x13422)+P16(f176(x13422,x13421),f275(x13422))+P16(f177(x13422,x13421),f5(x13422))+~E(f275(x13422),f5(x13421))+E(x13421,f266(x13422))
% 23.26/23.35 [1365]~P14(x13651)+~P14(x13652)+~P23(x13651)+~P23(x13652)+~P22(x13652)+P16(f177(x13652,x13651),f5(x13652))+~E(f275(x13652),f5(x13651))+E(x13651,f266(x13652))+E(f2(x13651,f176(x13652,x13651)),f178(x13652,x13651))
% 23.26/23.35 [1366]~P14(x13661)+~P14(x13662)+~P23(x13661)+~P23(x13662)+~P22(x13662)+P16(f176(x13662,x13661),f275(x13662))+~E(f275(x13662),f5(x13661))+E(x13661,f266(x13662))+E(f2(x13662,f177(x13662,x13661)),f179(x13662,x13661))
% 23.26/23.35 [1375]~P14(x13751)+~P14(x13752)+~P23(x13751)+~P23(x13752)+~P22(x13752)+~E(f275(x13752),f5(x13751))+E(x13751,f266(x13752))+E(f2(x13751,f176(x13752,x13751)),f178(x13752,x13751))+E(f2(x13752,f177(x13752,x13751)),f179(x13752,x13751))
% 23.26/23.35 [1269]~P14(x12694)+~P14(x12692)+~P23(x12694)+~P23(x12692)+~P22(x12692)+~E(x12693,f2(x12694,x12691))+~P16(x12691,f275(x12692))+E(x12691,f2(x12692,x12693))+~E(x12694,f266(x12692))
% 23.26/23.35 [1270]~P14(x12704)+~P14(x12702)+~P23(x12704)+~P23(x12702)+~P22(x12704)+~E(x12703,f2(x12704,x12701))+~P16(x12701,f5(x12704))+E(x12701,f2(x12702,x12703))+~E(x12702,f266(x12704))
% 23.26/23.35 [1280]~P14(x12803)+~P14(x12802)+~P23(x12803)+~P23(x12802)+~P22(x12802)+~P16(x12804,f275(x12802))+P16(x12801,f5(x12802))+~E(x12801,f2(x12803,x12804))+~E(x12803,f266(x12802))
% 23.26/23.35 [1281]~P14(x12813)+~P14(x12812)+~P23(x12813)+~P23(x12812)+~P22(x12812)+~P16(x12814,f5(x12812))+P16(x12811,f275(x12812))+~E(x12811,f2(x12812,x12814))+~E(x12813,f266(x12812))
% 23.26/23.35 [1859]~P23(x18594)+~P23(x18593)+~P33(x18593,x18595,x18594)+~P14(x18594)+~P23(x18595)+~P16(x18592,f277(x18593))+~P16(x18591,f277(x18593))+P16(f291(f291(x18591,x18592),f291(x18591,x18591)),x18593)+~P16(f291(f291(f2(x18594,x18591),f2(x18594,x18592)),f291(f2(x18594,x18591),f2(x18594,x18591))),x18595)
% 23.26/23.35 [1854]P4(x18541)+~P23(x18542)+~P16(x18544,x18545)+~P16(x18543,x18541)+~E(f146(x18541,x18542),x18545)+~P16(x18546,f142(x18541,x18542))+E(f150(x18541,x18542,x18543),x18543)+P16(f149(x18541,x18542,x18544,x18545),x18545)+P16(f291(f291(f144(x18541,x18542),x18546),f291(f144(x18541,x18542),f144(x18541,x18542))),x18542)
% 23.26/23.35 [1855]P4(x18551)+~P23(x18552)+~P16(x18554,x18555)+~P16(x18553,x18551)+~E(f146(x18551,x18552),x18555)+~P16(x18556,f147(x18551,x18552))+E(f150(x18551,x18552,x18553),x18553)+P16(f149(x18551,x18552,x18554,x18555),x18555)+P16(f291(f291(f143(x18551,x18552),x18556),f291(f143(x18551,x18552),f143(x18551,x18552))),x18552)
% 23.26/23.35 [1889]~P23(x18892)+~P16(x18893,x18894)+~P16(x18895,x18891)+P4(x18891)+~E(f146(x18891,x18892),x18894)+~P16(x18896,f142(x18891,x18892))+P16(f149(x18891,x18892,x18893,x18894),x18894)+P16(f2(f145(x18891,x18892),x18895),f150(x18891,x18892,x18895))+P16(f291(f291(f144(x18891,x18892),x18896),f291(f144(x18891,x18892),f144(x18891,x18892))),x18892)
% 23.26/23.35 [1890]~P23(x18902)+~P16(x18903,x18904)+~P16(x18905,x18901)+P4(x18901)+~E(f146(x18901,x18902),x18904)+~P16(x18906,f147(x18901,x18902))+P16(f149(x18901,x18902,x18903,x18904),x18904)+P16(f2(f145(x18901,x18902),x18905),f150(x18901,x18902,x18905))+P16(f291(f291(f143(x18901,x18902),x18906),f291(f143(x18901,x18902),f143(x18901,x18902))),x18902)
% 23.26/23.35 [1951]~E(x19514,x19515)+~P23(x19513)+~P16(x19514,x19511)+~P16(x19512,x19515)+P4(x19511)+~P16(x19516,f57(x19511,x19513))+P16(f68(x19511,x19513,x19512,x19514,x19515),x19515)+P16(x19512,f62(x19511,x19513))+P16(f291(f291(f59(x19511,x19513),x19516),f291(f59(x19511,x19513),f59(x19511,x19513))),x19513)
% 23.26/23.35 [1952]~E(x19524,x19525)+~P23(x19523)+~P16(x19524,x19521)+~P16(x19522,x19525)+P4(x19521)+~P16(x19526,f63(x19521,x19523))+P16(f68(x19521,x19523,x19522,x19524,x19525),x19525)+P16(x19522,f62(x19521,x19523))+P16(f291(f291(f58(x19521,x19523),x19526),f291(f58(x19521,x19523),f58(x19521,x19523))),x19523)
% 23.26/23.35 [1953]~E(x19533,x19535)+~P23(x19532)+~P16(x19534,x19535)+~P16(x19533,x19531)+P4(x19531)+~P16(x19536,f41(x19531,x19532))+P16(f48(x19531,x19532,x19533,x19534,x19535),x19535)+P16(f291(f291(x19533,x19534),f291(x19533,x19533)),f44(x19531,x19532))+P16(f291(f291(f43(x19531,x19532),x19536),f291(f43(x19531,x19532),f43(x19531,x19532))),x19532)
% 23.26/23.35 [1954]~E(x19543,x19545)+~P23(x19542)+~P16(x19544,x19545)+~P16(x19543,x19541)+P4(x19541)+~P16(x19546,f45(x19541,x19542))+P16(f48(x19541,x19542,x19543,x19544,x19545),x19545)+P16(f291(f291(x19543,x19544),f291(x19543,x19543)),f44(x19541,x19542))+P16(f291(f291(f42(x19541,x19542),x19546),f291(f42(x19541,x19542),f42(x19541,x19542))),x19542)
% 23.26/23.35 [1995]P4(x19951)+~P23(x19952)+~P16(x19953,x19951)+~P16(x19956,x19955)+~P16(x19954,f142(x19951,x19952))+E(f150(x19951,x19952,x19953),x19953)+~E(f146(x19951,x19952),x19955)+~P16(f291(f291(x19956,f149(x19951,x19952,x19956,x19955)),f291(x19956,x19956)),x19952)+P16(f291(f291(f144(x19951,x19952),x19954),f291(f144(x19951,x19952),f144(x19951,x19952))),x19952)
% 23.26/23.35 [1996]P4(x19961)+~P23(x19962)+~P16(x19963,x19961)+~P16(x19966,x19965)+~P16(x19964,f147(x19961,x19962))+E(f150(x19961,x19962,x19963),x19963)+~E(f146(x19961,x19962),x19965)+~P16(f291(f291(x19966,f149(x19961,x19962,x19966,x19965)),f291(x19966,x19966)),x19962)+P16(f291(f291(f143(x19961,x19962),x19964),f291(f143(x19961,x19962),f143(x19961,x19962))),x19962)
% 23.26/23.35 [1998]~P23(x19982)+~P16(x19983,x19981)+P4(x19981)+~P16(x19986,x19985)+~P16(x19984,f142(x19981,x19982))+~E(f146(x19981,x19982),x19985)+~P16(f291(f291(x19986,f149(x19981,x19982,x19986,x19985)),f291(x19986,x19986)),x19982)+P16(f2(f145(x19981,x19982),x19983),f150(x19981,x19982,x19983))+P16(f291(f291(f144(x19981,x19982),x19984),f291(f144(x19981,x19982),f144(x19981,x19982))),x19982)
% 23.26/23.35 [1999]~P23(x19992)+~P16(x19993,x19991)+P4(x19991)+~P16(x19996,x19995)+~P16(x19994,f147(x19991,x19992))+~E(f146(x19991,x19992),x19995)+~P16(f291(f291(x19996,f149(x19991,x19992,x19996,x19995)),f291(x19996,x19996)),x19992)+P16(f2(f145(x19991,x19992),x19993),f150(x19991,x19992,x19993))+P16(f291(f291(f143(x19991,x19992),x19994),f291(f143(x19991,x19992),f143(x19991,x19992))),x19992)
% 23.26/23.35 [2072]~P23(x20723)+~P16(x20725,x20721)+~P16(x20722,x20726)+P4(x20721)+~E(x20725,x20726)+~P16(x20724,f57(x20721,x20723))+P16(x20722,f62(x20721,x20723))+~P16(f291(f291(x20722,f68(x20721,x20723,x20722,x20725,x20726)),f291(x20722,x20722)),x20723)+P16(f291(f291(f59(x20721,x20723),x20724),f291(f59(x20721,x20723),f59(x20721,x20723))),x20723)
% 23.26/23.35 [2073]~P23(x20733)+~P16(x20735,x20731)+~P16(x20732,x20736)+P4(x20731)+~E(x20735,x20736)+~P16(x20734,f63(x20731,x20733))+P16(x20732,f62(x20731,x20733))+~P16(f291(f291(x20732,f68(x20731,x20733,x20732,x20735,x20736)),f291(x20732,x20732)),x20733)+P16(f291(f291(f58(x20731,x20733),x20734),f291(f58(x20731,x20733),f58(x20731,x20733))),x20733)
% 23.26/23.35 [2074]~P23(x20744)+~P16(x20742,x20741)+~P16(x20743,x20746)+P4(x20741)+~E(x20742,x20746)+~P16(x20745,f41(x20741,x20744))+~P16(f291(f291(x20743,f48(x20741,x20744,x20742,x20743,x20746)),f291(x20743,x20743)),x20744)+P16(f291(f291(x20742,x20743),f291(x20742,x20742)),f44(x20741,x20744))+P16(f291(f291(f43(x20741,x20744),x20745),f291(f43(x20741,x20744),f43(x20741,x20744))),x20744)
% 23.26/23.35 [2075]~P23(x20754)+~P16(x20752,x20751)+~P16(x20753,x20756)+P4(x20751)+~E(x20752,x20756)+~P16(x20755,f45(x20751,x20754))+~P16(f291(f291(x20753,f48(x20751,x20754,x20752,x20753,x20756)),f291(x20753,x20753)),x20754)+P16(f291(f291(x20752,x20753),f291(x20752,x20752)),f44(x20751,x20754))+P16(f291(f291(f42(x20751,x20754),x20755),f291(f42(x20751,x20754),f42(x20751,x20754))),x20754)
% 23.26/23.35 [1916]P4(x19161)+~P23(x19162)+~P16(x19163,x19164)+~P16(x19165,x19161)+~E(f146(x19161,x19162),x19164)+~P16(x19166,f150(x19161,x19162,x19165))+E(f139(x19161,x19162),f142(x19161,x19162))+P16(f149(x19161,x19162,x19163,x19164),x19164)+P16(f291(f291(f2(f145(x19161,x19162),x19165),x19166),f291(f2(f145(x19161,x19162),x19165),f2(f145(x19161,x19162),x19165))),x19162)
% 23.26/23.35 [1917]P4(x19171)+~P23(x19172)+~P16(x19173,x19174)+~P16(x19175,x19171)+~E(f146(x19171,x19172),x19174)+~P16(x19176,f150(x19171,x19172,x19175))+E(f147(x19171,x19172),f139(x19171,x19172))+P16(f149(x19171,x19172,x19173,x19174),x19174)+P16(f291(f291(f2(f145(x19171,x19172),x19175),x19176),f291(f2(f145(x19171,x19172),x19175),f2(f145(x19171,x19172),x19175))),x19172)
% 23.26/23.35 [1918]~P23(x19182)+~P16(x19183,x19184)+~P16(x19185,x19181)+P4(x19181)+~E(f146(x19181,x19182),x19184)+~P16(x19186,f150(x19181,x19182,x19185))+P16(f139(x19181,x19182),x19181)+P16(f149(x19181,x19182,x19183,x19184),x19184)+P16(f291(f291(f2(f145(x19181,x19182),x19185),x19186),f291(f2(f145(x19181,x19182),x19185),f2(f145(x19181,x19182),x19185))),x19182)
% 23.26/23.35 [1919]~P23(x19192)+~P16(x19193,x19194)+~P16(x19195,x19191)+P4(x19191)+~E(f146(x19191,x19192),x19194)+~E(f143(x19191,x19192),f144(x19191,x19192))+~P16(x19196,f150(x19191,x19192,x19195))+P16(f149(x19191,x19192,x19193,x19194),x19194)+P16(f291(f291(f2(f145(x19191,x19192),x19195),x19196),f291(f2(f145(x19191,x19192),x19195),f2(f145(x19191,x19192),x19195))),x19192)
% 23.26/23.35 [1920]~P23(x19202)+~P16(x19203,x19204)+~P16(x19205,x19201)+P4(x19201)+P16(f144(x19201,x19202),f142(x19201,x19202))+~E(f146(x19201,x19202),x19204)+~P16(x19206,f150(x19201,x19202,x19205))+P16(f149(x19201,x19202,x19203,x19204),x19204)+P16(f291(f291(f2(f145(x19201,x19202),x19205),x19206),f291(f2(f145(x19201,x19202),x19205),f2(f145(x19201,x19202),x19205))),x19202)
% 23.26/23.35 [1921]~P23(x19212)+~P16(x19213,x19214)+~P16(x19215,x19211)+P4(x19211)+P16(f143(x19211,x19212),f147(x19211,x19212))+~E(f146(x19211,x19212),x19214)+~P16(x19216,f150(x19211,x19212,x19215))+P16(f149(x19211,x19212,x19213,x19214),x19214)+P16(f291(f291(f2(f145(x19211,x19212),x19215),x19216),f291(f2(f145(x19211,x19212),x19215),f2(f145(x19211,x19212),x19215))),x19212)
% 23.26/23.35 [2018]P4(x20181)+~P23(x20182)+~P16(x20183,x20181)+~P16(x20186,x20185)+~P16(x20184,f150(x20181,x20182,x20183))+E(f139(x20181,x20182),f142(x20181,x20182))+~E(f146(x20181,x20182),x20185)+~P16(f291(f291(x20186,f149(x20181,x20182,x20186,x20185)),f291(x20186,x20186)),x20182)+P16(f291(f291(f2(f145(x20181,x20182),x20183),x20184),f291(f2(f145(x20181,x20182),x20183),f2(f145(x20181,x20182),x20183))),x20182)
% 23.26/23.35 [2019]P4(x20191)+~P23(x20192)+~P16(x20193,x20191)+~P16(x20196,x20195)+~P16(x20194,f150(x20191,x20192,x20193))+E(f147(x20191,x20192),f139(x20191,x20192))+~E(f146(x20191,x20192),x20195)+~P16(f291(f291(x20196,f149(x20191,x20192,x20196,x20195)),f291(x20196,x20196)),x20192)+P16(f291(f291(f2(f145(x20191,x20192),x20193),x20194),f291(f2(f145(x20191,x20192),x20193),f2(f145(x20191,x20192),x20193))),x20192)
% 23.26/23.35 [2020]~P23(x20202)+~P16(x20203,x20201)+P4(x20201)+~P16(x20206,x20205)+~P16(x20204,f150(x20201,x20202,x20203))+P16(f139(x20201,x20202),x20201)+~E(f146(x20201,x20202),x20205)+~P16(f291(f291(x20206,f149(x20201,x20202,x20206,x20205)),f291(x20206,x20206)),x20202)+P16(f291(f291(f2(f145(x20201,x20202),x20203),x20204),f291(f2(f145(x20201,x20202),x20203),f2(f145(x20201,x20202),x20203))),x20202)
% 23.26/23.35 [2021]~P23(x20212)+~P16(x20213,x20211)+P4(x20211)+~P16(x20216,x20215)+~E(f143(x20211,x20212),f144(x20211,x20212))+~P16(x20214,f150(x20211,x20212,x20213))+~E(f146(x20211,x20212),x20215)+~P16(f291(f291(x20216,f149(x20211,x20212,x20216,x20215)),f291(x20216,x20216)),x20212)+P16(f291(f291(f2(f145(x20211,x20212),x20213),x20214),f291(f2(f145(x20211,x20212),x20213),f2(f145(x20211,x20212),x20213))),x20212)
% 23.26/23.35 [2026]~P23(x20262)+~P16(x20263,x20261)+P4(x20261)+~P16(x20266,x20265)+~P16(x20264,f150(x20261,x20262,x20263))+P16(f144(x20261,x20262),f142(x20261,x20262))+~E(f146(x20261,x20262),x20265)+~P16(f291(f291(x20266,f149(x20261,x20262,x20266,x20265)),f291(x20266,x20266)),x20262)+P16(f291(f291(f2(f145(x20261,x20262),x20263),x20264),f291(f2(f145(x20261,x20262),x20263),f2(f145(x20261,x20262),x20263))),x20262)
% 23.26/23.35 [2027]~P23(x20272)+~P16(x20273,x20271)+P4(x20271)+~P16(x20276,x20275)+~P16(x20274,f150(x20271,x20272,x20273))+P16(f143(x20271,x20272),f147(x20271,x20272))+~E(f146(x20271,x20272),x20275)+~P16(f291(f291(x20276,f149(x20271,x20272,x20276,x20275)),f291(x20276,x20276)),x20272)+P16(f291(f291(f2(f145(x20271,x20272),x20273),x20274),f291(f2(f145(x20271,x20272),x20273),f2(f145(x20271,x20272),x20273))),x20272)
% 23.26/23.35 [2085]~E(x20855,x20857)+~P23(x20853)+~P16(x20856,x20857)+~P16(x20855,x20851)+P4(x20851)+~P16(x20852,f3(x20851,x20854))+P16(f127(x20851,x20853,x20854,x20852,x20855,x20856,x20857),x20857)+P16(x20852,f123(x20851,x20853,x20854))+~E(f291(f291(x20855,x20856),f291(x20855,x20855)),x20852)
% 23.26/23.35 [2099]~P23(x20993)+~P16(x20995,x20991)+~P16(x20997,x20996)+P4(x20991)+~E(x20995,x20996)+~P16(x20992,f3(x20991,x20994))+P16(x20992,f123(x20991,x20993,x20994))+~P16(f291(f291(x20997,f127(x20991,x20993,x20994,x20992,x20995,x20997,x20996)),f291(x20997,x20997)),x20993)+~E(f291(f291(x20995,x20997),f291(x20995,x20995)),x20992)
% 23.26/23.35 [1885]~P14(x18853)+~P23(x18852)+~P23(x18853)+~E(x18855,x18854)+~P16(x18855,f3(x18851,x18851))+E(f97(x18851,x18852,x18853),f98(x18851,x18852,x18853))+P16(x18854,f99(x18851,x18852,x18853))+~E(x18854,f291(f291(x18856,x18857),f291(x18856,x18856)))+~P16(f291(f291(f2(x18853,x18856),f2(x18853,x18857)),f291(f2(x18853,x18856),f2(x18853,x18856))),x18852)
% 23.26/23.35 [1886]~P14(x18863)+~P23(x18862)+~P23(x18863)+~E(x18865,x18864)+~P16(x18865,f3(x18861,x18861))+E(f100(x18861,x18862,x18863),f97(x18861,x18862,x18863))+P16(x18864,f99(x18861,x18862,x18863))+~E(x18864,f291(f291(x18866,x18867),f291(x18866,x18866)))+~P16(f291(f291(f2(x18863,x18866),f2(x18863,x18867)),f291(f2(x18863,x18866),f2(x18863,x18866))),x18862)
% 23.26/23.35 [1892]~P14(x18924)+~P23(x18923)+~P23(x18924)+~E(x18925,x18921)+~E(f100(x18922,x18923,x18924),f98(x18922,x18923,x18924))+~P16(x18925,f3(x18922,x18922))+P16(x18921,f99(x18922,x18923,x18924))+~E(x18921,f291(f291(x18926,x18927),f291(x18926,x18926)))+~P16(f291(f291(f2(x18924,x18926),f2(x18924,x18927)),f291(f2(x18924,x18926),f2(x18924,x18926))),x18923)
% 23.26/23.35 [1928]~P14(x19283)+~P23(x19282)+~P23(x19283)+~E(x19285,x19284)+~P16(x19285,f3(x19281,x19281))+P16(x19284,f99(x19281,x19282,x19283))+~E(x19284,f291(f291(x19286,x19287),f291(x19286,x19286)))+~P16(f291(f291(f2(x19283,x19286),f2(x19283,x19287)),f291(f2(x19283,x19286),f2(x19283,x19286))),x19282)+E(f291(f291(f102(x19281,x19282,x19283),f103(x19281,x19282,x19283)),f291(f102(x19281,x19282,x19283),f102(x19281,x19282,x19283))),f98(x19281,x19282,x19283))
% 23.26/23.35 [1929]~P14(x19293)+~P23(x19292)+~P23(x19293)+~E(x19295,x19294)+~P16(x19295,f3(x19291,x19291))+P16(x19294,f99(x19291,x19292,x19293))+~E(x19294,f291(f291(x19296,x19297),f291(x19296,x19296)))+~P16(f291(f291(f2(x19293,x19296),f2(x19293,x19297)),f291(f2(x19293,x19296),f2(x19293,x19296))),x19292)+E(f291(f291(f104(x19291,x19292,x19293),f105(x19291,x19292,x19293)),f291(f104(x19291,x19292,x19293),f104(x19291,x19292,x19293))),f100(x19291,x19292,x19293))
% 23.26/23.35 [2028]~P14(x20284)+~P23(x20283)+~P23(x20284)+~E(x20285,x20281)+~P16(x20285,f3(x20282,x20282))+P16(x20281,f99(x20282,x20283,x20284))+~E(x20281,f291(f291(x20286,x20287),f291(x20286,x20286)))+~P16(f291(f291(f2(x20284,x20286),f2(x20284,x20287)),f291(f2(x20284,x20286),f2(x20284,x20286))),x20283)+P16(f291(f291(f2(x20284,f102(x20282,x20283,x20284)),f2(x20284,f103(x20282,x20283,x20284))),f291(f2(x20284,f102(x20282,x20283,x20284)),f2(x20284,f102(x20282,x20283,x20284)))),x20283)
% 23.26/23.35 [2029]~P14(x20294)+~P23(x20293)+~P23(x20294)+~E(x20295,x20291)+~P16(x20295,f3(x20292,x20292))+P16(x20291,f99(x20292,x20293,x20294))+~E(x20291,f291(f291(x20296,x20297),f291(x20296,x20296)))+~P16(f291(f291(f2(x20294,x20296),f2(x20294,x20297)),f291(f2(x20294,x20296),f2(x20294,x20296))),x20293)+P16(f291(f291(f2(x20294,f104(x20292,x20293,x20294)),f2(x20294,f105(x20292,x20293,x20294))),f291(f2(x20294,f104(x20292,x20293,x20294)),f2(x20294,f104(x20292,x20293,x20294)))),x20293)
% 23.26/23.35 [1527]~P14(x15271)+~P14(x15272)+~P23(x15271)+~P23(x15272)+~P22(x15272)+P16(f176(x15272,x15271),f275(x15272))+~E(f275(x15272),f5(x15271))+~P16(f179(x15272,x15271),f275(x15272))+E(x15271,f266(x15272))+~E(f2(x15271,f179(x15272,x15271)),f177(x15272,x15271))
% 23.26/23.35 [1528]~P14(x15281)+~P14(x15282)+~P23(x15281)+~P23(x15282)+~P22(x15282)+P16(f177(x15282,x15281),f5(x15282))+~E(f275(x15282),f5(x15281))+~P16(f178(x15282,x15281),f5(x15282))+E(x15281,f266(x15282))+~E(f2(x15282,f178(x15282,x15281)),f176(x15282,x15281))
% 23.26/23.35 [1545]~P14(x15451)+~P14(x15452)+~P23(x15451)+~P23(x15452)+~P22(x15452)+~E(f275(x15452),f5(x15451))+~P16(f179(x15452,x15451),f275(x15452))+E(x15451,f266(x15452))+E(f2(x15451,f176(x15452,x15451)),f178(x15452,x15451))+~E(f2(x15451,f179(x15452,x15451)),f177(x15452,x15451))
% 23.26/23.35 [1546]~P14(x15461)+~P14(x15462)+~P23(x15461)+~P23(x15462)+~P22(x15462)+~E(f275(x15462),f5(x15461))+~P16(f178(x15462,x15461),f5(x15462))+E(x15461,f266(x15462))+E(f2(x15462,f177(x15462,x15461)),f179(x15462,x15461))+~E(f2(x15462,f178(x15462,x15461)),f176(x15462,x15461))
% 23.26/23.35 [1926]~P14(x19263)+~P23(x19263)+~P23(x19262)+~P23(x19261)+~P22(x19263)+P33(x19261,x19262,x19263)+P16(f246(x19261,x19262,x19263),f277(x19261))+~E(f277(x19261),f5(x19263))+~E(f275(x19263),f277(x19262))+P16(f291(f291(f246(x19261,x19262,x19263),f247(x19261,x19262,x19263)),f291(f246(x19261,x19262,x19263),f246(x19261,x19262,x19263))),x19261)
% 23.26/23.35 [1927]~P14(x19273)+~P23(x19273)+~P23(x19272)+~P23(x19271)+~P22(x19273)+P33(x19271,x19272,x19273)+P16(f247(x19271,x19272,x19273),f277(x19271))+~E(f277(x19271),f5(x19273))+~E(f275(x19273),f277(x19272))+P16(f291(f291(f246(x19271,x19272,x19273),f247(x19271,x19272,x19273)),f291(f246(x19271,x19272,x19273),f246(x19271,x19272,x19273))),x19271)
% 23.26/23.35 [2034]~P14(x20343)+~P23(x20342)+~P23(x20341)+~P23(x20343)+~P22(x20343)+P33(x20341,x20342,x20343)+~E(f277(x20341),f5(x20343))+~E(f275(x20343),f277(x20342))+P16(f291(f291(f246(x20341,x20342,x20343),f247(x20341,x20342,x20343)),f291(f246(x20341,x20342,x20343),f246(x20341,x20342,x20343))),x20341)+P16(f291(f291(f2(x20343,f246(x20341,x20342,x20343)),f2(x20343,f247(x20341,x20342,x20343))),f291(f2(x20343,f246(x20341,x20342,x20343)),f2(x20343,f246(x20341,x20342,x20343)))),x20342)
% 23.26/23.35 [1932]~P23(x19322)+~P16(x19323,x19324)+~P16(x19326,x19321)+P4(x19321)+~E(f146(x19321,x19322),x19324)+~P16(x19325,f142(x19321,x19322))+~P16(x19327,f150(x19321,x19322,x19326))+P16(f149(x19321,x19322,x19323,x19324),x19324)+P16(f291(f291(f144(x19321,x19322),x19325),f291(f144(x19321,x19322),f144(x19321,x19322))),x19322)+P16(f291(f291(f2(f145(x19321,x19322),x19326),x19327),f291(f2(f145(x19321,x19322),x19326),f2(f145(x19321,x19322),x19326))),x19322)
% 23.26/23.35 [1933]~P23(x19332)+~P16(x19333,x19334)+~P16(x19336,x19331)+P4(x19331)+~E(f146(x19331,x19332),x19334)+~P16(x19335,f147(x19331,x19332))+~P16(x19337,f150(x19331,x19332,x19336))+P16(f149(x19331,x19332,x19333,x19334),x19334)+P16(f291(f291(f143(x19331,x19332),x19335),f291(f143(x19331,x19332),f143(x19331,x19332))),x19332)+P16(f291(f291(f2(f145(x19331,x19332),x19336),x19337),f291(f2(f145(x19331,x19332),x19336),f2(f145(x19331,x19332),x19336))),x19332)
% 23.26/23.35 [2030]~P23(x20302)+~P16(x20304,x20301)+P4(x20301)+~P16(x20307,x20306)+~P16(x20303,f142(x20301,x20302))+~P16(x20305,f150(x20301,x20302,x20304))+~E(f146(x20301,x20302),x20306)+~P16(f291(f291(x20307,f149(x20301,x20302,x20307,x20306)),f291(x20307,x20307)),x20302)+P16(f291(f291(f144(x20301,x20302),x20303),f291(f144(x20301,x20302),f144(x20301,x20302))),x20302)+P16(f291(f291(f2(f145(x20301,x20302),x20304),x20305),f291(f2(f145(x20301,x20302),x20304),f2(f145(x20301,x20302),x20304))),x20302)
% 23.26/23.35 [2031]~P23(x20312)+~P16(x20314,x20311)+P4(x20311)+~P16(x20317,x20316)+~P16(x20313,f147(x20311,x20312))+~P16(x20315,f150(x20311,x20312,x20314))+~E(f146(x20311,x20312),x20316)+~P16(f291(f291(x20317,f149(x20311,x20312,x20317,x20316)),f291(x20317,x20317)),x20312)+P16(f291(f291(f143(x20311,x20312),x20313),f291(f143(x20311,x20312),f143(x20311,x20312))),x20312)+P16(f291(f291(f2(f145(x20311,x20312),x20314),x20315),f291(f2(f145(x20311,x20312),x20314),f2(f145(x20311,x20312),x20314))),x20312)
% 23.26/23.35 [1630]~P14(x16301)+~P14(x16302)+~P23(x16301)+~P23(x16302)+~P22(x16302)+~E(f275(x16302),f5(x16301))+~P16(f178(x16302,x16301),f5(x16302))+~P16(f179(x16302,x16301),f275(x16302))+E(x16301,f266(x16302))+~E(f2(x16302,f178(x16302,x16301)),f176(x16302,x16301))+~E(f2(x16301,f179(x16302,x16301)),f177(x16302,x16301))
% 23.26/23.35 [2086]P4(x20861)+~E(x20865,x20867)+~P23(x20862)+~P16(x20866,x20867)+~P16(x20865,x20861)+~E(x20863,x20868)+~P16(x20868,f3(x20861,x20864))+E(f67(x20861,x20862),f69(x20861,x20862))+P16(f82(x20861,x20862,x20864,x20863,x20865,x20866,x20867),x20867)+P16(x20863,f70(x20861,x20862,x20864))+~E(f291(f291(x20865,x20866),f291(x20865,x20865)),x20863)
% 23.26/23.35 [2087]P4(x20871)+~E(x20875,x20877)+~P23(x20872)+~P16(x20876,x20877)+~P16(x20875,x20871)+~E(x20873,x20878)+~P16(x20878,f3(x20871,x20874))+E(f71(x20871,x20872),f67(x20871,x20872))+P16(f82(x20871,x20872,x20874,x20873,x20875,x20876,x20877),x20877)+P16(x20873,f70(x20871,x20872,x20874))+~E(f291(f291(x20875,x20876),f291(x20875,x20875)),x20873)
% 23.26/23.35 [2088]P4(x20881)+~E(x20885,x20887)+~P23(x20882)+~P16(x20886,x20887)+~P16(x20885,x20881)+~E(x20883,x20888)+~P16(x20888,f3(x20881,x20884))+E(f72(x20881,x20882),f74(x20881,x20882))+P16(f82(x20881,x20882,x20884,x20883,x20885,x20886,x20887),x20887)+P16(x20883,f70(x20881,x20882,x20884))+~E(f291(f291(x20885,x20886),f291(x20885,x20885)),x20883)
% 23.26/23.35 [2089]P4(x20891)+~E(x20895,x20897)+~P23(x20892)+~P16(x20896,x20897)+~P16(x20895,x20891)+~E(x20893,x20898)+~P16(x20898,f3(x20891,x20894))+E(f76(x20891,x20892),f77(x20891,x20892))+P16(f82(x20891,x20892,x20894,x20893,x20895,x20896,x20897),x20897)+P16(x20893,f70(x20891,x20892,x20894))+~E(f291(f291(x20895,x20896),f291(x20895,x20895)),x20893)
% 23.26/23.35 [2090]~E(x20905,x20907)+~P23(x20902)+~P16(x20906,x20907)+~P16(x20905,x20901)+P4(x20901)+~E(x20903,x20908)+~P16(x20908,f3(x20901,x20904))+P16(f72(x20901,x20902),x20901)+P16(f82(x20901,x20902,x20904,x20903,x20905,x20906,x20907),x20907)+P16(x20903,f70(x20901,x20902,x20904))+~E(f291(f291(x20905,x20906),f291(x20905,x20905)),x20903)
% 23.26/23.35 [2091]~E(x20915,x20917)+~P23(x20912)+~P16(x20916,x20917)+~P16(x20915,x20911)+P4(x20911)+~E(x20913,x20918)+~P16(x20918,f3(x20911,x20914))+P16(f76(x20911,x20912),x20911)+P16(f82(x20911,x20912,x20914,x20913,x20915,x20916,x20917),x20917)+P16(x20913,f70(x20911,x20912,x20914))+~E(f291(f291(x20915,x20916),f291(x20915,x20915)),x20913)
% 23.26/23.35 [2092]~E(x20925,x20927)+~P23(x20923)+~P16(x20926,x20927)+~P16(x20925,x20921)+P4(x20921)+~E(x20922,x20928)+~E(f71(x20921,x20923),f69(x20921,x20923))+~P16(x20928,f3(x20921,x20924))+P16(f82(x20921,x20923,x20924,x20922,x20925,x20926,x20927),x20927)+P16(x20922,f70(x20921,x20923,x20924))+~E(f291(f291(x20925,x20926),f291(x20925,x20925)),x20922)
% 23.26/23.35 [2093]~E(x20935,x20937)+~P23(x20933)+~P16(x20936,x20937)+~P16(x20935,x20931)+P4(x20931)+~E(x20932,x20938)+P16(f75(x20931,x20933),f74(x20931,x20933))+~P16(x20938,f3(x20931,x20934))+P16(f82(x20931,x20933,x20934,x20932,x20935,x20936,x20937),x20937)+P16(x20932,f70(x20931,x20933,x20934))+~E(f291(f291(x20935,x20936),f291(x20935,x20935)),x20932)
% 23.26/23.35 [2094]~E(x20945,x20947)+~P23(x20943)+~P16(x20946,x20947)+~P16(x20945,x20941)+P4(x20941)+~E(x20942,x20948)+P16(f78(x20941,x20943),f77(x20941,x20943))+~P16(x20948,f3(x20941,x20944))+P16(f82(x20941,x20943,x20944,x20942,x20945,x20946,x20947),x20947)+P16(x20942,f70(x20941,x20943,x20944))+~E(f291(f291(x20945,x20946),f291(x20945,x20945)),x20942)
% 23.26/23.35 [2100]P4(x21001)+~P23(x21002)+~P16(x21005,x21001)+~P16(x21008,x21006)+~E(x21005,x21006)+~E(x21003,x21007)+~P16(x21007,f3(x21001,x21004))+E(f67(x21001,x21002),f69(x21001,x21002))+P16(x21003,f70(x21001,x21002,x21004))+~P16(f291(f291(x21008,f82(x21001,x21002,x21004,x21003,x21005,x21008,x21006)),f291(x21008,x21008)),x21002)+~E(f291(f291(x21005,x21008),f291(x21005,x21005)),x21003)
% 23.26/23.35 [2101]P4(x21011)+~P23(x21012)+~P16(x21015,x21011)+~P16(x21018,x21016)+~E(x21015,x21016)+~E(x21013,x21017)+~P16(x21017,f3(x21011,x21014))+E(f71(x21011,x21012),f67(x21011,x21012))+P16(x21013,f70(x21011,x21012,x21014))+~P16(f291(f291(x21018,f82(x21011,x21012,x21014,x21013,x21015,x21018,x21016)),f291(x21018,x21018)),x21012)+~E(f291(f291(x21015,x21018),f291(x21015,x21015)),x21013)
% 23.26/23.35 [2102]P4(x21021)+~P23(x21022)+~P16(x21025,x21021)+~P16(x21028,x21026)+~E(x21025,x21026)+~E(x21023,x21027)+~P16(x21027,f3(x21021,x21024))+E(f72(x21021,x21022),f74(x21021,x21022))+P16(x21023,f70(x21021,x21022,x21024))+~P16(f291(f291(x21028,f82(x21021,x21022,x21024,x21023,x21025,x21028,x21026)),f291(x21028,x21028)),x21022)+~E(f291(f291(x21025,x21028),f291(x21025,x21025)),x21023)
% 23.26/23.35 [2103]P4(x21031)+~P23(x21032)+~P16(x21035,x21031)+~P16(x21038,x21036)+~E(x21035,x21036)+~E(x21033,x21037)+~P16(x21037,f3(x21031,x21034))+E(f76(x21031,x21032),f77(x21031,x21032))+P16(x21033,f70(x21031,x21032,x21034))+~P16(f291(f291(x21038,f82(x21031,x21032,x21034,x21033,x21035,x21038,x21036)),f291(x21038,x21038)),x21032)+~E(f291(f291(x21035,x21038),f291(x21035,x21035)),x21033)
% 23.26/23.35 [2104]~P23(x21042)+~P16(x21045,x21041)+~P16(x21048,x21046)+P4(x21041)+~E(x21045,x21046)+~E(x21043,x21047)+~P16(x21047,f3(x21041,x21044))+P16(f72(x21041,x21042),x21041)+P16(x21043,f70(x21041,x21042,x21044))+~P16(f291(f291(x21048,f82(x21041,x21042,x21044,x21043,x21045,x21048,x21046)),f291(x21048,x21048)),x21042)+~E(f291(f291(x21045,x21048),f291(x21045,x21045)),x21043)
% 23.26/23.35 [2105]~P23(x21052)+~P16(x21055,x21051)+~P16(x21058,x21056)+P4(x21051)+~E(x21055,x21056)+~E(x21053,x21057)+~P16(x21057,f3(x21051,x21054))+P16(f76(x21051,x21052),x21051)+P16(x21053,f70(x21051,x21052,x21054))+~P16(f291(f291(x21058,f82(x21051,x21052,x21054,x21053,x21055,x21058,x21056)),f291(x21058,x21058)),x21052)+~E(f291(f291(x21055,x21058),f291(x21055,x21055)),x21053)
% 23.26/23.35 [2106]~P23(x21063)+~P16(x21065,x21061)+~P16(x21068,x21066)+P4(x21061)+~E(x21065,x21066)+~E(x21062,x21067)+~E(f71(x21061,x21063),f69(x21061,x21063))+~P16(x21067,f3(x21061,x21064))+P16(x21062,f70(x21061,x21063,x21064))+~P16(f291(f291(x21068,f82(x21061,x21063,x21064,x21062,x21065,x21068,x21066)),f291(x21068,x21068)),x21063)+~E(f291(f291(x21065,x21068),f291(x21065,x21065)),x21062)
% 23.26/23.35 [2107]~P23(x21073)+~P16(x21075,x21071)+~P16(x21078,x21076)+P4(x21071)+~E(x21075,x21076)+~E(x21072,x21077)+P16(f75(x21071,x21073),f74(x21071,x21073))+~P16(x21077,f3(x21071,x21074))+P16(x21072,f70(x21071,x21073,x21074))+~P16(f291(f291(x21078,f82(x21071,x21073,x21074,x21072,x21075,x21078,x21076)),f291(x21078,x21078)),x21073)+~E(f291(f291(x21075,x21078),f291(x21075,x21075)),x21072)
% 23.26/23.35 [2108]~P23(x21083)+~P16(x21085,x21081)+~P16(x21088,x21086)+P4(x21081)+~E(x21085,x21086)+~E(x21082,x21087)+P16(f78(x21081,x21083),f77(x21081,x21083))+~P16(x21087,f3(x21081,x21084))+P16(x21082,f70(x21081,x21083,x21084))+~P16(f291(f291(x21088,f82(x21081,x21083,x21084,x21082,x21085,x21088,x21086)),f291(x21088,x21088)),x21083)+~E(f291(f291(x21085,x21088),f291(x21085,x21085)),x21082)
% 23.26/23.35 [2095]P4(x20951)+~E(x20955,x20957)+~P23(x20952)+~P16(x20956,x20957)+~P16(x20955,x20951)+~E(x20953,x20958)+~P16(x20958,f3(x20951,x20954))+P16(f82(x20951,x20952,x20954,x20953,x20955,x20956,x20957),x20957)+P16(x20953,f70(x20951,x20952,x20954))+~E(f291(f291(x20955,x20956),f291(x20955,x20955)),x20953)+E(f291(f291(f72(x20951,x20952),f75(x20951,x20952)),f291(f72(x20951,x20952),f72(x20951,x20952))),f69(x20951,x20952))
% 23.26/23.35 [2096]P4(x20961)+~E(x20965,x20967)+~P23(x20962)+~P16(x20966,x20967)+~P16(x20965,x20961)+~E(x20963,x20968)+~P16(x20968,f3(x20961,x20964))+P16(f82(x20961,x20962,x20964,x20963,x20965,x20966,x20967),x20967)+P16(x20963,f70(x20961,x20962,x20964))+~E(f291(f291(x20965,x20966),f291(x20965,x20965)),x20963)+E(f291(f291(f76(x20961,x20962),f78(x20961,x20962)),f291(f76(x20961,x20962),f76(x20961,x20962))),f71(x20961,x20962))
% 23.26/23.35 [2109]P4(x21091)+~P23(x21092)+~P16(x21095,x21091)+~P16(x21098,x21096)+~E(x21095,x21096)+~E(x21093,x21097)+~P16(x21097,f3(x21091,x21094))+P16(x21093,f70(x21091,x21092,x21094))+~P16(f291(f291(x21098,f82(x21091,x21092,x21094,x21093,x21095,x21098,x21096)),f291(x21098,x21098)),x21092)+~E(f291(f291(x21095,x21098),f291(x21095,x21095)),x21093)+E(f291(f291(f72(x21091,x21092),f75(x21091,x21092)),f291(f72(x21091,x21092),f72(x21091,x21092))),f69(x21091,x21092))
% 23.26/23.35 [2110]P4(x21101)+~P23(x21102)+~P16(x21105,x21101)+~P16(x21108,x21106)+~E(x21105,x21106)+~E(x21103,x21107)+~P16(x21107,f3(x21101,x21104))+P16(x21103,f70(x21101,x21102,x21104))+~P16(f291(f291(x21108,f82(x21101,x21102,x21104,x21103,x21105,x21108,x21106)),f291(x21108,x21108)),x21102)+~E(f291(f291(x21105,x21108),f291(x21105,x21105)),x21103)+E(f291(f291(f76(x21101,x21102),f78(x21101,x21102)),f291(f76(x21101,x21102),f76(x21101,x21102))),f71(x21101,x21102))
% 23.26/23.35 [2056]~P14(x20563)+~P23(x20563)+~P23(x20562)+~P23(x20561)+~P22(x20563)+P33(x20561,x20562,x20563)+~E(f277(x20561),f5(x20563))+~E(f275(x20563),f277(x20562))+~P16(f246(x20561,x20562,x20563),f277(x20561))+~P16(f247(x20561,x20562,x20563),f277(x20561))+~P16(f291(f291(f246(x20561,x20562,x20563),f247(x20561,x20562,x20563)),f291(f246(x20561,x20562,x20563),f246(x20561,x20562,x20563))),x20561)+~P16(f291(f291(f2(x20563,f246(x20561,x20562,x20563)),f2(x20563,f247(x20561,x20562,x20563))),f291(f2(x20563,f246(x20561,x20562,x20563)),f2(x20563,f246(x20561,x20562,x20563)))),x20562)
% 23.26/23.35 [2097]~E(x20975,x20977)+~P23(x20973)+~P16(x20976,x20977)+~P16(x20975,x20971)+P4(x20971)+~E(x20972,x20979)+~P16(x20978,f74(x20971,x20973))+~P16(x20979,f3(x20971,x20974))+P16(f82(x20971,x20973,x20974,x20972,x20975,x20976,x20977),x20977)+P16(x20972,f70(x20971,x20973,x20974))+~E(f291(f291(x20975,x20976),f291(x20975,x20975)),x20972)+P16(f291(f291(f75(x20971,x20973),x20978),f291(f75(x20971,x20973),f75(x20971,x20973))),x20973)
% 23.26/23.35 [2098]~E(x20985,x20987)+~P23(x20983)+~P16(x20986,x20987)+~P16(x20985,x20981)+P4(x20981)+~E(x20982,x20989)+~P16(x20988,f77(x20981,x20983))+~P16(x20989,f3(x20981,x20984))+P16(f82(x20981,x20983,x20984,x20982,x20985,x20986,x20987),x20987)+P16(x20982,f70(x20981,x20983,x20984))+~E(f291(f291(x20985,x20986),f291(x20985,x20985)),x20982)+P16(f291(f291(f78(x20981,x20983),x20988),f291(f78(x20981,x20983),f78(x20981,x20983))),x20983)
% 23.26/23.35 [2111]~P23(x21113)+~P16(x21116,x21111)+~P16(x21119,x21117)+P4(x21111)+~E(x21116,x21117)+~E(x21112,x21118)+~P16(x21115,f74(x21111,x21113))+~P16(x21118,f3(x21111,x21114))+P16(x21112,f70(x21111,x21113,x21114))+~P16(f291(f291(x21119,f82(x21111,x21113,x21114,x21112,x21116,x21119,x21117)),f291(x21119,x21119)),x21113)+~E(f291(f291(x21116,x21119),f291(x21116,x21116)),x21112)+P16(f291(f291(f75(x21111,x21113),x21115),f291(f75(x21111,x21113),f75(x21111,x21113))),x21113)
% 23.26/23.35 [2112]~P23(x21123)+~P16(x21126,x21121)+~P16(x21129,x21127)+P4(x21121)+~E(x21126,x21127)+~E(x21122,x21128)+~P16(x21125,f77(x21121,x21123))+~P16(x21128,f3(x21121,x21124))+P16(x21122,f70(x21121,x21123,x21124))+~P16(f291(f291(x21129,f82(x21121,x21123,x21124,x21122,x21126,x21129,x21127)),f291(x21129,x21129)),x21123)+~E(f291(f291(x21126,x21129),f291(x21126,x21126)),x21122)+P16(f291(f291(f78(x21121,x21123),x21125),f291(f78(x21121,x21123),f78(x21121,x21123))),x21123)
% 23.26/23.35 %EqnAxiom
% 23.26/23.35 [1]E(x11,x11)
% 23.26/23.35 [2]E(x22,x21)+~E(x21,x22)
% 23.26/23.35 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 23.26/23.35 [4]~E(x41,x42)+E(f5(x41),f5(x42))
% 23.26/23.35 [5]~E(x51,x52)+E(f275(x51),f275(x52))
% 23.26/23.35 [6]~E(x61,x62)+E(f21(x61),f21(x62))
% 23.26/23.35 [7]~E(x71,x72)+E(f3(x71,x73),f3(x72,x73))
% 23.26/23.35 [8]~E(x81,x82)+E(f3(x83,x81),f3(x83,x82))
% 23.26/23.35 [9]~E(x91,x92)+E(f291(x91,x93),f291(x92,x93))
% 23.26/23.35 [10]~E(x101,x102)+E(f291(x103,x101),f291(x103,x102))
% 23.26/23.35 [11]~E(x111,x112)+E(f102(x111,x113,x114),f102(x112,x113,x114))
% 23.26/23.35 [12]~E(x121,x122)+E(f102(x123,x121,x124),f102(x123,x122,x124))
% 23.26/23.35 [13]~E(x131,x132)+E(f102(x133,x134,x131),f102(x133,x134,x132))
% 23.26/23.35 [14]~E(x141,x142)+E(f26(x141),f26(x142))
% 23.26/23.35 [15]~E(x151,x152)+E(f99(x151,x153,x154),f99(x152,x153,x154))
% 23.26/23.35 [16]~E(x161,x162)+E(f99(x163,x161,x164),f99(x163,x162,x164))
% 23.26/23.35 [17]~E(x171,x172)+E(f99(x173,x174,x171),f99(x173,x174,x172))
% 23.26/23.35 [18]~E(x181,x182)+E(f154(x181),f154(x182))
% 23.26/23.35 [19]~E(x191,x192)+E(f69(x191,x193),f69(x192,x193))
% 23.26/23.35 [20]~E(x201,x202)+E(f69(x203,x201),f69(x203,x202))
% 23.26/23.35 [21]~E(x211,x212)+E(f33(x211),f33(x212))
% 23.26/23.35 [22]~E(x221,x222)+E(f145(x221,x223),f145(x222,x223))
% 23.26/23.35 [23]~E(x231,x232)+E(f145(x233,x231),f145(x233,x232))
% 23.26/23.35 [24]~E(x241,x242)+E(f2(x241,x243),f2(x242,x243))
% 23.26/23.35 [25]~E(x251,x252)+E(f2(x253,x251),f2(x253,x252))
% 23.26/23.35 [26]~E(x261,x262)+E(f269(x261),f269(x262))
% 23.26/23.35 [27]~E(x271,x272)+E(f71(x271,x273),f71(x272,x273))
% 23.26/23.35 [28]~E(x281,x282)+E(f71(x283,x281),f71(x283,x282))
% 23.26/23.35 [29]~E(x291,x292)+E(f75(x291,x293),f75(x292,x293))
% 23.26/23.35 [30]~E(x301,x302)+E(f75(x303,x301),f75(x303,x302))
% 23.26/23.35 [31]~E(x311,x312)+E(f155(x311),f155(x312))
% 23.26/23.35 [32]~E(x321,x322)+E(f82(x321,x323,x324,x325,x326,x327,x328),f82(x322,x323,x324,x325,x326,x327,x328))
% 23.26/23.35 [33]~E(x331,x332)+E(f82(x333,x331,x334,x335,x336,x337,x338),f82(x333,x332,x334,x335,x336,x337,x338))
% 23.26/23.35 [34]~E(x341,x342)+E(f82(x343,x344,x341,x345,x346,x347,x348),f82(x343,x344,x342,x345,x346,x347,x348))
% 23.26/23.35 [35]~E(x351,x352)+E(f82(x353,x354,x355,x351,x356,x357,x358),f82(x353,x354,x355,x352,x356,x357,x358))
% 23.26/23.35 [36]~E(x361,x362)+E(f82(x363,x364,x365,x366,x361,x367,x368),f82(x363,x364,x365,x366,x362,x367,x368))
% 23.26/23.35 [37]~E(x371,x372)+E(f82(x373,x374,x375,x376,x377,x371,x378),f82(x373,x374,x375,x376,x377,x372,x378))
% 23.26/23.35 [38]~E(x381,x382)+E(f82(x383,x384,x385,x386,x387,x388,x381),f82(x383,x384,x385,x386,x387,x388,x382))
% 23.26/23.35 [39]~E(x391,x392)+E(f70(x391,x393,x394),f70(x392,x393,x394))
% 23.26/23.35 [40]~E(x401,x402)+E(f70(x403,x401,x404),f70(x403,x402,x404))
% 23.26/23.35 [41]~E(x411,x412)+E(f70(x413,x414,x411),f70(x413,x414,x412))
% 23.26/23.35 [42]~E(x421,x422)+E(f95(x421,x423,x424),f95(x422,x423,x424))
% 23.26/23.35 [43]~E(x431,x432)+E(f95(x433,x431,x434),f95(x433,x432,x434))
% 23.26/23.35 [44]~E(x441,x442)+E(f95(x443,x444,x441),f95(x443,x444,x442))
% 23.26/23.35 [45]~E(x451,x452)+E(f94(x451,x453,x454),f94(x452,x453,x454))
% 23.26/23.35 [46]~E(x461,x462)+E(f94(x463,x461,x464),f94(x463,x462,x464))
% 23.26/23.35 [47]~E(x471,x472)+E(f94(x473,x474,x471),f94(x473,x474,x472))
% 23.26/23.35 [48]~E(x481,x482)+E(f85(x481),f85(x482))
% 23.26/23.35 [49]~E(x491,x492)+E(f78(x491,x493),f78(x492,x493))
% 23.26/23.35 [50]~E(x501,x502)+E(f78(x503,x501),f78(x503,x502))
% 23.26/23.35 [51]~E(x511,x512)+E(f100(x511,x513,x514),f100(x512,x513,x514))
% 23.26/23.35 [52]~E(x521,x522)+E(f100(x523,x521,x524),f100(x523,x522,x524))
% 23.26/23.35 [53]~E(x531,x532)+E(f100(x533,x534,x531),f100(x533,x534,x532))
% 23.26/23.35 [54]~E(x541,x542)+E(f190(x541,x543),f190(x542,x543))
% 23.26/23.35 [55]~E(x551,x552)+E(f190(x553,x551),f190(x553,x552))
% 23.26/23.35 [56]~E(x561,x562)+E(f106(x561,x563,x564,x565),f106(x562,x563,x564,x565))
% 23.26/23.35 [57]~E(x571,x572)+E(f106(x573,x571,x574,x575),f106(x573,x572,x574,x575))
% 23.26/23.35 [58]~E(x581,x582)+E(f106(x583,x584,x581,x585),f106(x583,x584,x582,x585))
% 23.26/23.35 [59]~E(x591,x592)+E(f106(x593,x594,x595,x591),f106(x593,x594,x595,x592))
% 23.26/23.35 [60]~E(x601,x602)+E(f270(x601),f270(x602))
% 23.26/23.35 [61]~E(x611,x612)+E(f283(x611),f283(x612))
% 23.26/23.35 [62]~E(x621,x622)+E(f142(x621,x623),f142(x622,x623))
% 23.26/23.35 [63]~E(x631,x632)+E(f142(x633,x631),f142(x633,x632))
% 23.26/23.35 [64]~E(x641,x642)+E(f74(x641,x643),f74(x642,x643))
% 23.26/23.35 [65]~E(x651,x652)+E(f74(x653,x651),f74(x653,x652))
% 23.26/23.35 [66]~E(x661,x662)+E(f284(x661,x663),f284(x662,x663))
% 23.26/23.35 [67]~E(x671,x672)+E(f284(x673,x671),f284(x673,x672))
% 23.26/23.35 [68]~E(x681,x682)+E(f287(x681,x683),f287(x682,x683))
% 23.26/23.35 [69]~E(x691,x692)+E(f287(x693,x691),f287(x693,x692))
% 23.26/23.35 [70]~E(x701,x702)+E(f81(x701,x703,x704,x705),f81(x702,x703,x704,x705))
% 23.26/23.35 [71]~E(x711,x712)+E(f81(x713,x711,x714,x715),f81(x713,x712,x714,x715))
% 23.26/23.35 [72]~E(x721,x722)+E(f81(x723,x724,x721,x725),f81(x723,x724,x722,x725))
% 23.26/23.35 [73]~E(x731,x732)+E(f81(x733,x734,x735,x731),f81(x733,x734,x735,x732))
% 23.26/23.35 [74]~E(x741,x742)+E(f246(x741,x743,x744),f246(x742,x743,x744))
% 23.26/23.35 [75]~E(x751,x752)+E(f246(x753,x751,x754),f246(x753,x752,x754))
% 23.26/23.35 [76]~E(x761,x762)+E(f246(x763,x764,x761),f246(x763,x764,x762))
% 23.26/23.35 [77]~E(x771,x772)+E(f42(x771,x773),f42(x772,x773))
% 23.26/23.35 [78]~E(x781,x782)+E(f42(x783,x781),f42(x783,x782))
% 23.26/23.35 [79]~E(x791,x792)+E(f72(x791,x793),f72(x792,x793))
% 23.26/23.35 [80]~E(x801,x802)+E(f72(x803,x801),f72(x803,x802))
% 23.26/23.35 [81]~E(x811,x812)+E(f153(x811),f153(x812))
% 23.26/23.35 [82]~E(x821,x822)+E(f163(x821),f163(x822))
% 23.26/23.35 [83]~E(x831,x832)+E(f144(x831,x833),f144(x832,x833))
% 23.26/23.35 [84]~E(x841,x842)+E(f144(x843,x841),f144(x843,x842))
% 23.26/23.35 [85]~E(x851,x852)+E(f183(x851),f183(x852))
% 23.26/23.35 [86]~E(x861,x862)+E(f89(x861),f89(x862))
% 23.26/23.35 [87]~E(x871,x872)+E(f66(x871,x873,x874,x875),f66(x872,x873,x874,x875))
% 23.26/23.35 [88]~E(x881,x882)+E(f66(x883,x881,x884,x885),f66(x883,x882,x884,x885))
% 23.26/23.35 [89]~E(x891,x892)+E(f66(x893,x894,x891,x895),f66(x893,x894,x892,x895))
% 23.26/23.35 [90]~E(x901,x902)+E(f66(x903,x904,x905,x901),f66(x903,x904,x905,x902))
% 23.26/23.35 [91]~E(x911,x912)+E(f143(x911,x913),f143(x912,x913))
% 23.26/23.35 [92]~E(x921,x922)+E(f143(x923,x921),f143(x923,x922))
% 23.26/23.35 [93]~E(x931,x932)+E(f104(x931,x933,x934),f104(x932,x933,x934))
% 23.26/23.35 [94]~E(x941,x942)+E(f104(x943,x941,x944),f104(x943,x942,x944))
% 23.26/23.35 [95]~E(x951,x952)+E(f104(x953,x954,x951),f104(x953,x954,x952))
% 23.26/23.35 [96]~E(x961,x962)+E(f146(x961,x963),f146(x962,x963))
% 23.26/23.35 [97]~E(x971,x972)+E(f146(x973,x971),f146(x973,x972))
% 23.26/23.35 [98]~E(x981,x982)+E(f107(x981,x983,x984,x985),f107(x982,x983,x984,x985))
% 23.26/23.35 [99]~E(x991,x992)+E(f107(x993,x991,x994,x995),f107(x993,x992,x994,x995))
% 23.26/23.35 [100]~E(x1001,x1002)+E(f107(x1003,x1004,x1001,x1005),f107(x1003,x1004,x1002,x1005))
% 23.26/23.35 [101]~E(x1011,x1012)+E(f107(x1013,x1014,x1015,x1011),f107(x1013,x1014,x1015,x1012))
% 23.26/23.35 [102]~E(x1021,x1022)+E(f199(x1021,x1023),f199(x1022,x1023))
% 23.26/23.35 [103]~E(x1031,x1032)+E(f199(x1033,x1031),f199(x1033,x1032))
% 23.26/23.35 [104]~E(x1041,x1042)+E(f59(x1041,x1043),f59(x1042,x1043))
% 23.26/23.35 [105]~E(x1051,x1052)+E(f59(x1053,x1051),f59(x1053,x1052))
% 23.26/23.35 [106]~E(x1061,x1062)+E(f64(x1061,x1063,x1064),f64(x1062,x1063,x1064))
% 23.26/23.35 [107]~E(x1071,x1072)+E(f64(x1073,x1071,x1074),f64(x1073,x1072,x1074))
% 23.26/23.35 [108]~E(x1081,x1082)+E(f64(x1083,x1084,x1081),f64(x1083,x1084,x1082))
% 23.26/23.35 [109]~E(x1091,x1092)+E(f13(x1091,x1093),f13(x1092,x1093))
% 23.26/23.35 [110]~E(x1101,x1102)+E(f13(x1103,x1101),f13(x1103,x1102))
% 23.26/23.35 [111]~E(x1111,x1112)+E(f25(x1111,x1113),f25(x1112,x1113))
% 23.26/23.35 [112]~E(x1121,x1122)+E(f25(x1123,x1121),f25(x1123,x1122))
% 23.26/23.35 [113]~E(x1131,x1132)+E(f8(x1131),f8(x1132))
% 23.26/23.35 [114]~E(x1141,x1142)+E(f80(x1141,x1143,x1144,x1145),f80(x1142,x1143,x1144,x1145))
% 23.26/23.35 [115]~E(x1151,x1152)+E(f80(x1153,x1151,x1154,x1155),f80(x1153,x1152,x1154,x1155))
% 23.26/23.35 [116]~E(x1161,x1162)+E(f80(x1163,x1164,x1161,x1165),f80(x1163,x1164,x1162,x1165))
% 23.26/23.35 [117]~E(x1171,x1172)+E(f80(x1173,x1174,x1175,x1171),f80(x1173,x1174,x1175,x1172))
% 23.26/23.35 [118]~E(x1181,x1182)+E(f67(x1181,x1183),f67(x1182,x1183))
% 23.26/23.35 [119]~E(x1191,x1192)+E(f67(x1193,x1191),f67(x1193,x1192))
% 23.26/23.35 [120]~E(x1201,x1202)+E(f43(x1201,x1203),f43(x1202,x1203))
% 23.26/23.35 [121]~E(x1211,x1212)+E(f43(x1213,x1211),f43(x1213,x1212))
% 23.26/23.35 [122]~E(x1221,x1222)+E(f61(x1221,x1223,x1224),f61(x1222,x1223,x1224))
% 23.26/23.35 [123]~E(x1231,x1232)+E(f61(x1233,x1231,x1234),f61(x1233,x1232,x1234))
% 23.26/23.35 [124]~E(x1241,x1242)+E(f61(x1243,x1244,x1241),f61(x1243,x1244,x1242))
% 23.26/23.35 [125]~E(x1251,x1252)+E(f198(x1251,x1253,x1254),f198(x1252,x1253,x1254))
% 23.26/23.35 [126]~E(x1261,x1262)+E(f198(x1263,x1261,x1264),f198(x1263,x1262,x1264))
% 23.26/23.35 [127]~E(x1271,x1272)+E(f198(x1273,x1274,x1271),f198(x1273,x1274,x1272))
% 23.26/23.35 [128]~E(x1281,x1282)+E(f79(x1281,x1283,x1284,x1285),f79(x1282,x1283,x1284,x1285))
% 23.26/23.35 [129]~E(x1291,x1292)+E(f79(x1293,x1291,x1294,x1295),f79(x1293,x1292,x1294,x1295))
% 23.26/23.35 [130]~E(x1301,x1302)+E(f79(x1303,x1304,x1301,x1305),f79(x1303,x1304,x1302,x1305))
% 23.26/23.35 [131]~E(x1311,x1312)+E(f79(x1313,x1314,x1315,x1311),f79(x1313,x1314,x1315,x1312))
% 23.26/23.35 [132]~E(x1321,x1322)+E(f65(x1321,x1323,x1324),f65(x1322,x1323,x1324))
% 23.26/23.35 [133]~E(x1331,x1332)+E(f65(x1333,x1331,x1334),f65(x1333,x1332,x1334))
% 23.26/23.35 [134]~E(x1341,x1342)+E(f65(x1343,x1344,x1341),f65(x1343,x1344,x1342))
% 23.26/23.35 [135]~E(x1351,x1352)+E(f203(x1351,x1353),f203(x1352,x1353))
% 23.26/23.35 [136]~E(x1361,x1362)+E(f203(x1363,x1361),f203(x1363,x1362))
% 23.26/23.35 [137]~E(x1371,x1372)+E(f123(x1371,x1373,x1374),f123(x1372,x1373,x1374))
% 23.26/23.35 [138]~E(x1381,x1382)+E(f123(x1383,x1381,x1384),f123(x1383,x1382,x1384))
% 23.26/23.35 [139]~E(x1391,x1392)+E(f123(x1393,x1394,x1391),f123(x1393,x1394,x1392))
% 23.26/23.35 [140]~E(x1401,x1402)+E(f125(x1401,x1403,x1404,x1405),f125(x1402,x1403,x1404,x1405))
% 23.26/23.35 [141]~E(x1411,x1412)+E(f125(x1413,x1411,x1414,x1415),f125(x1413,x1412,x1414,x1415))
% 23.26/23.35 [142]~E(x1421,x1422)+E(f125(x1423,x1424,x1421,x1425),f125(x1423,x1424,x1422,x1425))
% 23.26/23.35 [143]~E(x1431,x1432)+E(f125(x1433,x1434,x1435,x1431),f125(x1433,x1434,x1435,x1432))
% 23.26/23.35 [144]~E(x1441,x1442)+E(f124(x1441,x1443,x1444,x1445),f124(x1442,x1443,x1444,x1445))
% 23.26/23.35 [145]~E(x1451,x1452)+E(f124(x1453,x1451,x1454,x1455),f124(x1453,x1452,x1454,x1455))
% 23.26/23.35 [146]~E(x1461,x1462)+E(f124(x1463,x1464,x1461,x1465),f124(x1463,x1464,x1462,x1465))
% 23.26/23.35 [147]~E(x1471,x1472)+E(f124(x1473,x1474,x1475,x1471),f124(x1473,x1474,x1475,x1472))
% 23.26/23.35 [148]~E(x1481,x1482)+E(f44(x1481,x1483),f44(x1482,x1483))
% 23.26/23.35 [149]~E(x1491,x1492)+E(f44(x1493,x1491),f44(x1493,x1492))
% 23.26/23.35 [150]~E(x1501,x1502)+E(f62(x1501,x1503),f62(x1502,x1503))
% 23.26/23.35 [151]~E(x1511,x1512)+E(f62(x1513,x1511),f62(x1513,x1512))
% 23.26/23.35 [152]~E(x1521,x1522)+E(f63(x1521,x1523),f63(x1522,x1523))
% 23.26/23.35 [153]~E(x1531,x1532)+E(f63(x1533,x1531),f63(x1533,x1532))
% 23.26/23.35 [154]~E(x1541,x1542)+E(f219(x1541,x1543),f219(x1542,x1543))
% 23.26/23.35 [155]~E(x1551,x1552)+E(f219(x1553,x1551),f219(x1553,x1552))
% 23.26/23.35 [156]~E(x1561,x1562)+E(f47(x1561,x1563,x1564,x1565),f47(x1562,x1563,x1564,x1565))
% 23.26/23.35 [157]~E(x1571,x1572)+E(f47(x1573,x1571,x1574,x1575),f47(x1573,x1572,x1574,x1575))
% 23.26/23.35 [158]~E(x1581,x1582)+E(f47(x1583,x1584,x1581,x1585),f47(x1583,x1584,x1582,x1585))
% 23.26/23.35 [159]~E(x1591,x1592)+E(f47(x1593,x1594,x1595,x1591),f47(x1593,x1594,x1595,x1592))
% 23.26/23.35 [160]~E(x1601,x1602)+E(f58(x1601,x1603),f58(x1602,x1603))
% 23.26/23.35 [161]~E(x1611,x1612)+E(f58(x1613,x1611),f58(x1613,x1612))
% 23.26/23.35 [162]~E(x1621,x1622)+E(f258(x1621,x1623),f258(x1622,x1623))
% 23.26/23.35 [163]~E(x1631,x1632)+E(f258(x1633,x1631),f258(x1633,x1632))
% 23.26/23.35 [164]~E(x1641,x1642)+E(f191(x1641,x1643),f191(x1642,x1643))
% 23.26/23.35 [165]~E(x1651,x1652)+E(f191(x1653,x1651),f191(x1653,x1652))
% 23.26/23.35 [166]~E(x1661,x1662)+E(f184(x1661,x1663),f184(x1662,x1663))
% 23.26/23.35 [167]~E(x1671,x1672)+E(f184(x1673,x1671),f184(x1673,x1672))
% 23.26/23.35 [168]~E(x1681,x1682)+E(f7(x1681),f7(x1682))
% 23.26/23.35 [169]~E(x1691,x1692)+E(f220(x1691,x1693),f220(x1692,x1693))
% 23.26/23.35 [170]~E(x1701,x1702)+E(f220(x1703,x1701),f220(x1703,x1702))
% 23.26/23.35 [171]~E(x1711,x1712)+E(f19(x1711,x1713,x1714),f19(x1712,x1713,x1714))
% 23.26/23.35 [172]~E(x1721,x1722)+E(f19(x1723,x1721,x1724),f19(x1723,x1722,x1724))
% 23.26/23.35 [173]~E(x1731,x1732)+E(f19(x1733,x1734,x1731),f19(x1733,x1734,x1732))
% 23.26/23.35 [174]~E(x1741,x1742)+E(f139(x1741,x1743),f139(x1742,x1743))
% 23.26/23.35 [175]~E(x1751,x1752)+E(f139(x1753,x1751),f139(x1753,x1752))
% 23.26/23.35 [176]~E(x1761,x1762)+E(f37(x1761),f37(x1762))
% 23.26/23.35 [177]~E(x1771,x1772)+E(f149(x1771,x1773,x1774,x1775),f149(x1772,x1773,x1774,x1775))
% 23.26/23.35 [178]~E(x1781,x1782)+E(f149(x1783,x1781,x1784,x1785),f149(x1783,x1782,x1784,x1785))
% 23.26/23.35 [179]~E(x1791,x1792)+E(f149(x1793,x1794,x1791,x1795),f149(x1793,x1794,x1792,x1795))
% 23.26/23.35 [180]~E(x1801,x1802)+E(f149(x1803,x1804,x1805,x1801),f149(x1803,x1804,x1805,x1802))
% 23.26/23.35 [181]~E(x1811,x1812)+E(f245(x1811,x1813),f245(x1812,x1813))
% 23.26/23.35 [182]~E(x1821,x1822)+E(f245(x1823,x1821),f245(x1823,x1822))
% 23.26/23.35 [183]~E(x1831,x1832)+E(f77(x1831,x1833),f77(x1832,x1833))
% 23.26/23.35 [184]~E(x1841,x1842)+E(f77(x1843,x1841),f77(x1843,x1842))
% 23.26/23.35 [185]~E(x1851,x1852)+E(f267(x1851,x1853),f267(x1852,x1853))
% 23.26/23.35 [186]~E(x1861,x1862)+E(f267(x1863,x1861),f267(x1863,x1862))
% 23.26/23.35 [187]~E(x1871,x1872)+E(f271(x1871),f271(x1872))
% 23.26/23.35 [188]~E(x1881,x1882)+E(f105(x1881,x1883,x1884),f105(x1882,x1883,x1884))
% 23.26/23.35 [189]~E(x1891,x1892)+E(f105(x1893,x1891,x1894),f105(x1893,x1892,x1894))
% 23.26/23.35 [190]~E(x1901,x1902)+E(f105(x1903,x1904,x1901),f105(x1903,x1904,x1902))
% 23.26/23.35 [191]~E(x1911,x1912)+E(f268(x1911,x1913,x1914),f268(x1912,x1913,x1914))
% 23.26/23.35 [192]~E(x1921,x1922)+E(f268(x1923,x1921,x1924),f268(x1923,x1922,x1924))
% 23.26/23.35 [193]~E(x1931,x1932)+E(f268(x1933,x1934,x1931),f268(x1933,x1934,x1932))
% 23.26/23.35 [194]~E(x1941,x1942)+E(f87(x1941,x1943),f87(x1942,x1943))
% 23.26/23.35 [195]~E(x1951,x1952)+E(f87(x1953,x1951),f87(x1953,x1952))
% 23.26/23.35 [196]~E(x1961,x1962)+E(f273(x1961),f273(x1962))
% 23.26/23.35 [197]~E(x1971,x1972)+E(f41(x1971,x1973),f41(x1972,x1973))
% 23.26/23.35 [198]~E(x1981,x1982)+E(f41(x1983,x1981),f41(x1983,x1982))
% 23.26/23.35 [199]~E(x1991,x1992)+E(f263(x1991),f263(x1992))
% 23.26/23.35 [200]~E(x2001,x2002)+E(f206(x2001,x2003),f206(x2002,x2003))
% 23.26/23.35 [201]~E(x2011,x2012)+E(f206(x2013,x2011),f206(x2013,x2012))
% 23.26/23.35 [202]~E(x2021,x2022)+E(f147(x2021,x2023),f147(x2022,x2023))
% 23.26/23.35 [203]~E(x2031,x2032)+E(f147(x2033,x2031),f147(x2033,x2032))
% 23.26/23.35 [204]~E(x2041,x2042)+E(f150(x2041,x2043,x2044),f150(x2042,x2043,x2044))
% 23.26/23.35 [205]~E(x2051,x2052)+E(f150(x2053,x2051,x2054),f150(x2053,x2052,x2054))
% 23.26/23.35 [206]~E(x2061,x2062)+E(f150(x2063,x2064,x2061),f150(x2063,x2064,x2062))
% 23.26/23.35 [207]~E(x2071,x2072)+E(f96(x2071,x2073,x2074,x2075),f96(x2072,x2073,x2074,x2075))
% 23.26/23.35 [208]~E(x2081,x2082)+E(f96(x2083,x2081,x2084,x2085),f96(x2083,x2082,x2084,x2085))
% 23.26/23.35 [209]~E(x2091,x2092)+E(f96(x2093,x2094,x2091,x2095),f96(x2093,x2094,x2092,x2095))
% 23.26/23.35 [210]~E(x2101,x2102)+E(f96(x2103,x2104,x2105,x2101),f96(x2103,x2104,x2105,x2102))
% 23.26/23.35 [211]~E(x2111,x2112)+E(f236(x2111,x2113,x2114),f236(x2112,x2113,x2114))
% 23.26/23.35 [212]~E(x2121,x2122)+E(f236(x2123,x2121,x2124),f236(x2123,x2122,x2124))
% 23.26/23.35 [213]~E(x2131,x2132)+E(f236(x2133,x2134,x2131),f236(x2133,x2134,x2132))
% 23.26/23.35 [214]~E(x2141,x2142)+E(f55(x2141,x2143,x2144),f55(x2142,x2143,x2144))
% 23.26/23.35 [215]~E(x2151,x2152)+E(f55(x2153,x2151,x2154),f55(x2153,x2152,x2154))
% 23.26/23.35 [216]~E(x2161,x2162)+E(f55(x2163,x2164,x2161),f55(x2163,x2164,x2162))
% 23.26/23.35 [217]~E(x2171,x2172)+E(f223(x2171,x2173),f223(x2172,x2173))
% 23.26/23.35 [218]~E(x2181,x2182)+E(f223(x2183,x2181),f223(x2183,x2182))
% 23.26/23.35 [219]~E(x2191,x2192)+E(f288(x2191),f288(x2192))
% 23.26/23.35 [220]~E(x2201,x2202)+E(f116(x2201,x2203),f116(x2202,x2203))
% 23.26/23.35 [221]~E(x2211,x2212)+E(f116(x2213,x2211),f116(x2213,x2212))
% 23.26/23.35 [222]~E(x2221,x2222)+E(f233(x2221,x2223),f233(x2222,x2223))
% 23.26/23.35 [223]~E(x2231,x2232)+E(f233(x2233,x2231),f233(x2233,x2232))
% 23.26/23.35 [224]~E(x2241,x2242)+E(f97(x2241,x2243,x2244),f97(x2242,x2243,x2244))
% 23.26/23.35 [225]~E(x2251,x2252)+E(f97(x2253,x2251,x2254),f97(x2253,x2252,x2254))
% 23.26/23.35 [226]~E(x2261,x2262)+E(f97(x2263,x2264,x2261),f97(x2263,x2264,x2262))
% 23.26/23.35 [227]~E(x2271,x2272)+E(f28(x2271),f28(x2272))
% 23.26/23.35 [228]~E(x2281,x2282)+E(f68(x2281,x2283,x2284,x2285,x2286),f68(x2282,x2283,x2284,x2285,x2286))
% 23.26/23.35 [229]~E(x2291,x2292)+E(f68(x2293,x2291,x2294,x2295,x2296),f68(x2293,x2292,x2294,x2295,x2296))
% 23.26/23.35 [230]~E(x2301,x2302)+E(f68(x2303,x2304,x2301,x2305,x2306),f68(x2303,x2304,x2302,x2305,x2306))
% 23.26/23.35 [231]~E(x2311,x2312)+E(f68(x2313,x2314,x2315,x2311,x2316),f68(x2313,x2314,x2315,x2312,x2316))
% 23.26/23.35 [232]~E(x2321,x2322)+E(f68(x2323,x2324,x2325,x2326,x2321),f68(x2323,x2324,x2325,x2326,x2322))
% 23.26/23.35 [233]~E(x2331,x2332)+E(f98(x2331,x2333,x2334),f98(x2332,x2333,x2334))
% 23.26/23.35 [234]~E(x2341,x2342)+E(f98(x2343,x2341,x2344),f98(x2343,x2342,x2344))
% 23.26/23.35 [235]~E(x2351,x2352)+E(f98(x2353,x2354,x2351),f98(x2353,x2354,x2352))
% 23.26/23.35 [236]~E(x2361,x2362)+E(f185(x2361),f185(x2362))
% 23.26/23.35 [237]~E(x2371,x2372)+E(f186(x2371),f186(x2372))
% 23.26/23.35 [238]~E(x2381,x2382)+E(f34(x2381),f34(x2382))
% 23.26/23.35 [239]~E(x2391,x2392)+E(f35(x2391),f35(x2392))
% 23.26/23.35 [240]~E(x2401,x2402)+E(f247(x2401,x2403,x2404),f247(x2402,x2403,x2404))
% 23.26/23.35 [241]~E(x2411,x2412)+E(f247(x2413,x2411,x2414),f247(x2413,x2412,x2414))
% 23.26/23.35 [242]~E(x2421,x2422)+E(f247(x2423,x2424,x2421),f247(x2423,x2424,x2422))
% 23.26/23.35 [243]~E(x2431,x2432)+E(f280(x2431,x2433),f280(x2432,x2433))
% 23.26/23.35 [244]~E(x2441,x2442)+E(f280(x2443,x2441),f280(x2443,x2442))
% 23.26/23.35 [245]~E(x2451,x2452)+E(f84(x2451),f84(x2452))
% 23.26/23.35 [246]~E(x2461,x2462)+E(f76(x2461,x2463),f76(x2462,x2463))
% 23.26/23.35 [247]~E(x2471,x2472)+E(f76(x2473,x2471),f76(x2473,x2472))
% 23.26/23.35 [248]~E(x2481,x2482)+E(f240(x2481,x2483,x2484),f240(x2482,x2483,x2484))
% 23.26/23.35 [249]~E(x2491,x2492)+E(f240(x2493,x2491,x2494),f240(x2493,x2492,x2494))
% 23.26/23.35 [250]~E(x2501,x2502)+E(f240(x2503,x2504,x2501),f240(x2503,x2504,x2502))
% 23.26/23.35 [251]~E(x2511,x2512)+E(f276(x2511),f276(x2512))
% 23.26/23.35 [252]~E(x2521,x2522)+E(f91(x2521),f91(x2522))
% 23.26/23.35 [253]~E(x2531,x2532)+E(f212(x2531,x2533,x2534,x2535),f212(x2532,x2533,x2534,x2535))
% 23.26/23.35 [254]~E(x2541,x2542)+E(f212(x2543,x2541,x2544,x2545),f212(x2543,x2542,x2544,x2545))
% 23.26/23.35 [255]~E(x2551,x2552)+E(f212(x2553,x2554,x2551,x2555),f212(x2553,x2554,x2552,x2555))
% 23.26/23.35 [256]~E(x2561,x2562)+E(f212(x2563,x2564,x2565,x2561),f212(x2563,x2564,x2565,x2562))
% 23.26/23.35 [257]~E(x2571,x2572)+E(f114(x2571,x2573),f114(x2572,x2573))
% 23.26/23.35 [258]~E(x2581,x2582)+E(f114(x2583,x2581),f114(x2583,x2582))
% 23.26/23.35 [259]~E(x2591,x2592)+E(f117(x2591,x2593),f117(x2592,x2593))
% 23.26/23.35 [260]~E(x2601,x2602)+E(f117(x2603,x2601),f117(x2603,x2602))
% 23.26/23.35 [261]~E(x2611,x2612)+E(f36(x2611),f36(x2612))
% 23.26/23.35 [262]~E(x2621,x2622)+E(f277(x2621),f277(x2622))
% 23.26/23.35 [263]~E(x2631,x2632)+E(f166(x2631),f166(x2632))
% 23.26/23.35 [264]~E(x2641,x2642)+E(f115(x2641,x2643),f115(x2642,x2643))
% 23.26/23.35 [265]~E(x2651,x2652)+E(f115(x2653,x2651),f115(x2653,x2652))
% 23.26/23.35 [266]~E(x2661,x2662)+E(f120(x2661,x2663,x2664),f120(x2662,x2663,x2664))
% 23.26/23.35 [267]~E(x2671,x2672)+E(f120(x2673,x2671,x2674),f120(x2673,x2672,x2674))
% 23.26/23.35 [268]~E(x2681,x2682)+E(f120(x2683,x2684,x2681),f120(x2683,x2684,x2682))
% 23.26/23.35 [269]~E(x2691,x2692)+E(f177(x2691,x2693),f177(x2692,x2693))
% 23.26/23.35 [270]~E(x2701,x2702)+E(f177(x2703,x2701),f177(x2703,x2702))
% 23.26/23.35 [271]~E(x2711,x2712)+E(f113(x2711,x2713),f113(x2712,x2713))
% 23.26/23.35 [272]~E(x2721,x2722)+E(f113(x2723,x2721),f113(x2723,x2722))
% 23.26/23.35 [273]~E(x2731,x2732)+E(f103(x2731,x2733,x2734),f103(x2732,x2733,x2734))
% 23.26/23.35 [274]~E(x2741,x2742)+E(f103(x2743,x2741,x2744),f103(x2743,x2742,x2744))
% 23.26/23.35 [275]~E(x2751,x2752)+E(f103(x2753,x2754,x2751),f103(x2753,x2754,x2752))
% 23.26/23.35 [276]~E(x2761,x2762)+E(f40(x2761,x2763),f40(x2762,x2763))
% 23.26/23.35 [277]~E(x2771,x2772)+E(f40(x2773,x2771),f40(x2773,x2772))
% 23.26/23.35 [278]~E(x2781,x2782)+E(f187(x2781),f187(x2782))
% 23.26/23.35 [279]~E(x2791,x2792)+E(f164(x2791),f164(x2792))
% 23.26/23.35 [280]~E(x2801,x2802)+E(f165(x2801),f165(x2802))
% 23.26/23.35 [281]~E(x2811,x2812)+E(f48(x2811,x2813,x2814,x2815,x2816),f48(x2812,x2813,x2814,x2815,x2816))
% 23.26/23.35 [282]~E(x2821,x2822)+E(f48(x2823,x2821,x2824,x2825,x2826),f48(x2823,x2822,x2824,x2825,x2826))
% 23.26/23.35 [283]~E(x2831,x2832)+E(f48(x2833,x2834,x2831,x2835,x2836),f48(x2833,x2834,x2832,x2835,x2836))
% 23.26/23.35 [284]~E(x2841,x2842)+E(f48(x2843,x2844,x2845,x2841,x2846),f48(x2843,x2844,x2845,x2842,x2846))
% 23.26/23.35 [285]~E(x2851,x2852)+E(f48(x2853,x2854,x2855,x2856,x2851),f48(x2853,x2854,x2855,x2856,x2852))
% 23.26/23.35 [286]~E(x2861,x2862)+E(f118(x2861,x2863),f118(x2862,x2863))
% 23.26/23.35 [287]~E(x2871,x2872)+E(f118(x2873,x2871),f118(x2873,x2872))
% 23.26/23.35 [288]~E(x2881,x2882)+E(f121(x2881,x2883,x2884),f121(x2882,x2883,x2884))
% 23.26/23.35 [289]~E(x2891,x2892)+E(f121(x2893,x2891,x2894),f121(x2893,x2892,x2894))
% 23.26/23.35 [290]~E(x2901,x2902)+E(f121(x2903,x2904,x2901),f121(x2903,x2904,x2902))
% 23.26/23.35 [291]~E(x2911,x2912)+E(f282(x2911,x2913),f282(x2912,x2913))
% 23.26/23.35 [292]~E(x2921,x2922)+E(f282(x2923,x2921),f282(x2923,x2922))
% 23.26/23.35 [293]~E(x2931,x2932)+E(f279(x2931,x2933,x2934),f279(x2932,x2933,x2934))
% 23.26/23.35 [294]~E(x2941,x2942)+E(f279(x2943,x2941,x2944),f279(x2943,x2942,x2944))
% 23.26/23.35 [295]~E(x2951,x2952)+E(f279(x2953,x2954,x2951),f279(x2953,x2954,x2952))
% 23.26/23.35 [296]~E(x2961,x2962)+E(f128(x2961,x2963,x2964),f128(x2962,x2963,x2964))
% 23.26/23.35 [297]~E(x2971,x2972)+E(f128(x2973,x2971,x2974),f128(x2973,x2972,x2974))
% 23.26/23.35 [298]~E(x2981,x2982)+E(f128(x2983,x2984,x2981),f128(x2983,x2984,x2982))
% 23.26/23.35 [299]~E(x2991,x2992)+E(f56(x2991,x2993),f56(x2992,x2993))
% 23.26/23.35 [300]~E(x3001,x3002)+E(f56(x3003,x3001),f56(x3003,x3002))
% 23.26/23.35 [301]~E(x3011,x3012)+E(f18(x3011),f18(x3012))
% 23.26/23.35 [302]~E(x3021,x3022)+E(f274(x3021,x3023),f274(x3022,x3023))
% 23.26/23.35 [303]~E(x3031,x3032)+E(f274(x3033,x3031),f274(x3033,x3032))
% 23.26/23.35 [304]~E(x3041,x3042)+E(f158(x3041,x3043,x3044),f158(x3042,x3043,x3044))
% 23.26/23.35 [305]~E(x3051,x3052)+E(f158(x3053,x3051,x3054),f158(x3053,x3052,x3054))
% 23.26/23.35 [306]~E(x3061,x3062)+E(f158(x3063,x3064,x3061),f158(x3063,x3064,x3062))
% 23.26/23.35 [307]~E(x3071,x3072)+E(f278(x3071,x3073),f278(x3072,x3073))
% 23.26/23.35 [308]~E(x3081,x3082)+E(f278(x3083,x3081),f278(x3083,x3082))
% 23.26/23.35 [309]~E(x3091,x3092)+E(f244(x3091,x3093),f244(x3092,x3093))
% 23.26/23.35 [310]~E(x3101,x3102)+E(f244(x3103,x3101),f244(x3103,x3102))
% 23.26/23.35 [311]~E(x3111,x3112)+E(f126(x3111,x3113,x3114,x3115),f126(x3112,x3113,x3114,x3115))
% 23.26/23.35 [312]~E(x3121,x3122)+E(f126(x3123,x3121,x3124,x3125),f126(x3123,x3122,x3124,x3125))
% 23.26/23.35 [313]~E(x3131,x3132)+E(f126(x3133,x3134,x3131,x3135),f126(x3133,x3134,x3132,x3135))
% 23.26/23.35 [314]~E(x3141,x3142)+E(f126(x3143,x3144,x3145,x3141),f126(x3143,x3144,x3145,x3142))
% 23.26/23.35 [315]~E(x3151,x3152)+E(f266(x3151),f266(x3152))
% 23.26/23.35 [316]~E(x3161,x3162)+E(f286(x3161,x3163,x3164),f286(x3162,x3163,x3164))
% 23.26/23.35 [317]~E(x3171,x3172)+E(f286(x3173,x3171,x3174),f286(x3173,x3172,x3174))
% 23.26/23.35 [318]~E(x3181,x3182)+E(f286(x3183,x3184,x3181),f286(x3183,x3184,x3182))
% 23.26/23.35 [319]~E(x3191,x3192)+E(f188(x3191),f188(x3192))
% 23.26/23.35 [320]~E(x3201,x3202)+E(f134(x3201),f134(x3202))
% 23.26/23.35 [321]~E(x3211,x3212)+E(f172(x3211),f172(x3212))
% 23.26/23.35 [322]~E(x3221,x3222)+E(f101(x3221,x3223,x3224,x3225),f101(x3222,x3223,x3224,x3225))
% 23.26/23.35 [323]~E(x3231,x3232)+E(f101(x3233,x3231,x3234,x3235),f101(x3233,x3232,x3234,x3235))
% 23.26/23.35 [324]~E(x3241,x3242)+E(f101(x3243,x3244,x3241,x3245),f101(x3243,x3244,x3242,x3245))
% 23.26/23.35 [325]~E(x3251,x3252)+E(f101(x3253,x3254,x3255,x3251),f101(x3253,x3254,x3255,x3252))
% 23.26/23.35 [326]~E(x3261,x3262)+E(f92(x3261),f92(x3262))
% 23.26/23.35 [327]~E(x3271,x3272)+E(f38(x3271),f38(x3272))
% 23.26/23.35 [328]~E(x3281,x3282)+E(f156(x3281,x3283,x3284),f156(x3282,x3283,x3284))
% 23.26/23.35 [329]~E(x3291,x3292)+E(f156(x3293,x3291,x3294),f156(x3293,x3292,x3294))
% 23.26/23.35 [330]~E(x3301,x3302)+E(f156(x3303,x3304,x3301),f156(x3303,x3304,x3302))
% 23.26/23.35 [331]~E(x3311,x3312)+E(f250(x3311,x3313,x3314),f250(x3312,x3313,x3314))
% 23.26/23.35 [332]~E(x3321,x3322)+E(f250(x3323,x3321,x3324),f250(x3323,x3322,x3324))
% 23.26/23.35 [333]~E(x3331,x3332)+E(f250(x3333,x3334,x3331),f250(x3333,x3334,x3332))
% 23.26/23.35 [334]~E(x3341,x3342)+E(f230(x3341,x3343),f230(x3342,x3343))
% 23.26/23.35 [335]~E(x3351,x3352)+E(f230(x3353,x3351),f230(x3353,x3352))
% 23.26/23.35 [336]~E(x3361,x3362)+E(f259(x3361),f259(x3362))
% 23.26/23.35 [337]~E(x3371,x3372)+E(f260(x3371),f260(x3372))
% 23.26/23.35 [338]~E(x3381,x3382)+E(f86(x3381,x3383,x3384),f86(x3382,x3383,x3384))
% 23.26/23.35 [339]~E(x3391,x3392)+E(f86(x3393,x3391,x3394),f86(x3393,x3392,x3394))
% 23.26/23.35 [340]~E(x3401,x3402)+E(f86(x3403,x3404,x3401),f86(x3403,x3404,x3402))
% 23.26/23.35 [341]~E(x3411,x3412)+E(f119(x3411,x3413),f119(x3412,x3413))
% 23.26/23.35 [342]~E(x3421,x3422)+E(f119(x3423,x3421),f119(x3423,x3422))
% 23.26/23.35 [343]~E(x3431,x3432)+E(f148(x3431,x3433),f148(x3432,x3433))
% 23.26/23.35 [344]~E(x3441,x3442)+E(f148(x3443,x3441),f148(x3443,x3442))
% 23.26/23.35 [345]~E(x3451,x3452)+E(f194(x3451,x3453),f194(x3452,x3453))
% 23.26/23.35 [346]~E(x3461,x3462)+E(f194(x3463,x3461),f194(x3463,x3462))
% 23.26/23.35 [347]~E(x3471,x3472)+E(f167(x3471),f167(x3472))
% 23.26/23.35 [348]~E(x3481,x3482)+E(f200(x3481),f200(x3482))
% 23.26/23.35 [349]~E(x3491,x3492)+E(f39(x3491),f39(x3492))
% 23.26/23.35 [350]~E(x3501,x3502)+E(f242(x3501,x3503),f242(x3502,x3503))
% 23.26/23.35 [351]~E(x3511,x3512)+E(f242(x3513,x3511),f242(x3513,x3512))
% 23.26/23.35 [352]~E(x3521,x3522)+E(f189(x3521),f189(x3522))
% 23.26/23.35 [353]~E(x3531,x3532)+E(f93(x3531),f93(x3532))
% 23.26/23.35 [354]~E(x3541,x3542)+E(f180(x3541),f180(x3542))
% 23.26/23.35 [355]~E(x3551,x3552)+E(f281(x3551,x3553),f281(x3552,x3553))
% 23.26/23.35 [356]~E(x3561,x3562)+E(f281(x3563,x3561),f281(x3563,x3562))
% 23.26/23.35 [357]~E(x3571,x3572)+E(f178(x3571,x3573),f178(x3572,x3573))
% 23.26/23.35 [358]~E(x3581,x3582)+E(f178(x3583,x3581),f178(x3583,x3582))
% 23.26/23.35 [359]~E(x3591,x3592)+E(f252(x3591,x3593,x3594),f252(x3592,x3593,x3594))
% 23.26/23.35 [360]~E(x3601,x3602)+E(f252(x3603,x3601,x3604),f252(x3603,x3602,x3604))
% 23.26/23.35 [361]~E(x3611,x3612)+E(f252(x3613,x3614,x3611),f252(x3613,x3614,x3612))
% 23.26/23.35 [362]~E(x3621,x3622)+E(f290(x3621,x3623,x3624),f290(x3622,x3623,x3624))
% 23.26/23.35 [363]~E(x3631,x3632)+E(f290(x3633,x3631,x3634),f290(x3633,x3632,x3634))
% 23.26/23.35 [364]~E(x3641,x3642)+E(f290(x3643,x3644,x3641),f290(x3643,x3644,x3642))
% 23.26/23.35 [365]~E(x3651,x3652)+E(f179(x3651,x3653),f179(x3652,x3653))
% 23.26/23.35 [366]~E(x3661,x3662)+E(f179(x3663,x3661),f179(x3663,x3662))
% 23.26/23.35 [367]~E(x3671,x3672)+E(f141(x3671,x3673),f141(x3672,x3673))
% 23.26/23.35 [368]~E(x3681,x3682)+E(f141(x3683,x3681),f141(x3683,x3682))
% 23.26/23.35 [369]~E(x3691,x3692)+E(f161(x3691,x3693),f161(x3692,x3693))
% 23.26/23.35 [370]~E(x3701,x3702)+E(f161(x3703,x3701),f161(x3703,x3702))
% 23.26/23.35 [371]~E(x3711,x3712)+E(f45(x3711,x3713),f45(x3712,x3713))
% 23.26/23.35 [372]~E(x3721,x3722)+E(f45(x3723,x3721),f45(x3723,x3722))
% 23.26/23.35 [373]~E(x3731,x3732)+E(f140(x3731,x3733,x3734),f140(x3732,x3733,x3734))
% 23.26/23.35 [374]~E(x3741,x3742)+E(f140(x3743,x3741,x3744),f140(x3743,x3742,x3744))
% 23.26/23.35 [375]~E(x3751,x3752)+E(f140(x3753,x3754,x3751),f140(x3753,x3754,x3752))
% 23.26/23.35 [376]~E(x3761,x3762)+E(f138(x3761),f138(x3762))
% 23.26/23.35 [377]~E(x3771,x3772)+E(f254(x3771,x3773),f254(x3772,x3773))
% 23.26/23.35 [378]~E(x3781,x3782)+E(f254(x3783,x3781),f254(x3783,x3782))
% 23.26/23.35 [379]~E(x3791,x3792)+E(f289(x3791,x3793),f289(x3792,x3793))
% 23.26/23.35 [380]~E(x3801,x3802)+E(f289(x3803,x3801),f289(x3803,x3802))
% 23.26/23.35 [381]~E(x3811,x3812)+E(f264(x3811),f264(x3812))
% 23.26/23.35 [382]~E(x3821,x3822)+E(f285(x3821,x3823),f285(x3822,x3823))
% 23.26/23.35 [383]~E(x3831,x3832)+E(f285(x3833,x3831),f285(x3833,x3832))
% 23.26/23.35 [384]~E(x3841,x3842)+E(f208(x3841,x3843,x3844),f208(x3842,x3843,x3844))
% 23.26/23.35 [385]~E(x3851,x3852)+E(f208(x3853,x3851,x3854),f208(x3853,x3852,x3854))
% 23.26/23.35 [386]~E(x3861,x3862)+E(f208(x3863,x3864,x3861),f208(x3863,x3864,x3862))
% 23.26/23.35 [387]~E(x3871,x3872)+E(f205(x3871,x3873,x3874),f205(x3872,x3873,x3874))
% 23.26/23.35 [388]~E(x3881,x3882)+E(f205(x3883,x3881,x3884),f205(x3883,x3882,x3884))
% 23.26/23.35 [389]~E(x3891,x3892)+E(f205(x3893,x3894,x3891),f205(x3893,x3894,x3892))
% 23.26/23.35 [390]~E(x3901,x3902)+E(f171(x3901,x3903),f171(x3902,x3903))
% 23.26/23.35 [391]~E(x3911,x3912)+E(f171(x3913,x3911),f171(x3913,x3912))
% 23.26/23.35 [392]~E(x3921,x3922)+E(f256(x3921,x3923,x3924),f256(x3922,x3923,x3924))
% 23.26/23.35 [393]~E(x3931,x3932)+E(f256(x3933,x3931,x3934),f256(x3933,x3932,x3934))
% 23.26/23.35 [394]~E(x3941,x3942)+E(f256(x3943,x3944,x3941),f256(x3943,x3944,x3942))
% 23.26/23.35 [395]~E(x3951,x3952)+E(f127(x3951,x3953,x3954,x3955,x3956,x3957,x3958),f127(x3952,x3953,x3954,x3955,x3956,x3957,x3958))
% 23.26/23.35 [396]~E(x3961,x3962)+E(f127(x3963,x3961,x3964,x3965,x3966,x3967,x3968),f127(x3963,x3962,x3964,x3965,x3966,x3967,x3968))
% 23.26/23.35 [397]~E(x3971,x3972)+E(f127(x3973,x3974,x3971,x3975,x3976,x3977,x3978),f127(x3973,x3974,x3972,x3975,x3976,x3977,x3978))
% 23.26/23.35 [398]~E(x3981,x3982)+E(f127(x3983,x3984,x3985,x3981,x3986,x3987,x3988),f127(x3983,x3984,x3985,x3982,x3986,x3987,x3988))
% 23.26/23.35 [399]~E(x3991,x3992)+E(f127(x3993,x3994,x3995,x3996,x3991,x3997,x3998),f127(x3993,x3994,x3995,x3996,x3992,x3997,x3998))
% 23.26/23.35 [400]~E(x4001,x4002)+E(f127(x4003,x4004,x4005,x4006,x4007,x4001,x4008),f127(x4003,x4004,x4005,x4006,x4007,x4002,x4008))
% 23.26/23.35 [401]~E(x4011,x4012)+E(f127(x4013,x4014,x4015,x4016,x4017,x4018,x4011),f127(x4013,x4014,x4015,x4016,x4017,x4018,x4012))
% 23.26/23.35 [402]~E(x4021,x4022)+E(f216(x4021),f216(x4022))
% 23.26/23.35 [403]~E(x4031,x4032)+E(f248(x4031),f248(x4032))
% 23.26/23.35 [404]~E(x4041,x4042)+E(f131(x4041,x4043,x4044),f131(x4042,x4043,x4044))
% 23.26/23.35 [405]~E(x4051,x4052)+E(f131(x4053,x4051,x4054),f131(x4053,x4052,x4054))
% 23.26/23.35 [406]~E(x4061,x4062)+E(f131(x4063,x4064,x4061),f131(x4063,x4064,x4062))
% 23.26/23.35 [407]~E(x4071,x4072)+E(f192(x4071,x4073),f192(x4072,x4073))
% 23.26/23.35 [408]~E(x4081,x4082)+E(f192(x4083,x4081),f192(x4083,x4082))
% 23.26/23.35 [409]~E(x4091,x4092)+E(f135(x4091),f135(x4092))
% 23.26/23.35 [410]~E(x4101,x4102)+E(f210(x4101,x4103,x4104),f210(x4102,x4103,x4104))
% 23.26/23.35 [411]~E(x4111,x4112)+E(f210(x4113,x4111,x4114),f210(x4113,x4112,x4114))
% 23.26/23.35 [412]~E(x4121,x4122)+E(f210(x4123,x4124,x4121),f210(x4123,x4124,x4122))
% 23.26/23.35 [413]~E(x4131,x4132)+E(f226(x4131,x4133,x4134),f226(x4132,x4133,x4134))
% 23.26/23.35 [414]~E(x4141,x4142)+E(f226(x4143,x4141,x4144),f226(x4143,x4142,x4144))
% 23.26/23.35 [415]~E(x4151,x4152)+E(f226(x4153,x4154,x4151),f226(x4153,x4154,x4152))
% 23.26/23.35 [416]~E(x4161,x4162)+E(f293(x4161,x4163,x4164),f293(x4162,x4163,x4164))
% 23.26/23.35 [417]~E(x4171,x4172)+E(f293(x4173,x4171,x4174),f293(x4173,x4172,x4174))
% 23.26/23.35 [418]~E(x4181,x4182)+E(f293(x4183,x4184,x4181),f293(x4183,x4184,x4182))
% 23.26/23.35 [419]~E(x4191,x4192)+E(f52(x4191),f52(x4192))
% 23.26/23.35 [420]~E(x4201,x4202)+E(f261(x4201),f261(x4202))
% 23.26/23.35 [421]~E(x4211,x4212)+E(f201(x4211,x4213),f201(x4212,x4213))
% 23.26/23.35 [422]~E(x4221,x4222)+E(f201(x4223,x4221),f201(x4223,x4222))
% 23.26/23.35 [423]~E(x4231,x4232)+E(f54(x4231),f54(x4232))
% 23.26/23.35 [424]~E(x4241,x4242)+E(f253(x4241,x4243,x4244),f253(x4242,x4243,x4244))
% 23.26/23.35 [425]~E(x4251,x4252)+E(f253(x4253,x4251,x4254),f253(x4253,x4252,x4254))
% 23.26/23.35 [426]~E(x4261,x4262)+E(f253(x4263,x4264,x4261),f253(x4263,x4264,x4262))
% 23.26/23.35 [427]~E(x4271,x4272)+E(f207(x4271,x4273),f207(x4272,x4273))
% 23.26/23.35 [428]~E(x4281,x4282)+E(f207(x4283,x4281),f207(x4283,x4282))
% 23.26/23.35 [429]~E(x4291,x4292)+E(f176(x4291,x4293),f176(x4292,x4293))
% 23.26/23.35 [430]~E(x4301,x4302)+E(f176(x4303,x4301),f176(x4303,x4302))
% 23.26/23.35 [431]~E(x4311,x4312)+E(f51(x4311),f51(x4312))
% 23.26/23.35 [432]~E(x4321,x4322)+E(f110(x4321),f110(x4322))
% 23.26/23.35 [433]~E(x4331,x4332)+E(f257(x4331,x4333,x4334),f257(x4332,x4333,x4334))
% 23.26/23.35 [434]~E(x4341,x4342)+E(f257(x4343,x4341,x4344),f257(x4343,x4342,x4344))
% 23.26/23.35 [435]~E(x4351,x4352)+E(f257(x4353,x4354,x4351),f257(x4353,x4354,x4352))
% 23.26/23.35 [436]~E(x4361,x4362)+E(f88(x4361),f88(x4362))
% 23.26/23.35 [437]~E(x4371,x4372)+E(f136(x4371),f136(x4372))
% 23.26/23.35 [438]~E(x4381,x4382)+E(f232(x4381,x4383),f232(x4382,x4383))
% 23.26/23.35 [439]~E(x4391,x4392)+E(f232(x4393,x4391),f232(x4393,x4392))
% 23.26/23.35 [440]~E(x4401,x4402)+E(f182(x4401,x4403,x4404),f182(x4402,x4403,x4404))
% 23.26/23.35 [441]~E(x4411,x4412)+E(f182(x4413,x4411,x4414),f182(x4413,x4412,x4414))
% 23.26/23.35 [442]~E(x4421,x4422)+E(f182(x4423,x4424,x4421),f182(x4423,x4424,x4422))
% 23.26/23.35 [443]~E(x4431,x4432)+E(f213(x4431,x4433,x4434),f213(x4432,x4433,x4434))
% 23.26/23.35 [444]~E(x4441,x4442)+E(f213(x4443,x4441,x4444),f213(x4443,x4442,x4444))
% 23.26/23.35 [445]~E(x4451,x4452)+E(f213(x4453,x4454,x4451),f213(x4453,x4454,x4452))
% 23.26/23.35 [446]~E(x4461,x4462)+E(f229(x4461,x4463),f229(x4462,x4463))
% 23.26/23.35 [447]~E(x4471,x4472)+E(f229(x4473,x4471),f229(x4473,x4472))
% 23.26/23.35 [448]~E(x4481,x4482)+E(f122(x4481,x4483),f122(x4482,x4483))
% 23.26/23.35 [449]~E(x4491,x4492)+E(f122(x4493,x4491),f122(x4493,x4492))
% 23.26/23.35 [450]~E(x4501,x4502)+E(f130(x4501),f130(x4502))
% 23.26/23.35 [451]~E(x4511,x4512)+E(f4(x4511,x4513),f4(x4512,x4513))
% 23.26/23.35 [452]~E(x4521,x4522)+E(f4(x4523,x4521),f4(x4523,x4522))
% 23.26/23.35 [453]~E(x4531,x4532)+E(f137(x4531),f137(x4532))
% 23.26/23.35 [454]~E(x4541,x4542)+E(f249(x4541,x4543),f249(x4542,x4543))
% 23.26/23.35 [455]~E(x4551,x4552)+E(f249(x4553,x4551),f249(x4553,x4552))
% 23.26/23.35 [456]~E(x4561,x4562)+E(f227(x4561,x4563),f227(x4562,x4563))
% 23.26/23.35 [457]~E(x4571,x4572)+E(f227(x4573,x4571),f227(x4573,x4572))
% 23.26/23.35 [458]~E(x4581,x4582)+E(f57(x4581,x4583),f57(x4582,x4583))
% 23.26/23.35 [459]~E(x4591,x4592)+E(f57(x4593,x4591),f57(x4593,x4592))
% 23.26/23.35 [460]~E(x4601,x4602)+E(f73(x4601,x4603,x4604,x4605),f73(x4602,x4603,x4604,x4605))
% 23.26/23.35 [461]~E(x4611,x4612)+E(f73(x4613,x4611,x4614,x4615),f73(x4613,x4612,x4614,x4615))
% 23.26/23.35 [462]~E(x4621,x4622)+E(f73(x4623,x4624,x4621,x4625),f73(x4623,x4624,x4622,x4625))
% 23.26/23.35 [463]~E(x4631,x4632)+E(f73(x4633,x4634,x4635,x4631),f73(x4633,x4634,x4635,x4632))
% 23.26/23.35 [464]~E(x4641,x4642)+E(f53(x4641),f53(x4642))
% 23.26/23.35 [465]~E(x4651,x4652)+E(f272(x4651,x4653),f272(x4652,x4653))
% 23.26/23.35 [466]~E(x4661,x4662)+E(f272(x4663,x4661),f272(x4663,x4662))
% 23.26/23.35 [467]~E(x4671,x4672)+E(f224(x4671,x4673,x4674),f224(x4672,x4673,x4674))
% 23.26/23.35 [468]~E(x4681,x4682)+E(f224(x4683,x4681,x4684),f224(x4683,x4682,x4684))
% 23.26/23.35 [469]~E(x4691,x4692)+E(f224(x4693,x4694,x4691),f224(x4693,x4694,x4692))
% 23.26/23.35 [470]~E(x4701,x4702)+E(f239(x4701,x4703),f239(x4702,x4703))
% 23.26/23.35 [471]~E(x4711,x4712)+E(f239(x4713,x4711),f239(x4713,x4712))
% 23.26/23.35 [472]~E(x4721,x4722)+E(f221(x4721,x4723,x4724),f221(x4722,x4723,x4724))
% 23.26/23.35 [473]~E(x4731,x4732)+E(f221(x4733,x4731,x4734),f221(x4733,x4732,x4734))
% 23.26/23.35 [474]~E(x4741,x4742)+E(f221(x4743,x4744,x4741),f221(x4743,x4744,x4742))
% 23.26/23.35 [475]~E(x4751,x4752)+E(f160(x4751,x4753,x4754,x4755),f160(x4752,x4753,x4754,x4755))
% 23.26/23.35 [476]~E(x4761,x4762)+E(f160(x4763,x4761,x4764,x4765),f160(x4763,x4762,x4764,x4765))
% 23.26/23.35 [477]~E(x4771,x4772)+E(f160(x4773,x4774,x4771,x4775),f160(x4773,x4774,x4772,x4775))
% 23.26/23.35 [478]~E(x4781,x4782)+E(f160(x4783,x4784,x4785,x4781),f160(x4783,x4784,x4785,x4782))
% 23.26/23.35 [479]~E(x4791,x4792)+E(f159(x4791,x4793,x4794),f159(x4792,x4793,x4794))
% 23.26/23.35 [480]~E(x4801,x4802)+E(f159(x4803,x4801,x4804),f159(x4803,x4802,x4804))
% 23.26/23.35 [481]~E(x4811,x4812)+E(f159(x4813,x4814,x4811),f159(x4813,x4814,x4812))
% 23.26/23.35 [482]~E(x4821,x4822)+E(f109(x4821),f109(x4822))
% 23.26/23.35 [483]~E(x4831,x4832)+E(f162(x4831,x4833,x4834,x4835),f162(x4832,x4833,x4834,x4835))
% 23.26/23.35 [484]~E(x4841,x4842)+E(f162(x4843,x4841,x4844,x4845),f162(x4843,x4842,x4844,x4845))
% 23.26/23.35 [485]~E(x4851,x4852)+E(f162(x4853,x4854,x4851,x4855),f162(x4853,x4854,x4852,x4855))
% 23.26/23.35 [486]~E(x4861,x4862)+E(f162(x4863,x4864,x4865,x4861),f162(x4863,x4864,x4865,x4862))
% 23.26/23.35 [487]~E(x4871,x4872)+E(f50(x4871),f50(x4872))
% 23.26/23.35 [488]~E(x4881,x4882)+E(f238(x4881,x4883,x4884),f238(x4882,x4883,x4884))
% 23.26/23.35 [489]~E(x4891,x4892)+E(f238(x4893,x4891,x4894),f238(x4893,x4892,x4894))
% 23.26/23.35 [490]~E(x4901,x4902)+E(f238(x4903,x4904,x4901),f238(x4903,x4904,x4902))
% 23.26/23.35 [491]~E(x4911,x4912)+E(f132(x4911,x4913,x4914,x4915),f132(x4912,x4913,x4914,x4915))
% 23.26/23.35 [492]~E(x4921,x4922)+E(f132(x4923,x4921,x4924,x4925),f132(x4923,x4922,x4924,x4925))
% 23.26/23.35 [493]~E(x4931,x4932)+E(f132(x4933,x4934,x4931,x4935),f132(x4933,x4934,x4932,x4935))
% 23.26/23.35 [494]~E(x4941,x4942)+E(f132(x4943,x4944,x4945,x4941),f132(x4943,x4944,x4945,x4942))
% 23.26/23.35 [495]~E(x4951,x4952)+E(f129(x4951,x4953,x4954),f129(x4952,x4953,x4954))
% 23.26/23.35 [496]~E(x4961,x4962)+E(f129(x4963,x4961,x4964),f129(x4963,x4962,x4964))
% 23.26/23.35 [497]~E(x4971,x4972)+E(f129(x4973,x4974,x4971),f129(x4973,x4974,x4972))
% 23.26/23.35 [498]~E(x4981,x4982)+E(f173(x4981,x4983),f173(x4982,x4983))
% 23.26/23.35 [499]~E(x4991,x4992)+E(f173(x4993,x4991),f173(x4993,x4992))
% 23.26/23.35 [500]~E(x5001,x5002)+E(f197(x5001,x5003),f197(x5002,x5003))
% 23.26/23.35 [501]~E(x5011,x5012)+E(f197(x5013,x5011),f197(x5013,x5012))
% 23.26/23.35 [502]~E(x5021,x5022)+E(f228(x5021,x5023),f228(x5022,x5023))
% 23.26/23.35 [503]~E(x5031,x5032)+E(f228(x5033,x5031),f228(x5033,x5032))
% 23.26/23.35 [504]~E(x5041,x5042)+E(f175(x5041,x5043),f175(x5042,x5043))
% 23.26/23.35 [505]~E(x5051,x5052)+E(f175(x5053,x5051),f175(x5053,x5052))
% 23.26/23.35 [506]~E(x5061,x5062)+E(f168(x5061,x5063),f168(x5062,x5063))
% 23.26/23.35 [507]~E(x5071,x5072)+E(f168(x5073,x5071),f168(x5073,x5072))
% 23.26/23.35 [508]~E(x5081,x5082)+E(f262(x5081,x5083),f262(x5082,x5083))
% 23.26/23.35 [509]~E(x5091,x5092)+E(f262(x5093,x5091),f262(x5093,x5092))
% 23.26/23.35 [510]~E(x5101,x5102)+E(f196(x5101,x5103),f196(x5102,x5103))
% 23.26/23.35 [511]~E(x5111,x5112)+E(f196(x5113,x5111),f196(x5113,x5112))
% 23.26/23.35 [512]~E(x5121,x5122)+E(f83(x5121,x5123),f83(x5122,x5123))
% 23.26/23.35 [513]~E(x5131,x5132)+E(f83(x5133,x5131),f83(x5133,x5132))
% 23.26/23.35 [514]~E(x5141,x5142)+E(f29(x5141,x5143,x5144,x5145),f29(x5142,x5143,x5144,x5145))
% 23.26/23.35 [515]~E(x5151,x5152)+E(f29(x5153,x5151,x5154,x5155),f29(x5153,x5152,x5154,x5155))
% 23.26/23.35 [516]~E(x5161,x5162)+E(f29(x5163,x5164,x5161,x5165),f29(x5163,x5164,x5162,x5165))
% 23.26/23.35 [517]~E(x5171,x5172)+E(f29(x5173,x5174,x5175,x5171),f29(x5173,x5174,x5175,x5172))
% 23.26/23.35 [518]~E(x5181,x5182)+E(f255(x5181,x5183),f255(x5182,x5183))
% 23.26/23.35 [519]~E(x5191,x5192)+E(f255(x5193,x5191),f255(x5193,x5192))
% 23.26/23.35 [520]~E(x5201,x5202)+E(f235(x5201,x5203,x5204),f235(x5202,x5203,x5204))
% 23.26/23.35 [521]~E(x5211,x5212)+E(f235(x5213,x5211,x5214),f235(x5213,x5212,x5214))
% 23.26/23.35 [522]~E(x5221,x5222)+E(f235(x5223,x5224,x5221),f235(x5223,x5224,x5222))
% 23.26/23.35 [523]~E(x5231,x5232)+E(f234(x5231,x5233),f234(x5232,x5233))
% 23.26/23.35 [524]~E(x5241,x5242)+E(f234(x5243,x5241),f234(x5243,x5242))
% 23.26/23.35 [525]~E(x5251,x5252)+E(f112(x5251,x5253),f112(x5252,x5253))
% 23.26/23.35 [526]~E(x5261,x5262)+E(f112(x5263,x5261),f112(x5263,x5262))
% 23.26/23.35 [527]~E(x5271,x5272)+E(f170(x5271,x5273),f170(x5272,x5273))
% 23.26/23.35 [528]~E(x5281,x5282)+E(f170(x5283,x5281),f170(x5283,x5282))
% 23.26/23.35 [529]~E(x5291,x5292)+E(f46(x5291,x5293,x5294),f46(x5292,x5293,x5294))
% 23.26/23.35 [530]~E(x5301,x5302)+E(f46(x5303,x5301,x5304),f46(x5303,x5302,x5304))
% 23.26/23.35 [531]~E(x5311,x5312)+E(f46(x5313,x5314,x5311),f46(x5313,x5314,x5312))
% 23.26/23.35 [532]~E(x5321,x5322)+E(f225(x5321,x5323,x5324,x5325),f225(x5322,x5323,x5324,x5325))
% 23.26/23.35 [533]~E(x5331,x5332)+E(f225(x5333,x5331,x5334,x5335),f225(x5333,x5332,x5334,x5335))
% 23.26/23.35 [534]~E(x5341,x5342)+E(f225(x5343,x5344,x5341,x5345),f225(x5343,x5344,x5342,x5345))
% 23.26/23.35 [535]~E(x5351,x5352)+E(f225(x5353,x5354,x5355,x5351),f225(x5353,x5354,x5355,x5352))
% 23.26/23.35 [536]~E(x5361,x5362)+E(f90(x5361,x5363,x5364),f90(x5362,x5363,x5364))
% 23.26/23.35 [537]~E(x5371,x5372)+E(f90(x5373,x5371,x5374),f90(x5373,x5372,x5374))
% 23.26/23.35 [538]~E(x5381,x5382)+E(f90(x5383,x5384,x5381),f90(x5383,x5384,x5382))
% 23.26/23.35 [539]~E(x5391,x5392)+E(f292(x5391,x5393),f292(x5392,x5393))
% 23.26/23.35 [540]~E(x5401,x5402)+E(f292(x5403,x5401),f292(x5403,x5402))
% 23.26/23.35 [541]~E(x5411,x5412)+E(f243(x5411,x5413,x5414),f243(x5412,x5413,x5414))
% 23.26/23.35 [542]~E(x5421,x5422)+E(f243(x5423,x5421,x5424),f243(x5423,x5422,x5424))
% 23.26/23.35 [543]~E(x5431,x5432)+E(f243(x5433,x5434,x5431),f243(x5433,x5434,x5432))
% 23.26/23.35 [544]~E(x5441,x5442)+E(f222(x5441,x5443),f222(x5442,x5443))
% 23.26/23.35 [545]~E(x5451,x5452)+E(f222(x5453,x5451),f222(x5453,x5452))
% 23.26/23.35 [546]~E(x5461,x5462)+E(f60(x5461,x5463,x5464),f60(x5462,x5463,x5464))
% 23.26/23.35 [547]~E(x5471,x5472)+E(f60(x5473,x5471,x5474),f60(x5473,x5472,x5474))
% 23.26/23.35 [548]~E(x5481,x5482)+E(f60(x5483,x5484,x5481),f60(x5483,x5484,x5482))
% 23.26/23.35 [549]~E(x5491,x5492)+E(f195(x5491,x5493,x5494),f195(x5492,x5493,x5494))
% 23.26/23.35 [550]~E(x5501,x5502)+E(f195(x5503,x5501,x5504),f195(x5503,x5502,x5504))
% 23.26/23.35 [551]~E(x5511,x5512)+E(f195(x5513,x5514,x5511),f195(x5513,x5514,x5512))
% 23.26/23.35 [552]~E(x5521,x5522)+E(f215(x5521,x5523,x5524),f215(x5522,x5523,x5524))
% 23.26/23.35 [553]~E(x5531,x5532)+E(f215(x5533,x5531,x5534),f215(x5533,x5532,x5534))
% 23.26/23.35 [554]~E(x5541,x5542)+E(f215(x5543,x5544,x5541),f215(x5543,x5544,x5542))
% 23.26/23.35 [555]~E(x5551,x5552)+E(f209(x5551,x5553,x5554),f209(x5552,x5553,x5554))
% 23.26/23.35 [556]~E(x5561,x5562)+E(f209(x5563,x5561,x5564),f209(x5563,x5562,x5564))
% 23.26/23.35 [557]~E(x5571,x5572)+E(f209(x5573,x5574,x5571),f209(x5573,x5574,x5572))
% 23.26/23.35 [558]~E(x5581,x5582)+E(f218(x5581,x5583),f218(x5582,x5583))
% 23.26/23.35 [559]~E(x5591,x5592)+E(f218(x5593,x5591),f218(x5593,x5592))
% 23.26/23.35 [560]~E(x5601,x5602)+E(f193(x5601,x5603),f193(x5602,x5603))
% 23.26/23.35 [561]~E(x5611,x5612)+E(f193(x5613,x5611),f193(x5613,x5612))
% 23.26/23.35 [562]~E(x5621,x5622)+E(f9(x5621,x5623),f9(x5622,x5623))
% 23.26/23.35 [563]~E(x5631,x5632)+E(f9(x5633,x5631),f9(x5633,x5632))
% 23.26/23.35 [564]~E(x5641,x5642)+E(f181(x5641),f181(x5642))
% 23.26/23.35 [565]~E(x5651,x5652)+E(f157(x5651,x5653,x5654),f157(x5652,x5653,x5654))
% 23.26/23.35 [566]~E(x5661,x5662)+E(f157(x5663,x5661,x5664),f157(x5663,x5662,x5664))
% 23.26/23.35 [567]~E(x5671,x5672)+E(f157(x5673,x5674,x5671),f157(x5673,x5674,x5672))
% 23.26/23.35 [568]~E(x5681,x5682)+E(f217(x5681,x5683),f217(x5682,x5683))
% 23.26/23.35 [569]~E(x5691,x5692)+E(f217(x5693,x5691),f217(x5693,x5692))
% 23.26/23.35 [570]~E(x5701,x5702)+E(f214(x5701,x5703,x5704),f214(x5702,x5703,x5704))
% 23.26/23.35 [571]~E(x5711,x5712)+E(f214(x5713,x5711,x5714),f214(x5713,x5712,x5714))
% 23.26/23.35 [572]~E(x5721,x5722)+E(f214(x5723,x5724,x5721),f214(x5723,x5724,x5722))
% 23.26/23.35 [573]~E(x5731,x5732)+E(f251(x5731,x5733,x5734,x5735,x5736),f251(x5732,x5733,x5734,x5735,x5736))
% 23.26/23.35 [574]~E(x5741,x5742)+E(f251(x5743,x5741,x5744,x5745,x5746),f251(x5743,x5742,x5744,x5745,x5746))
% 23.26/23.35 [575]~E(x5751,x5752)+E(f251(x5753,x5754,x5751,x5755,x5756),f251(x5753,x5754,x5752,x5755,x5756))
% 23.26/23.35 [576]~E(x5761,x5762)+E(f251(x5763,x5764,x5765,x5761,x5766),f251(x5763,x5764,x5765,x5762,x5766))
% 23.26/23.35 [577]~E(x5771,x5772)+E(f251(x5773,x5774,x5775,x5776,x5771),f251(x5773,x5774,x5775,x5776,x5772))
% 23.26/23.35 [578]~E(x5781,x5782)+E(f133(x5781,x5783,x5784,x5785),f133(x5782,x5783,x5784,x5785))
% 23.26/23.35 [579]~E(x5791,x5792)+E(f133(x5793,x5791,x5794,x5795),f133(x5793,x5792,x5794,x5795))
% 23.26/23.35 [580]~E(x5801,x5802)+E(f133(x5803,x5804,x5801,x5805),f133(x5803,x5804,x5802,x5805))
% 23.26/23.35 [581]~E(x5811,x5812)+E(f133(x5813,x5814,x5815,x5811),f133(x5813,x5814,x5815,x5812))
% 23.26/23.35 [582]~E(x5821,x5822)+E(f237(x5821,x5823),f237(x5822,x5823))
% 23.26/23.35 [583]~E(x5831,x5832)+E(f237(x5833,x5831),f237(x5833,x5832))
% 23.26/23.35 [584]~E(x5841,x5842)+E(f241(x5841,x5843),f241(x5842,x5843))
% 23.26/23.35 [585]~E(x5851,x5852)+E(f241(x5853,x5851),f241(x5853,x5852))
% 23.26/23.35 [586]~E(x5861,x5862)+E(f265(x5861),f265(x5862))
% 23.26/23.35 [587]~E(x5871,x5872)+E(f174(x5871,x5873),f174(x5872,x5873))
% 23.26/23.35 [588]~E(x5881,x5882)+E(f174(x5883,x5881),f174(x5883,x5882))
% 23.26/23.35 [589]~E(x5891,x5892)+E(f151(x5891,x5893),f151(x5892,x5893))
% 23.26/23.35 [590]~E(x5901,x5902)+E(f151(x5903,x5901),f151(x5903,x5902))
% 23.26/23.35 [591]~E(x5911,x5912)+E(f211(x5911,x5913,x5914,x5915),f211(x5912,x5913,x5914,x5915))
% 23.26/23.35 [592]~E(x5921,x5922)+E(f211(x5923,x5921,x5924,x5925),f211(x5923,x5922,x5924,x5925))
% 23.26/23.35 [593]~E(x5931,x5932)+E(f211(x5933,x5934,x5931,x5935),f211(x5933,x5934,x5932,x5935))
% 23.26/23.35 [594]~E(x5941,x5942)+E(f211(x5943,x5944,x5945,x5941),f211(x5943,x5944,x5945,x5942))
% 23.26/23.35 [595]~E(x5951,x5952)+E(f202(x5951,x5953),f202(x5952,x5953))
% 23.26/23.35 [596]~E(x5961,x5962)+E(f202(x5963,x5961),f202(x5963,x5962))
% 23.26/23.35 [597]~E(x5971,x5972)+E(f231(x5971,x5973,x5974),f231(x5972,x5973,x5974))
% 23.26/23.35 [598]~E(x5981,x5982)+E(f231(x5983,x5981,x5984),f231(x5983,x5982,x5984))
% 23.26/23.35 [599]~E(x5991,x5992)+E(f231(x5993,x5994,x5991),f231(x5993,x5994,x5992))
% 23.26/23.35 [600]~E(x6001,x6002)+E(f204(x6001,x6003),f204(x6002,x6003))
% 23.26/23.35 [601]~E(x6011,x6012)+E(f204(x6013,x6011),f204(x6013,x6012))
% 23.26/23.35 [602]~E(x6021,x6022)+E(f169(x6021,x6023),f169(x6022,x6023))
% 23.26/23.35 [603]~E(x6031,x6032)+E(f169(x6033,x6031),f169(x6033,x6032))
% 23.26/23.35 [604]~P1(x6041)+P1(x6042)+~E(x6041,x6042)
% 23.26/23.35 [605]P16(x6052,x6053)+~E(x6051,x6052)+~P16(x6051,x6053)
% 23.26/23.35 [606]P16(x6063,x6062)+~E(x6061,x6062)+~P16(x6063,x6061)
% 23.26/23.35 [607]~P4(x6071)+P4(x6072)+~E(x6071,x6072)
% 23.26/23.35 [608]~P23(x6081)+P23(x6082)+~E(x6081,x6082)
% 23.26/23.35 [609]P30(x6092,x6093)+~E(x6091,x6092)+~P30(x6091,x6093)
% 23.26/23.35 [610]P30(x6103,x6102)+~E(x6101,x6102)+~P30(x6103,x6101)
% 23.26/23.35 [611]~P2(x6111)+P2(x6112)+~E(x6111,x6112)
% 23.26/23.35 [612]~P14(x6121)+P14(x6122)+~E(x6121,x6122)
% 23.26/23.35 [613]~P22(x6131)+P22(x6132)+~E(x6131,x6132)
% 23.26/23.35 [614]P13(x6142,x6143)+~E(x6141,x6142)+~P13(x6141,x6143)
% 23.26/23.35 [615]P13(x6153,x6152)+~E(x6151,x6152)+~P13(x6153,x6151)
% 23.26/23.35 [616]P31(x6162,x6163,x6164)+~E(x6161,x6162)+~P31(x6161,x6163,x6164)
% 23.26/23.35 [617]P31(x6173,x6172,x6174)+~E(x6171,x6172)+~P31(x6173,x6171,x6174)
% 23.26/23.35 [618]P31(x6183,x6184,x6182)+~E(x6181,x6182)+~P31(x6183,x6184,x6181)
% 23.26/23.35 [619]~P3(x6191)+P3(x6192)+~E(x6191,x6192)
% 23.26/23.35 [620]P6(x6202,x6203)+~E(x6201,x6202)+~P6(x6201,x6203)
% 23.26/23.35 [621]P6(x6213,x6212)+~E(x6211,x6212)+~P6(x6213,x6211)
% 23.26/23.35 [622]~P7(x6221)+P7(x6222)+~E(x6221,x6222)
% 23.26/23.35 [623]~P24(x6231)+P24(x6232)+~E(x6231,x6232)
% 23.26/23.35 [624]~P9(x6241)+P9(x6242)+~E(x6241,x6242)
% 23.26/23.35 [625]~P29(x6251)+P29(x6252)+~E(x6251,x6252)
% 23.26/23.35 [626]P25(x6262,x6263,x6264)+~E(x6261,x6262)+~P25(x6261,x6263,x6264)
% 23.26/23.35 [627]P25(x6273,x6272,x6274)+~E(x6271,x6272)+~P25(x6273,x6271,x6274)
% 23.26/23.35 [628]P25(x6283,x6284,x6282)+~E(x6281,x6282)+~P25(x6283,x6284,x6281)
% 23.26/23.35 [629]~P36(x6291)+P36(x6292)+~E(x6291,x6292)
% 23.26/23.35 [630]P34(x6302,x6303)+~E(x6301,x6302)+~P34(x6301,x6303)
% 23.26/23.35 [631]P34(x6313,x6312)+~E(x6311,x6312)+~P34(x6313,x6311)
% 23.26/23.35 [632]P19(x6322,x6323)+~E(x6321,x6322)+~P19(x6321,x6323)
% 23.26/23.35 [633]P19(x6333,x6332)+~E(x6331,x6332)+~P19(x6333,x6331)
% 23.26/23.35 [634]~P35(x6341)+P35(x6342)+~E(x6341,x6342)
% 23.26/23.35 [635]P10(x6352,x6353)+~E(x6351,x6352)+~P10(x6351,x6353)
% 23.26/23.35 [636]P10(x6363,x6362)+~E(x6361,x6362)+~P10(x6363,x6361)
% 23.26/23.35 [637]~P5(x6371)+P5(x6372)+~E(x6371,x6372)
% 23.26/23.35 [638]P8(x6382,x6383)+~E(x6381,x6382)+~P8(x6381,x6383)
% 23.26/23.35 [639]P8(x6393,x6392)+~E(x6391,x6392)+~P8(x6393,x6391)
% 23.26/23.35 [640]~P12(x6401)+P12(x6402)+~E(x6401,x6402)
% 23.26/23.35 [641]P27(x6412,x6413)+~E(x6411,x6412)+~P27(x6411,x6413)
% 23.26/23.35 [642]P27(x6423,x6422)+~E(x6421,x6422)+~P27(x6423,x6421)
% 23.26/23.35 [643]P26(x6432,x6433)+~E(x6431,x6432)+~P26(x6431,x6433)
% 23.26/23.35 [644]P26(x6443,x6442)+~E(x6441,x6442)+~P26(x6443,x6441)
% 23.26/23.35 [645]P17(x6452,x6453)+~E(x6451,x6452)+~P17(x6451,x6453)
% 23.26/23.35 [646]P17(x6463,x6462)+~E(x6461,x6462)+~P17(x6463,x6461)
% 23.26/23.35 [647]P32(x6472,x6473,x6474)+~E(x6471,x6472)+~P32(x6471,x6473,x6474)
% 23.26/23.35 [648]P32(x6483,x6482,x6484)+~E(x6481,x6482)+~P32(x6483,x6481,x6484)
% 23.26/23.35 [649]P32(x6493,x6494,x6492)+~E(x6491,x6492)+~P32(x6493,x6494,x6491)
% 23.26/23.35 [650]P33(x6502,x6503,x6504)+~E(x6501,x6502)+~P33(x6501,x6503,x6504)
% 23.26/23.35 [651]P33(x6513,x6512,x6514)+~E(x6511,x6512)+~P33(x6513,x6511,x6514)
% 23.26/23.35 [652]P33(x6523,x6524,x6522)+~E(x6521,x6522)+~P33(x6523,x6524,x6521)
% 23.26/23.35 [653]P20(x6532,x6533)+~E(x6531,x6532)+~P20(x6531,x6533)
% 23.26/23.35 [654]P20(x6543,x6542)+~E(x6541,x6542)+~P20(x6543,x6541)
% 23.26/23.35 [655]P21(x6552,x6553)+~E(x6551,x6552)+~P21(x6551,x6553)
% 23.26/23.35 [656]P21(x6563,x6562)+~E(x6561,x6562)+~P21(x6563,x6561)
% 23.26/23.35 [657]P18(x6572,x6573)+~E(x6571,x6572)+~P18(x6571,x6573)
% 23.26/23.35 [658]P18(x6583,x6582)+~E(x6581,x6582)+~P18(x6583,x6581)
% 23.26/23.35 [659]~P28(x6591)+P28(x6592)+~E(x6591,x6592)
% 23.26/23.35 [660]~P15(x6601)+P15(x6602)+~E(x6601,x6602)
% 23.26/23.35 [661]P11(x6612,x6613)+~E(x6611,x6612)+~P11(x6611,x6613)
% 23.26/23.35 [662]P11(x6623,x6622)+~E(x6621,x6622)+~P11(x6623,x6621)
% 23.26/23.35
% 23.26/23.35 %-------------------------------------------
% 23.51/23.38 cnf(2113,plain,
% 23.51/23.38 (E(a1,f5(a1))),
% 23.51/23.38 inference(scs_inference,[],[663,2])).
% 23.51/23.38 cnf(2114,plain,
% 23.51/23.38 (~P16(f153(x21141),x21141)),
% 23.51/23.38 inference(scs_inference,[],[663,752,2,994])).
% 23.51/23.38 cnf(2116,plain,
% 23.51/23.38 (~P16(x21161,a1)),
% 23.51/23.38 inference(scs_inference,[],[683,663,752,2,994,876])).
% 23.51/23.38 cnf(2120,plain,
% 23.51/23.38 (~P16(x21201,f5(a1))),
% 23.51/23.38 inference(scs_inference,[],[683,663,752,2,994,876,869,867])).
% 23.51/23.38 cnf(2126,plain,
% 23.51/23.38 (P23(f3(x21261,x21262))),
% 23.51/23.38 inference(scs_inference,[],[786,683,663,752,754,788,2,994,876,869,867,852,803,1273])).
% 23.51/23.38 cnf(2127,plain,
% 23.51/23.38 (P6(x21271,f270(x21271))),
% 23.51/23.38 inference(rename_variables,[],[754])).
% 23.51/23.38 cnf(2129,plain,
% 23.51/23.38 (P16(x21291,f291(x21291,x21292))),
% 23.51/23.38 inference(scs_inference,[],[749,786,683,663,752,754,788,2,994,876,869,867,852,803,1273,1146])).
% 23.51/23.38 cnf(2130,plain,
% 23.51/23.38 (P30(x21301,x21301)),
% 23.51/23.38 inference(rename_variables,[],[749])).
% 23.51/23.38 cnf(2132,plain,
% 23.51/23.38 (P16(x21321,f291(x21322,x21321))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,786,683,663,752,754,788,2,994,876,869,867,852,803,1273,1146,1145])).
% 23.51/23.38 cnf(2133,plain,
% 23.51/23.38 (P30(x21331,x21331)),
% 23.51/23.38 inference(rename_variables,[],[749])).
% 23.51/23.38 cnf(2135,plain,
% 23.51/23.38 (P30(f183(f270(x21351)),x21351)),
% 23.51/23.38 inference(scs_inference,[],[749,2130,786,683,663,752,754,755,788,2,994,876,869,867,852,803,1273,1146,1145,1007])).
% 23.51/23.38 cnf(2136,plain,
% 23.51/23.38 (P6(f183(x21361),x21361)),
% 23.51/23.38 inference(rename_variables,[],[755])).
% 23.51/23.38 cnf(2140,plain,
% 23.51/23.38 (P16(f188(f291(x21401,x21401)),f291(x21401,x21401))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,786,683,663,752,754,755,788,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853])).
% 23.51/23.38 cnf(2143,plain,
% 23.51/23.38 (P30(x21431,x21431)),
% 23.51/23.38 inference(rename_variables,[],[749])).
% 23.51/23.38 cnf(2147,plain,
% 23.51/23.38 (P10(x21471,a1)),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,786,683,663,752,754,755,747,788,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931])).
% 23.51/23.38 cnf(2149,plain,
% 23.51/23.38 (P30(x21491,f284(x21491,a1))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,786,683,663,752,754,755,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915])).
% 23.51/23.38 cnf(2151,plain,
% 23.51/23.38 (~P16(f153(f3(x21511,x21512)),f119(x21511,x21512))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,786,683,663,752,754,755,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230])).
% 23.51/23.38 cnf(2154,plain,
% 23.51/23.38 (P6(x21541,f270(x21541))),
% 23.51/23.38 inference(rename_variables,[],[754])).
% 23.51/23.38 cnf(2157,plain,
% 23.51/23.38 (P6(x21571,f270(x21571))),
% 23.51/23.38 inference(rename_variables,[],[754])).
% 23.51/23.38 cnf(2160,plain,
% 23.51/23.38 (P6(x21601,f270(x21601))),
% 23.51/23.38 inference(rename_variables,[],[754])).
% 23.51/23.38 cnf(2163,plain,
% 23.51/23.38 (P6(x21631,f270(x21631))),
% 23.51/23.38 inference(rename_variables,[],[754])).
% 23.51/23.38 cnf(2168,plain,
% 23.51/23.38 (~P12(f287(a152,a152))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,786,683,716,663,774,751,752,754,2127,2154,2157,2160,755,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640])).
% 23.51/23.38 cnf(2169,plain,
% 23.51/23.38 (E(f287(x21691,x21691),x21691)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2172,plain,
% 23.51/23.38 (P34(f155(f5(a1)),a1)),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,786,683,716,663,774,751,752,754,2127,2154,2157,2160,755,756,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631])).
% 23.51/23.38 cnf(2176,plain,
% 23.51/23.38 (P6(f183(x21761),x21761)),
% 23.51/23.38 inference(rename_variables,[],[755])).
% 23.51/23.38 cnf(2178,plain,
% 23.51/23.38 (P6(x21781,f270(x21781))),
% 23.51/23.38 inference(rename_variables,[],[754])).
% 23.51/23.38 cnf(2187,plain,
% 23.51/23.38 (~E(f287(f291(x21871,x21871),x21872),a1)),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,750,786,670,675,683,691,711,716,663,772,773,774,751,752,754,2127,2154,2157,2160,2163,755,2136,756,766,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610])).
% 23.51/23.38 cnf(2188,plain,
% 23.51/23.38 (P30(x21881,f287(x21881,x21882))),
% 23.51/23.38 inference(rename_variables,[],[766])).
% 23.51/23.38 cnf(2189,plain,
% 23.51/23.38 (~E(a1,f291(x21891,x21891))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,2143,750,786,670,675,683,691,711,716,663,772,773,774,751,752,754,2127,2154,2157,2160,2163,755,2136,756,766,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609])).
% 23.51/23.38 cnf(2190,plain,
% 23.51/23.38 (P30(x21901,x21901)),
% 23.51/23.38 inference(rename_variables,[],[749])).
% 23.51/23.38 cnf(2192,plain,
% 23.51/23.38 (E(f287(x21921,x21921),x21921)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2194,plain,
% 23.51/23.38 (P16(x21941,f163(x21941))),
% 23.51/23.38 inference(rename_variables,[],[753])).
% 23.51/23.38 cnf(2196,plain,
% 23.51/23.38 (P16(x21961,f163(x21961))),
% 23.51/23.38 inference(rename_variables,[],[753])).
% 23.51/23.38 cnf(2197,plain,
% 23.51/23.38 (P1(f5(a1))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,2143,750,786,665,670,675,683,691,711,716,781,663,772,773,774,751,2169,752,753,2194,754,2127,2154,2157,2160,2163,755,2136,756,766,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604])).
% 23.51/23.38 cnf(2198,plain,
% 23.51/23.38 (~E(f291(x21981,x21981),f5(a1))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,2143,750,786,665,670,675,683,691,711,716,781,663,772,773,774,751,2169,752,753,2194,754,2127,2154,2157,2160,2163,755,2136,756,766,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3])).
% 23.51/23.38 cnf(2201,plain,
% 23.51/23.38 (~P16(f163(f153(f3(x22011,x22012))),f3(x22011,x22012))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,2143,750,745,786,665,670,675,683,691,711,716,781,663,772,773,774,751,2169,752,753,2194,2196,754,2127,2154,2157,2160,2163,755,2136,756,766,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110])).
% 23.51/23.38 cnf(2202,plain,
% 23.51/23.38 (P16(x22021,f153(x22021))),
% 23.51/23.38 inference(rename_variables,[],[752])).
% 23.51/23.38 cnf(2203,plain,
% 23.51/23.38 (P16(x22031,f163(x22031))),
% 23.51/23.38 inference(rename_variables,[],[753])).
% 23.51/23.38 cnf(2205,plain,
% 23.51/23.38 (P10(f284(a1,x22051),x22052)),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,2143,750,745,786,665,670,675,683,691,711,716,781,663,772,773,774,751,2169,752,753,2194,2196,754,2127,2154,2157,2160,2163,755,2136,756,766,767,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060])).
% 23.51/23.38 cnf(2206,plain,
% 23.51/23.38 (P30(f284(x22061,x22062),x22061)),
% 23.51/23.38 inference(rename_variables,[],[767])).
% 23.51/23.38 cnf(2209,plain,
% 23.51/23.38 (P30(a1,x22091)),
% 23.51/23.38 inference(rename_variables,[],[745])).
% 23.51/23.38 cnf(2212,plain,
% 23.51/23.38 (P6(f183(x22121),x22121)),
% 23.51/23.38 inference(rename_variables,[],[755])).
% 23.51/23.38 cnf(2215,plain,
% 23.51/23.38 (P30(a1,x22151)),
% 23.51/23.38 inference(rename_variables,[],[745])).
% 23.51/23.38 cnf(2217,plain,
% 23.51/23.38 (~P6(a6,a1)),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,2143,750,745,2209,786,665,670,675,683,691,711,716,781,663,772,773,774,751,2169,752,753,2194,2196,754,2127,2154,2157,2160,2163,755,2136,2176,756,766,767,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893])).
% 23.51/23.38 cnf(2221,plain,
% 23.51/23.38 (~P4(f287(f291(x22211,x22211),x22212))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,2143,750,745,2209,786,665,670,675,683,691,711,716,781,663,772,773,774,751,2169,752,753,2194,2196,754,2127,2154,2157,2160,2163,755,2136,2176,756,766,767,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812])).
% 23.51/23.38 cnf(2224,plain,
% 23.51/23.38 (E(f287(x22241,x22241),x22241)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2227,plain,
% 23.51/23.38 (E(f287(x22271,x22271),x22271)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2230,plain,
% 23.51/23.38 (E(f287(x22301,x22301),x22301)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2232,plain,
% 23.51/23.38 (~P16(f153(f3(x22321,x22322)),f287(f284(x22323,f284(x22323,f3(x22321,x22322))),f284(x22323,f284(x22323,f3(x22321,x22322)))))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,2143,750,745,2209,786,665,670,675,683,691,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,752,753,2194,2196,754,2127,2154,2157,2160,2163,755,2136,2176,756,766,767,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225])).
% 23.51/23.38 cnf(2233,plain,
% 23.51/23.38 (E(f287(x22331,x22331),x22331)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2240,plain,
% 23.51/23.38 (E(f287(x22401,x22401),x22401)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2242,plain,
% 23.51/23.38 (~P16(x22421,f183(f270(a1)))),
% 23.51/23.38 inference(scs_inference,[],[749,2130,2133,2143,750,745,2209,786,665,670,675,683,691,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,752,2202,753,2194,2196,754,2127,2154,2157,2160,2163,755,2136,2176,2212,756,766,767,747,788,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088])).
% 23.51/23.38 cnf(2245,plain,
% 23.51/23.38 (E(f287(x22451,x22451),x22451)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2248,plain,
% 23.51/23.38 (E(f287(x22481,x22481),x22481)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2251,plain,
% 23.51/23.38 (E(f287(x22511,x22511),x22511)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2254,plain,
% 23.51/23.38 (E(f287(x22541,x22541),x22541)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2257,plain,
% 23.51/23.38 (E(f287(x22571,x22571),x22571)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2261,plain,
% 23.51/23.38 (P16(f5(a1),f287(f291(a1,x22611),f291(a1,x22611)))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,786,665,670,675,683,691,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,752,2202,753,2194,2196,754,2127,2154,2157,2160,2163,755,2136,2176,2212,756,766,767,747,788,758,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949])).
% 23.51/23.38 cnf(2262,plain,
% 23.51/23.38 (E(f287(x22621,x22621),x22621)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2265,plain,
% 23.51/23.38 (E(f287(x22651,x22651),x22651)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2270,plain,
% 23.51/23.38 (E(f287(x22701,a1),x22701)),
% 23.51/23.38 inference(rename_variables,[],[746])).
% 23.51/23.38 cnf(2274,plain,
% 23.51/23.38 (P23(f154(x22741))),
% 23.51/23.38 inference(rename_variables,[],[729])).
% 23.51/23.38 cnf(2277,plain,
% 23.51/23.38 (E(f5(f33(x22771)),x22771)),
% 23.51/23.38 inference(rename_variables,[],[740])).
% 23.51/23.38 cnf(2278,plain,
% 23.51/23.38 (P23(f33(x22781))),
% 23.51/23.38 inference(rename_variables,[],[732])).
% 23.51/23.38 cnf(2280,plain,
% 23.51/23.38 (P20(a1,f183(f270(a1)))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,786,665,670,675,683,691,700,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,752,2202,753,2194,2196,754,2127,2154,2157,2160,2163,755,2136,2176,2212,756,766,767,746,747,788,729,732,758,740,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086])).
% 23.51/23.38 cnf(2282,plain,
% 23.51/23.38 (~P16(x22821,f289(f153(x22821),f153(x22821)))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,786,665,670,675,683,691,700,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,752,2202,753,2194,2196,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,747,788,729,732,758,740,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275])).
% 23.51/23.38 cnf(2290,plain,
% 23.51/23.38 (P27(a1,a1)),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,786,665,670,675,683,691,700,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,752,2202,753,2194,2196,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023])).
% 23.51/23.38 cnf(2297,plain,
% 23.51/23.38 (E(f287(x22971,x22971),x22971)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2298,plain,
% 23.51/23.38 (P16(x22981,f163(x22981))),
% 23.51/23.38 inference(rename_variables,[],[753])).
% 23.51/23.38 cnf(2301,plain,
% 23.51/23.38 (E(f287(x23011,a1),x23011)),
% 23.51/23.38 inference(rename_variables,[],[746])).
% 23.51/23.38 cnf(2304,plain,
% 23.51/23.38 (E(f287(x23041,x23041),x23041)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2305,plain,
% 23.51/23.38 (P16(x23051,f153(x23051))),
% 23.51/23.38 inference(rename_variables,[],[752])).
% 23.51/23.38 cnf(2308,plain,
% 23.51/23.38 (E(f287(x23081,x23081),x23081)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2314,plain,
% 23.51/23.38 (E(f287(x23141,x23141),x23141)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2317,plain,
% 23.51/23.38 (E(f287(x23171,x23171),x23171)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2318,plain,
% 23.51/23.38 (E(f287(x23181,x23181),x23181)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2319,plain,
% 23.51/23.38 (E(f287(x23191,a1),x23191)),
% 23.51/23.38 inference(rename_variables,[],[746])).
% 23.51/23.38 cnf(2322,plain,
% 23.51/23.38 (E(f287(x23221,x23221),x23221)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2323,plain,
% 23.51/23.38 (E(f287(x23231,x23231),x23231)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2324,plain,
% 23.51/23.38 (E(f287(x23241,a1),x23241)),
% 23.51/23.38 inference(rename_variables,[],[746])).
% 23.51/23.38 cnf(2328,plain,
% 23.51/23.38 (~P14(f291(f291(f291(x23281,f291(x23282,x23282)),f291(x23281,x23281)),f291(f291(x23281,a1),f291(x23281,x23281))))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,786,665,666,670,675,683,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2317,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663])).
% 23.51/23.38 cnf(2336,plain,
% 23.51/23.38 (E(f287(x23361,x23361),x23361)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2340,plain,
% 23.51/23.38 (E(f287(x23401,x23401),x23401)),
% 23.51/23.38 inference(rename_variables,[],[751])).
% 23.51/23.38 cnf(2346,plain,
% 23.51/23.38 (P31(f184(f5(a1),f5(a1)),f5(a1),f5(a1))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,786,665,666,670,675,683,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329])).
% 23.51/23.38 cnf(2348,plain,
% 23.51/23.38 (~P26(x23481,a1)),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996])).
% 23.51/23.38 cnf(2350,plain,
% 23.51/23.38 (P8(f5(a1),f5(a1))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921])).
% 23.51/23.38 cnf(2352,plain,
% 23.51/23.38 (P10(x23521,f284(a1,x23522))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918])).
% 23.51/23.38 cnf(2360,plain,
% 23.51/23.38 (P14(a16)),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804])).
% 23.51/23.38 cnf(2370,plain,
% 23.51/23.38 (P30(f5(a1),f291(x23701,x23701))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952])).
% 23.51/23.38 cnf(2376,plain,
% 23.51/23.38 (P30(f275(f285(x23761,a1)),x23761)),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154])).
% 23.51/23.38 cnf(2390,plain,
% 23.51/23.38 (P30(x23901,f283(f153(x23901)))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955])).
% 23.51/23.38 cnf(2392,plain,
% 23.51/23.38 (P6(a1,f270(x23921))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953])).
% 23.51/23.38 cnf(2396,plain,
% 23.51/23.38 (P23(f285(x23961,a1))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923])).
% 23.51/23.38 cnf(2398,plain,
% 23.51/23.38 (P23(f278(a1,x23981))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922])).
% 23.51/23.38 cnf(2406,plain,
% 23.51/23.38 (P36(f269(a1))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827])).
% 23.51/23.38 cnf(2492,plain,
% 23.51/23.38 (E(f222(x24921,f5(a1)),f222(x24921,a1))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545])).
% 23.51/23.38 cnf(2655,plain,
% 23.51/23.38 (E(f285(f5(a1),x26551),f285(a1,x26551))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382])).
% 23.51/23.38 cnf(2729,plain,
% 23.51/23.38 (E(f278(x27291,f5(a1)),f278(x27291,a1))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308])).
% 23.51/23.38 cnf(2746,plain,
% 23.51/23.38 (E(f282(f5(a1),x27461),f282(a1,x27461))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291])).
% 23.51/23.38 cnf(2870,plain,
% 23.51/23.38 (E(f184(x28701,f5(a1)),f184(x28701,a1))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167])).
% 23.51/23.38 cnf(2874,plain,
% 23.51/23.38 (E(f258(x28741,f5(a1)),f258(x28741,a1))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163])).
% 23.51/23.38 cnf(2927,plain,
% 23.51/23.38 (E(f13(x29271,f5(a1)),f13(x29271,a1))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110])).
% 23.51/23.38 cnf(2928,plain,
% 23.51/23.38 (E(f13(f5(a1),x29281),f13(a1,x29281))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109])).
% 23.51/23.38 cnf(2952,plain,
% 23.51/23.38 (E(f183(f5(a1)),f183(a1))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85])).
% 23.51/23.38 cnf(3006,plain,
% 23.51/23.38 (E(f155(f5(a1)),f155(a1))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31])).
% 23.51/23.38 cnf(3034,plain,
% 23.51/23.38 (~P16(f291(f291(x30341,f153(f3(a6,a6))),f291(x30341,x30341)),f3(x30342,f3(a6,a6)))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569])).
% 23.51/23.38 cnf(3036,plain,
% 23.51/23.38 (~E(f291(f291(x30361,f291(x30362,x30362)),f291(x30361,x30361)),f291(f291(x30363,a1),f291(x30363,x30363)))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423])).
% 23.51/23.38 cnf(3052,plain,
% 23.51/23.38 (~P10(f291(x30521,x30521),f153(x30521))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185])).
% 23.51/23.38 cnf(3064,plain,
% 23.51/23.38 (P30(f291(x30641,x30641),f153(x30641))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094])).
% 23.51/23.38 cnf(3076,plain,
% 23.51/23.38 (P10(f291(f153(f3(a6,a6)),f153(f3(a6,a6))),f3(a6,a6))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041])).
% 23.51/23.38 cnf(3086,plain,
% 23.51/23.38 (P22(f222(f5(a1),f5(a1)))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035])).
% 23.51/23.38 cnf(3122,plain,
% 23.51/23.38 (P2(f287(a1,f291(a1,a1)))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200])).
% 23.51/23.38 cnf(3124,plain,
% 23.51/23.38 (P1(f287(a1,f291(a1,a1)))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199])).
% 23.51/23.38 cnf(3126,plain,
% 23.51/23.38 (~E(f284(f153(x31261),f291(x31261,x31261)),f153(x31261))),
% 23.51/23.38 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191])).
% 23.51/23.39 cnf(3128,plain,
% 23.51/23.39 (~E(f284(f291(x31281,x31281),f284(f291(x31281,x31281),f153(x31281))),a1)),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144])).
% 23.51/23.39 cnf(3136,plain,
% 23.51/23.39 (E(f284(f291(a1,a1),f284(f291(a1,a1),f5(a1))),a1)),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091])).
% 23.51/23.39 cnf(3138,plain,
% 23.51/23.39 (P6(f284(a1,f284(a1,x31381)),f270(x31382))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065])).
% 23.51/23.39 cnf(3150,plain,
% 23.51/23.39 (~P16(f291(f291(f153(f3(a6,a6)),x31501),f291(f153(f3(a6,a6)),f153(f3(a6,a6)))),f3(f3(a6,a6),x31502))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571])).
% 23.51/23.39 cnf(3166,plain,
% 23.51/23.39 (~P30(f291(f291(x31661,x31661),f291(x31661,x31661)),f291(a1,a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234])).
% 23.51/23.39 cnf(3170,plain,
% 23.51/23.39 (P6(f289(a1,f183(f270(a1))),f270(a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152])).
% 23.51/23.39 cnf(3172,plain,
% 23.51/23.39 (P16(f192(x31721,x31721),f163(x31721))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151])).
% 23.51/23.39 cnf(3182,plain,
% 23.51/23.39 (~E(f291(f291(f291(x31821,x31821),x31822),f291(f291(x31821,x31821),f291(x31821,x31821))),f291(f291(a1,x31823),f291(a1,a1)))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424])).
% 23.51/23.39 cnf(3187,plain,
% 23.51/23.39 (~P16(x31871,f284(a1,x31872))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,767,746,2270,2301,2319,2324,747,788,729,732,2278,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111])).
% 23.51/23.39 cnf(3193,plain,
% 23.51/23.39 (P21(f155(f5(a1)),f5(a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,732,2278,733,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973])).
% 23.51/23.39 cnf(3194,plain,
% 23.51/23.39 (P23(f155(x31941))),
% 23.51/23.39 inference(rename_variables,[],[733])).
% 23.51/23.39 cnf(3195,plain,
% 23.51/23.39 (P34(f155(x31951),x31951)),
% 23.51/23.39 inference(rename_variables,[],[756])).
% 23.51/23.39 cnf(3197,plain,
% 23.51/23.39 (P20(f155(x31971),x31971)),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,732,2278,733,3194,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972])).
% 23.51/23.39 cnf(3198,plain,
% 23.51/23.39 (P23(f155(x31981))),
% 23.51/23.39 inference(rename_variables,[],[733])).
% 23.51/23.39 cnf(3200,plain,
% 23.51/23.39 (P19(f155(x32001),x32001)),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,732,2278,733,3194,3198,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971])).
% 23.51/23.39 cnf(3201,plain,
% 23.51/23.39 (P23(f155(x32011))),
% 23.51/23.39 inference(rename_variables,[],[733])).
% 23.51/23.39 cnf(3203,plain,
% 23.51/23.39 (P18(f155(x32031),x32031)),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,732,2278,733,3194,3198,3201,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970])).
% 23.51/23.39 cnf(3204,plain,
% 23.51/23.39 (P23(f155(x32041))),
% 23.51/23.39 inference(rename_variables,[],[733])).
% 23.51/23.39 cnf(3206,plain,
% 23.51/23.39 (P17(f155(x32061),x32061)),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,670,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,732,2278,733,3194,3198,3201,3204,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969])).
% 23.51/23.39 cnf(3207,plain,
% 23.51/23.39 (P23(f155(x32071))),
% 23.51/23.39 inference(rename_variables,[],[733])).
% 23.51/23.39 cnf(3211,plain,
% 23.51/23.39 (P3(f183(f5(a1)))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,670,671,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,732,2278,733,3194,3198,3201,3204,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892])).
% 23.51/23.39 cnf(3227,plain,
% 23.51/23.39 (P1(f50(f153(a1)))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,732,2278,733,3194,3198,3201,3204,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939])).
% 23.51/23.39 cnf(3243,plain,
% 23.51/23.39 (P16(a1,f163(x32431))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,732,2278,733,3194,3198,3201,3204,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137])).
% 23.51/23.39 cnf(3244,plain,
% 23.51/23.39 (P30(a1,x32441)),
% 23.51/23.39 inference(rename_variables,[],[745])).
% 23.51/23.39 cnf(3246,plain,
% 23.51/23.39 (~P4(f3(a6,a6))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,732,2278,733,3194,3198,3201,3204,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050])).
% 23.51/23.39 cnf(3262,plain,
% 23.51/23.39 (P23(f274(a1,a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,730,732,2278,733,3194,3198,3201,3204,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985])).
% 23.51/23.39 cnf(3268,plain,
% 23.51/23.39 (P23(f284(a1,a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,730,732,2278,733,3194,3198,3201,3204,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982])).
% 23.51/23.39 cnf(3274,plain,
% 23.51/23.39 (P14(f278(a1,x32741))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,710,711,716,781,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,730,732,2278,733,3194,3198,3201,3204,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976])).
% 23.51/23.39 cnf(3296,plain,
% 23.51/23.39 (P23(f266(a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,730,732,2278,733,3194,3198,3201,3204,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861])).
% 23.51/23.39 cnf(3300,plain,
% 23.51/23.39 (~P16(f291(f291(x33001,f153(f3(a6,a6))),f291(x33001,x33001)),f285(f3(a6,a6),a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,730,732,2278,733,3194,3198,3201,3204,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512])).
% 23.51/23.39 cnf(3309,plain,
% 23.51/23.39 (P16(x33091,f153(x33091))),
% 23.51/23.39 inference(rename_variables,[],[752])).
% 23.51/23.39 cnf(3311,plain,
% 23.51/23.39 (P23(f284(a1,f284(a1,a1)))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,730,732,2278,733,3194,3198,3201,3204,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512,1510,1325,1300,1247,1216])).
% 23.51/23.39 cnf(3318,plain,
% 23.51/23.39 (P23(f269(x33181))),
% 23.51/23.39 inference(rename_variables,[],[730])).
% 23.51/23.39 cnf(3324,plain,
% 23.51/23.39 (P23(f269(x33241))),
% 23.51/23.39 inference(rename_variables,[],[730])).
% 23.51/23.39 cnf(3338,plain,
% 23.51/23.39 (P30(x33381,x33381)),
% 23.51/23.39 inference(rename_variables,[],[749])).
% 23.51/23.39 cnf(3340,plain,
% 23.51/23.39 (E(f275(f274(a1,a1)),f280(a1,f275(a1)))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,730,3318,732,2278,733,3194,3198,3201,3204,3207,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512,1510,1325,1300,1247,1216,1208,1207,1069,1061,847,1334,1333,1332,1259,1235,1212,1104])).
% 23.51/23.39 cnf(3342,plain,
% 23.51/23.39 (~E(f291(f291(x33421,x33421),x33422),f291(a1,a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,730,3318,732,2278,733,3194,3198,3201,3204,3207,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512,1510,1325,1300,1247,1216,1208,1207,1069,1061,847,1334,1333,1332,1259,1235,1212,1104,1015])).
% 23.51/23.39 cnf(3350,plain,
% 23.51/23.39 (P16(f291(f291(x33501,x33501),f291(x33501,x33501)),f3(f153(x33501),f153(x33501)))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2317,2322,752,2202,2305,3309,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,730,3318,732,2278,733,3194,3198,3201,3204,3207,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512,1510,1325,1300,1247,1216,1208,1207,1069,1061,847,1334,1333,1332,1259,1235,1212,1104,1015,1598,1511,1509,1442])).
% 23.51/23.39 cnf(3353,plain,
% 23.51/23.39 (E(f287(x33531,x33531),x33531)),
% 23.51/23.39 inference(rename_variables,[],[751])).
% 23.51/23.39 cnf(3364,plain,
% 23.51/23.39 (P23(f55(x33641,a1,a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,3338,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2340,3353,2317,2322,752,2202,2305,3309,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,730,3318,732,2278,733,3194,3198,3201,3204,3207,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512,1510,1325,1300,1247,1216,1208,1207,1069,1061,847,1334,1333,1332,1259,1235,1212,1104,1015,1598,1511,1509,1442,1684,1683,1306,1409,1313,1311])).
% 23.51/23.39 cnf(3366,plain,
% 23.51/23.39 (~P16(f291(f291(f169(a1,f153(a1)),x33661),f291(f169(a1,f153(a1)),f169(a1,f153(a1)))),f154(f5(a1)))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,3338,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2340,3353,2317,2322,752,2202,2305,3309,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,2274,730,3318,732,2278,733,3194,3198,3201,3204,3207,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512,1510,1325,1300,1247,1216,1208,1207,1069,1061,847,1334,1333,1332,1259,1235,1212,1104,1015,1598,1511,1509,1442,1684,1683,1306,1409,1313,1311,1517])).
% 23.51/23.39 cnf(3367,plain,
% 23.51/23.39 (P23(f154(x33671))),
% 23.51/23.39 inference(rename_variables,[],[729])).
% 23.51/23.39 cnf(3369,plain,
% 23.51/23.39 (~P20(f154(f5(a1)),f153(f169(a1,f153(a1))))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,3338,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2340,3353,2317,2322,752,2202,2305,3309,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,729,2274,3367,730,3318,732,2278,733,3194,3198,3201,3204,3207,736,737,738,757,758,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512,1510,1325,1300,1247,1216,1208,1207,1069,1061,847,1334,1333,1332,1259,1235,1212,1104,1015,1598,1511,1509,1442,1684,1683,1306,1409,1313,1311,1517,1413])).
% 23.51/23.39 cnf(3370,plain,
% 23.51/23.39 (P23(f154(x33701))),
% 23.51/23.39 inference(rename_variables,[],[729])).
% 23.51/23.39 cnf(3371,plain,
% 23.51/23.39 (P16(x33711,f153(x33711))),
% 23.51/23.39 inference(rename_variables,[],[752])).
% 23.51/23.39 cnf(3382,plain,
% 23.51/23.39 (P23(f154(x33821))),
% 23.51/23.39 inference(rename_variables,[],[729])).
% 23.51/23.39 cnf(3388,plain,
% 23.51/23.39 (P27(f287(a1,f291(a1,a1)),f287(a1,f291(a1,a1)))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,3338,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2340,3353,2317,2322,752,2202,2305,3309,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,725,729,2274,3367,3370,3382,730,3318,732,2278,733,3194,3198,3201,3204,3207,736,737,738,757,758,777,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512,1510,1325,1300,1247,1216,1208,1207,1069,1061,847,1334,1333,1332,1259,1235,1212,1104,1015,1598,1511,1509,1442,1684,1683,1306,1409,1313,1311,1517,1413,1097,1096,887,885,1494,870,1299])).
% 23.51/23.39 cnf(3397,plain,
% 23.51/23.39 (E(f266(a1),f276(a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,3338,750,789,745,2209,2215,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2340,3353,2317,2322,752,2202,2305,3309,3371,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,725,729,2274,3367,3370,3382,730,3318,732,2278,733,3194,3198,3201,3204,3207,736,737,738,757,758,777,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512,1510,1325,1300,1247,1216,1208,1207,1069,1061,847,1334,1333,1332,1259,1235,1212,1104,1015,1598,1511,1509,1442,1684,1683,1306,1409,1313,1311,1517,1413,1097,1096,887,885,1494,870,1299,1205,908,907,875])).
% 23.51/23.39 cnf(3410,plain,
% 23.51/23.39 (P14(f274(a1,a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,3338,750,789,745,2209,2215,3244,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2340,3353,2317,2322,752,2202,2305,3309,3371,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,725,729,2274,3367,3370,3382,730,3318,3324,732,2278,733,3194,3198,3201,3204,3207,736,737,738,757,758,777,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512,1510,1325,1300,1247,1216,1208,1207,1069,1061,847,1334,1333,1332,1259,1235,1212,1104,1015,1598,1511,1509,1442,1684,1683,1306,1409,1313,1311,1517,1413,1097,1096,887,885,1494,870,1299,1205,908,907,875,1150,1715,1194,1901,1158,1055])).
% 23.51/23.39 cnf(3420,plain,
% 23.51/23.39 (P13(f5(a1),f275(a1))),
% 23.51/23.39 inference(scs_inference,[],[690,749,2130,2133,2143,2190,3338,750,789,745,2209,2215,3244,743,786,665,666,667,670,671,675,683,684,685,686,687,691,694,700,701,704,706,710,711,716,781,783,663,772,773,774,751,2169,2192,2224,2227,2230,2233,2240,2245,2248,2251,2254,2257,2262,2265,2297,2304,2308,2314,2318,2323,2336,2340,3353,2317,2322,752,2202,2305,3309,3371,753,2194,2196,2203,2298,754,2127,2154,2157,2160,2163,2178,755,2136,2176,2212,756,3195,766,2188,767,2206,746,2270,2301,2319,2324,747,788,725,729,2274,3367,3370,3382,730,3318,3324,732,2278,733,3194,3198,3201,3204,3207,736,737,738,757,758,777,740,2277,742,765,2,994,876,869,867,852,803,1273,1146,1145,1007,866,853,1274,1044,931,915,1230,1220,1219,1118,1117,659,649,648,640,636,635,631,628,627,621,620,619,618,617,615,614,613,612,611,610,609,607,606,605,604,3,1378,1110,1060,1011,946,936,893,838,812,1233,1232,1231,1225,1116,1115,1114,1088,1068,1067,1066,998,997,958,949,948,806,1016,811,810,1086,1275,1255,832,1023,956,868,1112,1139,1138,1053,1021,1287,1451,1452,1493,1663,1271,1503,1404,1159,1062,1330,1329,996,921,918,916,829,805,804,802,799,796,794,952,1238,1237,1154,1153,1028,1027,1009,1008,1006,955,953,924,923,922,849,848,830,827,826,825,824,823,822,821,820,819,818,817,816,815,809,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1569,1423,1371,1290,1288,1198,1197,1196,1190,1185,1179,1178,1177,1176,1126,1094,1092,1071,1070,1043,1042,1041,1040,1039,1037,1036,1035,1034,1033,957,944,929,928,913,878,877,851,850,1004,1384,1262,1214,1213,1201,1200,1199,1191,1144,1101,1099,1098,1091,1065,1054,1048,1005,925,883,1571,1435,1434,1410,1351,1339,1338,1248,1234,1206,1152,1151,1127,1049,1310,1063,1424,660,644,608,1111,1059,1058,973,972,971,970,969,968,892,891,890,889,874,873,1018,1017,939,795,1321,1320,1319,1181,1180,1175,1137,1050,992,991,990,989,988,987,986,985,984,983,982,978,977,976,975,974,904,903,902,901,900,899,872,871,861,860,1512,1510,1325,1300,1247,1216,1208,1207,1069,1061,847,1334,1333,1332,1259,1235,1212,1104,1015,1598,1511,1509,1442,1684,1683,1306,1409,1313,1311,1517,1413,1097,1096,887,885,1494,870,1299,1205,908,907,875,1150,1715,1194,1901,1158,1055,1651,1652,1030,1377,1032])).
% 23.51/23.39 cnf(3441,plain,
% 23.51/23.39 (P27(x34411,x34411)+~P1(x34411)),
% 23.51/23.39 inference(scs_inference,[],[668,874])).
% 23.51/23.39 cnf(3445,plain,
% 23.51/23.39 (~P16(x34451,f183(f270(a1)))),
% 23.51/23.39 inference(rename_variables,[],[2242])).
% 23.51/23.39 cnf(3448,plain,
% 23.51/23.39 (~P16(x34481,f183(f270(a1)))),
% 23.51/23.39 inference(rename_variables,[],[2242])).
% 23.51/23.39 cnf(3451,plain,
% 23.51/23.39 (E(f287(x34511,x34512),f287(x34512,x34511))),
% 23.51/23.39 inference(rename_variables,[],[760])).
% 23.51/23.39 cnf(3453,plain,
% 23.51/23.39 (P8(a1,f5(a1))),
% 23.51/23.39 inference(scs_inference,[],[668,760,663,3388,2242,3445,2350,3441,882,880,641,639,638])).
% 23.51/23.39 cnf(3454,plain,
% 23.51/23.39 (P19(f155(f284(a1,x34541)),a1)),
% 23.51/23.39 inference(scs_inference,[],[668,744,760,663,3200,3388,2242,3445,2350,3441,882,880,641,639,638,633])).
% 23.51/23.39 cnf(3455,plain,
% 23.51/23.39 (P19(f155(x34551),x34551)),
% 23.51/23.39 inference(rename_variables,[],[3200])).
% 23.51/23.39 cnf(3459,plain,
% 23.51/23.39 (P34(f155(x34591),x34591)),
% 23.51/23.39 inference(rename_variables,[],[756])).
% 23.51/23.39 cnf(3461,plain,
% 23.51/23.39 (E(f13(x34611,f5(a1)),f13(x34611,a1))),
% 23.51/23.39 inference(rename_variables,[],[2927])).
% 23.51/23.39 cnf(3469,plain,
% 23.51/23.39 (~P16(x34691,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3474,plain,
% 23.51/23.39 (P30(f284(x34741,x34742),x34741)),
% 23.51/23.39 inference(rename_variables,[],[767])).
% 23.51/23.39 cnf(3476,plain,
% 23.51/23.39 (~E(f163(x34761),f283(f183(f270(a1))))),
% 23.51/23.39 inference(scs_inference,[],[668,744,760,703,753,766,767,773,752,756,665,663,3200,3455,3388,2242,3445,3448,2870,2927,2346,3006,2116,2350,3128,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355])).
% 23.51/23.39 cnf(3477,plain,
% 23.51/23.39 (~P16(x34771,f183(f270(a1)))),
% 23.51/23.39 inference(rename_variables,[],[2242])).
% 23.51/23.39 cnf(3480,plain,
% 23.51/23.39 (~P16(x34801,f284(a1,x34802))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3481,plain,
% 23.51/23.39 (~P16(x34811,f284(a1,x34812))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3484,plain,
% 23.51/23.39 (~P16(x34841,f183(f270(a1)))),
% 23.51/23.39 inference(rename_variables,[],[2242])).
% 23.51/23.39 cnf(3487,plain,
% 23.51/23.39 (~P16(x34871,f183(f270(a1)))),
% 23.51/23.39 inference(rename_variables,[],[2242])).
% 23.51/23.39 cnf(3490,plain,
% 23.51/23.39 (~P16(x34901,f183(f270(a1)))),
% 23.51/23.39 inference(rename_variables,[],[2242])).
% 23.51/23.39 cnf(3493,plain,
% 23.51/23.39 (~P16(x34931,f183(f270(a1)))),
% 23.51/23.39 inference(rename_variables,[],[2242])).
% 23.51/23.39 cnf(3496,plain,
% 23.51/23.39 (~P16(x34961,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3499,plain,
% 23.51/23.39 (~P16(x34991,f284(a1,x34992))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3501,plain,
% 23.51/23.39 (P5(a1)),
% 23.51/23.39 inference(scs_inference,[],[668,744,760,703,753,766,767,773,752,756,665,700,663,3200,3455,3342,3388,3268,2242,3445,3448,3477,3484,3487,3490,3187,3481,2870,2927,2346,3006,2116,3469,3496,2350,3128,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506])).
% 23.51/23.39 cnf(3502,plain,
% 23.51/23.39 (~P16(x35021,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3505,plain,
% 23.51/23.39 (~P16(x35051,f284(a1,x35052))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3508,plain,
% 23.51/23.39 (~P16(f153(x35081),x35081)),
% 23.51/23.39 inference(rename_variables,[],[2114])).
% 23.51/23.39 cnf(3511,plain,
% 23.51/23.39 (~P16(x35111,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3514,plain,
% 23.51/23.39 (~P16(x35141,f183(f270(a1)))),
% 23.51/23.39 inference(rename_variables,[],[2242])).
% 23.51/23.39 cnf(3515,plain,
% 23.51/23.39 (E(f291(x35151,x35152),f291(x35152,x35151))),
% 23.51/23.39 inference(rename_variables,[],[759])).
% 23.51/23.39 cnf(3518,plain,
% 23.51/23.39 (~P16(x35181,f183(f270(a1)))),
% 23.51/23.39 inference(rename_variables,[],[2242])).
% 23.51/23.39 cnf(3519,plain,
% 23.51/23.39 (E(f291(x35191,x35192),f291(x35192,x35191))),
% 23.51/23.39 inference(rename_variables,[],[759])).
% 23.51/23.39 cnf(3522,plain,
% 23.51/23.39 (~P16(x35221,f183(f270(a1)))),
% 23.51/23.39 inference(rename_variables,[],[2242])).
% 23.51/23.39 cnf(3523,plain,
% 23.51/23.39 (E(f291(x35231,x35232),f291(x35232,x35231))),
% 23.51/23.39 inference(rename_variables,[],[759])).
% 23.51/23.39 cnf(3525,plain,
% 23.51/23.39 (~P16(x35251,f280(a1,x35252))),
% 23.51/23.39 inference(scs_inference,[],[668,744,759,3515,3519,760,703,753,766,767,773,752,756,788,665,700,663,2114,3200,3455,3342,3388,3268,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3187,3481,3499,2870,2927,2120,2346,3006,2116,3469,3496,3502,2350,3128,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417])).
% 23.51/23.39 cnf(3526,plain,
% 23.51/23.39 (~P16(x35261,f5(a1))),
% 23.51/23.39 inference(rename_variables,[],[2120])).
% 23.51/23.39 cnf(3529,plain,
% 23.51/23.39 (P23(f154(x35291))),
% 23.51/23.39 inference(rename_variables,[],[729])).
% 23.51/23.39 cnf(3530,plain,
% 23.51/23.39 (~P16(f291(f291(f169(a1,f153(a1)),x35301),f291(f169(a1,f153(a1)),f169(a1,f153(a1)))),f154(f5(a1)))),
% 23.51/23.39 inference(rename_variables,[],[3366])).
% 23.51/23.39 cnf(3533,plain,
% 23.51/23.39 (~P16(x35331,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3536,plain,
% 23.51/23.39 (~P16(x35361,f183(f270(a1)))),
% 23.51/23.39 inference(rename_variables,[],[2242])).
% 23.51/23.39 cnf(3537,plain,
% 23.51/23.39 (~P16(x35371,f284(a1,x35372))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3541,plain,
% 23.51/23.39 (E(f279(f284(a1,x35411),f183(f270(a1)),f258(f284(a1,x35411),f183(f270(a1)))),f284(a1,x35411))),
% 23.51/23.39 inference(scs_inference,[],[668,744,759,3515,3519,760,703,753,766,767,729,773,752,756,772,788,665,700,663,2114,3200,3455,3342,3388,3268,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,3187,3481,3499,3505,3537,3366,2870,2927,2120,2346,3006,2116,3469,3496,3502,3511,2350,3128,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539])).
% 23.51/23.39 cnf(3544,plain,
% 23.51/23.39 (~P16(x35441,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3547,plain,
% 23.51/23.39 (P23(f3(x35471,x35472))),
% 23.51/23.39 inference(rename_variables,[],[2126])).
% 23.51/23.39 cnf(3551,plain,
% 23.51/23.39 (~P16(x35511,f284(a1,x35512))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3552,plain,
% 23.51/23.39 (~P16(x35521,f284(a1,x35522))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3555,plain,
% 23.51/23.39 (~P16(x35551,f284(a1,x35552))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3556,plain,
% 23.51/23.39 (~P16(x35561,f284(a1,x35562))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3559,plain,
% 23.51/23.39 (~P16(x35591,f284(a1,x35592))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3560,plain,
% 23.51/23.39 (~P16(x35601,f284(a1,x35602))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3564,plain,
% 23.51/23.39 (~P16(x35641,f284(a1,x35642))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3567,plain,
% 23.51/23.39 (~P16(x35671,f284(a1,x35672))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3568,plain,
% 23.51/23.39 (~P16(x35681,f284(a1,x35682))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3571,plain,
% 23.51/23.39 (~P16(x35711,f5(a1))),
% 23.51/23.39 inference(rename_variables,[],[2120])).
% 23.51/23.39 cnf(3575,plain,
% 23.51/23.39 (P16(f291(f291(x35751,x35751),f291(x35751,x35751)),f281(f3(f153(x35751),f153(x35751)),f153(x35751)))),
% 23.51/23.39 inference(scs_inference,[],[668,672,744,759,3515,3519,760,703,753,766,767,729,773,752,756,772,788,665,700,663,3350,2114,3200,3455,2126,3547,3342,3034,3388,3268,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3551,3556,3560,3366,2870,2927,2120,3526,2346,3006,2116,3469,3496,3502,3511,3533,2189,2197,2350,3128,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314])).
% 23.51/23.39 cnf(3576,plain,
% 23.51/23.39 (P23(f3(x35761,x35762))),
% 23.51/23.39 inference(rename_variables,[],[2126])).
% 23.51/23.39 cnf(3579,plain,
% 23.51/23.39 (~P16(x35791,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3582,plain,
% 23.51/23.39 (P23(f154(x35821))),
% 23.51/23.39 inference(rename_variables,[],[729])).
% 23.51/23.39 cnf(3583,plain,
% 23.51/23.39 (P16(x35831,f163(x35831))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3586,plain,
% 23.51/23.39 (P30(x35861,x35861)),
% 23.51/23.39 inference(rename_variables,[],[749])).
% 23.51/23.39 cnf(3587,plain,
% 23.51/23.39 (P6(f183(x35871),x35871)),
% 23.51/23.39 inference(rename_variables,[],[755])).
% 23.51/23.39 cnf(3592,plain,
% 23.51/23.39 (~P16(x35921,f284(a1,x35922))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3595,plain,
% 23.51/23.39 (~P16(x35951,f284(a1,x35952))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3598,plain,
% 23.51/23.39 (~P4(f287(x35981,f291(x35981,x35981)))),
% 23.51/23.39 inference(rename_variables,[],[792])).
% 23.51/23.39 cnf(3599,plain,
% 23.51/23.39 (P16(x35991,f287(x35991,f291(x35991,x35991)))),
% 23.51/23.39 inference(rename_variables,[],[777])).
% 23.51/23.39 cnf(3600,plain,
% 23.51/23.39 (~P16(x36001,f284(a1,x36002))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3606,plain,
% 23.51/23.39 (P16(x36061,f287(x36061,f291(x36061,x36061)))),
% 23.51/23.39 inference(rename_variables,[],[777])).
% 23.51/23.39 cnf(3607,plain,
% 23.51/23.39 (~P16(x36071,f284(a1,x36072))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3612,plain,
% 23.51/23.39 (P23(f154(x36121))),
% 23.51/23.39 inference(rename_variables,[],[729])).
% 23.51/23.39 cnf(3613,plain,
% 23.51/23.39 (P16(x36131,f163(x36131))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3614,plain,
% 23.51/23.39 (~P16(f291(f291(f169(a1,f153(a1)),x36141),f291(f169(a1,f153(a1)),f169(a1,f153(a1)))),f154(f5(a1)))),
% 23.51/23.39 inference(rename_variables,[],[3366])).
% 23.51/23.39 cnf(3617,plain,
% 23.51/23.39 (P23(f3(x36171,x36172))),
% 23.51/23.39 inference(rename_variables,[],[2126])).
% 23.51/23.39 cnf(3618,plain,
% 23.51/23.39 (P16(x36181,f163(x36181))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3620,plain,
% 23.51/23.39 (~E(f163(x36201),f280(a1,x36202))),
% 23.51/23.39 inference(scs_inference,[],[668,672,744,759,3515,3519,760,792,3598,703,749,753,3583,3613,3618,754,755,3587,766,767,729,3529,3582,777,3599,773,752,756,772,750,730,788,665,700,663,3350,2114,3200,3455,2126,3547,3576,3342,3034,3388,3268,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3551,3556,3560,3366,3530,2870,2927,2120,3526,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,2189,2197,2350,2406,3128,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038])).
% 23.51/23.39 cnf(3621,plain,
% 23.51/23.39 (~P16(x36211,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3624,plain,
% 23.51/23.39 (~P16(x36241,f284(a1,x36242))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3625,plain,
% 23.51/23.39 (~P16(x36251,f284(a1,x36252))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3628,plain,
% 23.51/23.39 (~P16(x36281,f284(a1,x36282))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3633,plain,
% 23.51/23.39 (~P16(x36331,f284(a1,x36332))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3634,plain,
% 23.51/23.39 (~P16(x36341,f284(a1,x36342))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3636,plain,
% 23.51/23.39 (~P16(f291(f291(x36361,x36362),f291(x36361,x36361)),f285(f5(a1),a1))),
% 23.51/23.39 inference(scs_inference,[],[668,672,744,759,3515,3519,760,792,3598,703,749,753,3583,3613,3618,754,755,3587,766,767,729,3529,3582,777,3599,773,752,756,772,750,730,788,665,700,663,3350,2114,3200,3455,2126,3547,3576,3342,3034,3388,3268,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3567,3625,3551,3556,3560,3366,3530,2655,2870,2927,2120,3526,2396,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,2189,2197,2350,2406,3128,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650])).
% 23.51/23.39 cnf(3639,plain,
% 23.51/23.39 (~P16(x36391,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3644,plain,
% 23.51/23.39 (~P16(x36441,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3647,plain,
% 23.51/23.39 (~P16(x36471,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3650,plain,
% 23.51/23.39 (~P16(x36501,f289(f153(x36501),f153(x36501)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3653,plain,
% 23.51/23.39 (~P16(x36531,f284(a1,x36532))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3655,plain,
% 23.51/23.39 (~E(f163(x36551),f275(a1))),
% 23.51/23.39 inference(scs_inference,[],[668,672,695,744,759,3515,3519,760,792,3598,703,705,749,753,3583,3613,3618,754,755,3587,766,767,729,3529,3582,777,3599,773,752,756,772,750,730,788,665,691,700,663,3350,2282,2114,3200,3455,2126,3547,3576,3342,3034,3388,3268,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3567,3625,3551,3556,3560,3366,3530,2655,2729,2870,2927,2120,3526,3571,2396,2398,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,2189,2197,2350,2406,3128,3296,3397,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388])).
% 23.51/23.39 cnf(3656,plain,
% 23.51/23.39 (~P16(x36561,f5(a1))),
% 23.51/23.39 inference(rename_variables,[],[2120])).
% 23.51/23.39 cnf(3658,plain,
% 23.51/23.39 (~P16(f291(f291(x36581,x36582),f291(x36581,x36581)),f55(x36583,a1,a1))),
% 23.51/23.39 inference(scs_inference,[],[668,672,695,744,759,3515,3519,760,792,3598,703,705,749,753,3583,3613,3618,754,755,3587,766,767,729,3529,3582,777,3599,773,752,756,772,750,730,788,665,691,700,663,3350,2282,2114,3200,3455,2126,3547,3576,3342,3034,3388,3268,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3567,3625,3551,3556,3560,3366,3530,2655,2729,2870,2927,2120,3526,3571,2396,2398,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,2189,2197,2350,2406,3128,3296,3397,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822])).
% 23.51/23.39 cnf(3659,plain,
% 23.51/23.39 (~P16(x36591,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(3662,plain,
% 23.51/23.39 (~P16(x36621,f5(a1))),
% 23.51/23.39 inference(rename_variables,[],[2120])).
% 23.51/23.39 cnf(3663,plain,
% 23.51/23.39 (~P16(x36631,f284(a1,x36632))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3666,plain,
% 23.51/23.39 (~P16(x36661,f5(a1))),
% 23.51/23.39 inference(rename_variables,[],[2120])).
% 23.51/23.39 cnf(3667,plain,
% 23.51/23.39 (~P16(x36671,f284(a1,x36672))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3670,plain,
% 23.51/23.39 (~P16(x36701,f5(a1))),
% 23.51/23.39 inference(rename_variables,[],[2120])).
% 23.51/23.39 cnf(3671,plain,
% 23.51/23.39 (~P16(x36711,f284(a1,x36712))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3677,plain,
% 23.51/23.39 (~P16(x36771,f284(a1,x36772))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3682,plain,
% 23.51/23.39 (~P16(x36821,f5(f274(a1,a1)))),
% 23.51/23.39 inference(scs_inference,[],[668,672,695,744,759,3515,3519,760,792,3598,703,705,749,753,3583,3613,3618,754,755,3587,766,767,729,3529,3582,777,3599,773,752,756,772,750,730,788,665,691,700,663,3350,2282,2114,3200,3455,2126,3547,3576,3342,3034,3388,3268,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2120,3526,3571,3656,3662,3666,3670,2396,2398,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402])).
% 23.51/23.39 cnf(3683,plain,
% 23.51/23.39 (~P16(x36831,f5(a1))),
% 23.51/23.39 inference(rename_variables,[],[2120])).
% 23.51/23.39 cnf(3699,plain,
% 23.51/23.39 (P21(f155(x36991),x36991)),
% 23.51/23.39 inference(scs_inference,[],[668,672,695,744,759,3515,3519,760,792,3598,703,705,749,3586,753,3583,3613,3618,754,755,3587,766,767,729,3529,3582,777,3599,733,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,2114,3200,3455,2126,3547,3576,3342,3166,3034,3388,3268,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2120,3526,3571,3656,3662,3666,3670,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973])).
% 23.51/23.39 cnf(3706,plain,
% 23.51/23.39 (~P16(f153(x37061),x37061)),
% 23.51/23.39 inference(rename_variables,[],[2114])).
% 23.51/23.39 cnf(3709,plain,
% 23.51/23.39 (~P16(x37091,f289(f153(x37091),f153(x37091)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3711,plain,
% 23.51/23.39 (~E(f163(x37111),f284(x37112,f284(x37112,f289(f153(f192(x37111,x37111)),f153(f192(x37111,x37111))))))),
% 23.51/23.39 inference(scs_inference,[],[668,672,695,782,744,759,3515,3519,760,792,3598,703,705,749,3586,753,3583,3613,3618,754,755,3587,766,767,729,3529,3582,777,3599,733,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,3650,3709,3172,2114,3508,3200,3455,2126,3547,3576,3342,3166,3034,3388,3268,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2120,3526,3571,3656,3662,3666,3670,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225])).
% 23.51/23.39 cnf(3712,plain,
% 23.51/23.39 (~P16(x37121,f289(f153(x37121),f153(x37121)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3717,plain,
% 23.51/23.39 (~P16(x37171,f289(f153(x37171),f153(x37171)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3720,plain,
% 23.51/23.39 (~P16(x37201,f289(f153(x37201),f153(x37201)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3725,plain,
% 23.51/23.39 (~P16(x37251,f289(f153(x37251),f153(x37251)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3728,plain,
% 23.51/23.39 (P16(x37281,f163(x37281))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3761,plain,
% 23.51/23.39 (P23(f3(x37611,x37612))),
% 23.51/23.39 inference(rename_variables,[],[2126])).
% 23.51/23.39 cnf(3764,plain,
% 23.51/23.39 (P16(x37641,f163(x37641))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3765,plain,
% 23.51/23.39 (~P16(x37651,f284(a1,x37652))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3795,plain,
% 23.51/23.39 (E(f284(x37951,f284(x37951,x37951)),x37951)),
% 23.51/23.39 inference(rename_variables,[],[768])).
% 23.51/23.39 cnf(3796,plain,
% 23.51/23.39 (P16(x37961,f163(x37961))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3797,plain,
% 23.51/23.39 (P16(x37971,f163(x37971))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3800,plain,
% 23.51/23.39 (E(f275(f285(a1,a1)),a1)),
% 23.51/23.39 inference(scs_inference,[],[668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,754,755,3587,766,767,3474,729,3529,3582,777,3599,701,733,745,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,3650,3709,3712,3717,3720,3172,2114,3508,3706,3200,3455,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,2376,3268,3124,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2120,3526,3571,3656,3662,3666,3670,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852])).
% 23.51/23.39 cnf(3804,plain,
% 23.51/23.39 (~E(f284(f291(x38041,x38041),f153(x38041)),f291(x38041,x38041))),
% 23.51/23.39 inference(scs_inference,[],[668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,754,755,3587,766,767,3474,729,3529,3582,777,3599,701,733,745,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,3650,3709,3712,3717,3720,3052,3172,2114,3508,3706,3200,3455,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,2376,3268,3124,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2120,3526,3571,3656,3662,3666,3670,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931])).
% 23.51/23.39 cnf(3806,plain,
% 23.51/23.39 (~E(f284(f291(f291(x38061,x38061),f291(x38061,x38061)),f291(a1,a1)),a1)),
% 23.51/23.39 inference(scs_inference,[],[668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,754,755,3587,766,767,3474,729,3529,3582,777,3599,701,733,745,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,3650,3709,3712,3717,3720,3052,3172,2114,3508,3706,3200,3455,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,2376,3268,3124,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2120,3526,3571,3656,3662,3666,3670,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915])).
% 23.51/23.39 cnf(3808,plain,
% 23.51/23.39 (~P6(f163(x38081),f270(f289(f153(x38081),f153(x38081))))),
% 23.51/23.39 inference(scs_inference,[],[668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,3797,754,755,3587,766,767,3474,729,3529,3582,777,3599,701,733,745,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,3650,3709,3712,3717,3720,3725,3052,3172,2114,3508,3706,3200,3455,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,2376,3268,3124,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2120,3526,3571,3656,3662,3666,3670,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115])).
% 23.51/23.39 cnf(3809,plain,
% 23.51/23.39 (~P16(x38091,f289(f153(x38091),f153(x38091)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3812,plain,
% 23.51/23.39 (P16(x38121,f163(x38121))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3815,plain,
% 23.51/23.39 (P16(x38151,f163(x38151))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3821,plain,
% 23.51/23.39 (P19(a1,f277(a1))),
% 23.51/23.39 inference(scs_inference,[],[668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,3650,3709,3712,3717,3720,3725,3052,3172,2114,3508,3706,3200,3455,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,2376,3268,3124,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2120,3526,3571,3656,3662,3666,3670,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901])).
% 23.51/23.39 cnf(3823,plain,
% 23.51/23.39 (P27(a1,f287(a1,f291(a1,a1)))),
% 23.51/23.39 inference(scs_inference,[],[668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,3650,3709,3712,3717,3720,3725,3052,3172,2114,3508,3706,3200,3455,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,2376,3268,3124,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2120,3526,3571,3656,3662,3666,3670,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956])).
% 23.51/23.39 cnf(3827,plain,
% 23.51/23.39 (~P16(x38271,f289(f153(x38271),f153(x38271)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3830,plain,
% 23.51/23.39 (P16(x38301,f163(x38301))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3833,plain,
% 23.51/23.39 (E(f284(x38331,f284(x38331,x38331)),x38331)),
% 23.51/23.39 inference(rename_variables,[],[768])).
% 23.51/23.39 cnf(3840,plain,
% 23.51/23.39 (~P6(a152,f270(a30))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,3795,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,3650,3709,3712,3717,3720,3725,3809,3052,3172,2114,3508,3706,3200,3455,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,2376,3268,3124,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958])).
% 23.51/23.39 cnf(3842,plain,
% 23.51/23.39 (~P30(f291(x38421,x38421),f284(a1,x38422))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,3795,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,3650,3709,3712,3717,3720,3725,3809,3052,3172,2114,3508,3706,3200,3455,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060])).
% 23.51/23.39 cnf(3844,plain,
% 23.51/23.39 (~P10(f153(x38441),f291(x38441,x38441))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,3795,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,3650,3709,3712,3717,3720,3725,3809,3052,3172,2114,3508,3706,3200,3455,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918])).
% 23.51/23.39 cnf(3846,plain,
% 23.51/23.39 (~P16(f163(x38461),x38461)),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,3795,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2282,3650,3709,3712,3717,3720,3725,3809,3052,3172,2114,3508,3706,3200,3455,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994])).
% 23.51/23.39 cnf(3858,plain,
% 23.51/23.39 (P10(x38581,f280(a16,f183(f270(a1))))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,3795,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2232,2282,3650,3709,3712,3717,3720,3725,3809,3052,3172,2114,3508,3706,3200,3455,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043])).
% 23.51/23.39 cnf(3861,plain,
% 23.51/23.39 (~P16(x38611,f284(a1,x38612))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3867,plain,
% 23.51/23.39 (~E(a30,a152)),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,3795,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2232,2282,3650,3709,3712,3717,3720,3725,3809,3052,3172,2114,3508,3706,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3342,3166,3034,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3227,2346,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640])).
% 23.51/23.39 cnf(3870,plain,
% 23.51/23.39 (~P16(x38701,f284(f289(f153(x38701),f153(x38701)),f284(f289(f153(x38701),f153(x38701)),f289(f153(x38701),f153(x38701)))))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,3795,3833,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3052,3172,2114,3508,3706,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3342,3166,3034,2328,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3211,3227,2346,2952,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606])).
% 23.51/23.39 cnf(3871,plain,
% 23.51/23.39 (E(f284(x38711,f284(x38711,x38711)),x38711)),
% 23.51/23.39 inference(rename_variables,[],[768])).
% 23.51/23.39 cnf(3875,plain,
% 23.51/23.39 (P16(x38751,f163(x38751))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3880,plain,
% 23.51/23.39 (P16(x38801,f163(x38801))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3887,plain,
% 23.51/23.39 (~P16(x38871,f289(f153(x38871),f153(x38871)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3890,plain,
% 23.51/23.39 (~P16(x38901,f289(f153(x38901),f153(x38901)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3894,plain,
% 23.51/23.39 (~E(f163(a6),f284(f289(f153(a6),f153(a6)),x38941))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,782,744,759,3515,3519,3523,760,768,3795,3833,792,3598,703,705,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3796,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3052,3172,2114,3508,3706,2135,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3342,3166,3034,2328,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3211,3227,2346,2952,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068])).
% 23.51/23.39 cnf(3895,plain,
% 23.51/23.39 (P16(x38951,f163(x38951))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3896,plain,
% 23.51/23.39 (~P16(x38961,f289(f153(x38961),f153(x38961)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3899,plain,
% 23.51/23.39 (P16(x38991,f163(x38991))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3902,plain,
% 23.51/23.39 (~P16(x39021,f289(f153(x39021),f153(x39021)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3905,plain,
% 23.51/23.39 (E(f284(x39051,f284(x39051,x39051)),x39051)),
% 23.51/23.39 inference(rename_variables,[],[768])).
% 23.51/23.39 cnf(3917,plain,
% 23.51/23.39 (P23(f3(x39171,x39172))),
% 23.51/23.39 inference(rename_variables,[],[2126])).
% 23.51/23.39 cnf(3920,plain,
% 23.51/23.39 (P23(f3(x39201,x39202))),
% 23.51/23.39 inference(rename_variables,[],[2126])).
% 23.51/23.39 cnf(3932,plain,
% 23.51/23.39 (~P16(x39321,f173(x39321,f163(x39321)))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,744,759,3515,3519,3523,760,768,3795,3833,3871,792,3598,703,705,708,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3796,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3211,3227,2346,2952,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247])).
% 23.51/23.39 cnf(3937,plain,
% 23.51/23.39 (~P16(x39371,f284(a1,x39372))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3941,plain,
% 23.51/23.39 (~P16(x39411,f5(f278(a1,x39412)))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,744,759,3515,3519,3523,760,768,3795,3833,3871,792,3598,703,705,708,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3796,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3211,3227,2346,2952,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332])).
% 23.51/23.39 cnf(3943,plain,
% 23.51/23.39 (~E(f163(x39431),f3(x39432,f284(a1,x39433)))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,744,759,3515,3519,3523,760,768,3795,3833,3871,792,3598,703,705,708,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3796,754,755,3587,766,767,3474,729,3529,3582,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3633,3567,3625,3551,3556,3560,3366,3530,3138,2655,2729,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3211,3227,2346,2952,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684])).
% 23.51/23.39 cnf(3944,plain,
% 23.51/23.39 (~P16(x39441,f284(a1,x39442))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(3950,plain,
% 23.51/23.39 (~P16(x39501,f289(f153(x39501),f153(x39501)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3951,plain,
% 23.51/23.39 (P16(x39511,f163(x39511))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3955,plain,
% 23.51/23.39 (~P16(x39551,f289(f153(x39551),f153(x39551)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3958,plain,
% 23.51/23.39 (P16(x39581,f163(x39581))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3961,plain,
% 23.51/23.39 (~P16(x39611,f289(f153(x39611),f153(x39611)))),
% 23.51/23.39 inference(rename_variables,[],[2282])).
% 23.51/23.39 cnf(3967,plain,
% 23.51/23.39 (P16(x39671,f163(x39671))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3971,plain,
% 23.51/23.39 (P16(x39711,f163(x39711))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3974,plain,
% 23.51/23.39 (P16(x39741,f163(x39741))),
% 23.51/23.39 inference(rename_variables,[],[753])).
% 23.51/23.39 cnf(3980,plain,
% 23.51/23.39 (~E(f153(x39801),f284(f153(x39801),f291(x39801,x39801)))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,744,759,3515,3519,3523,760,768,3795,3833,3871,792,3598,703,705,708,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3951,3958,3967,3971,3796,754,755,3587,766,767,3474,729,3529,3582,3612,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2140,3126,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3950,3955,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3633,3567,3625,3551,3556,3560,3366,3530,3614,3138,2655,2729,2746,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3211,3227,2346,2952,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684,1409,1112,1138,1053,1287,887,1715,1901,1271,1159,1377,2])).
% 23.51/23.39 cnf(3983,plain,
% 23.51/23.39 (~E(f287(a1,f291(a1,a1)),a1)),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,744,759,3515,3519,3523,760,768,3795,3833,3871,792,3598,703,705,708,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3951,3958,3967,3971,3974,3796,754,755,3587,766,767,3474,729,3529,3582,3612,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2140,3126,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3950,3955,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3633,3567,3625,3551,3556,3560,3366,3530,3614,3138,2655,2729,2746,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3211,3227,2346,2952,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684,1409,1112,1138,1053,1287,887,1715,1901,1271,1159,1377,2,867,829])).
% 23.51/23.39 cnf(3989,plain,
% 23.51/23.39 (P16(f169(f291(x39891,x39891),f153(x39891)),f291(x39891,x39891))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,744,759,3515,3519,3523,760,768,3795,3833,3871,792,3598,703,705,708,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3951,3958,3967,3971,3974,3796,754,755,3587,766,767,3474,729,3529,3582,3612,777,3599,3606,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2140,3126,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3950,3955,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3633,3567,3625,3551,3556,3560,3366,3530,3614,3138,2655,2729,2746,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3211,3227,2346,2952,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684,1409,1112,1138,1053,1287,887,1715,1901,1271,1159,1377,2,867,829,794,1007,1044])).
% 23.51/23.39 cnf(3991,plain,
% 23.51/23.39 (~P26(a1,f284(a1,x39911))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,744,759,3515,3519,3523,760,768,3795,3833,3871,792,3598,703,705,708,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3951,3958,3967,3971,3974,3796,754,755,3587,766,767,3474,729,3529,3582,3612,777,3599,3606,789,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2140,3126,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3950,3955,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3633,3567,3625,3551,3556,3560,3366,3530,3614,3138,2655,2729,2746,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3211,3227,2346,2952,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2197,2350,2406,3128,3296,3397,3420,2172,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684,1409,1112,1138,1053,1287,887,1715,1901,1271,1159,1377,2,867,829,794,1007,1044,644])).
% 23.51/23.39 cnf(3995,plain,
% 23.51/23.39 (~P30(f287(f291(x39951,x39951),x39952),a1)),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,744,759,3515,3519,3523,760,768,3795,3833,3871,792,3598,703,705,708,702,749,3586,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3951,3958,3967,3971,3974,3796,754,755,3587,766,767,3474,729,3529,3582,3612,777,3599,3606,789,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2140,3126,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3950,3955,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3633,3567,3625,3551,3556,3560,3366,3530,3614,3138,2655,2729,2746,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3211,3227,2346,2952,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2187,2197,2348,2350,2406,3128,3296,3397,3420,2172,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684,1409,1112,1138,1053,1287,887,1715,1901,1271,1159,1377,2,867,829,794,1007,1044,644,971,936])).
% 23.51/23.39 cnf(4025,plain,
% 23.51/23.39 (~P10(f163(x40251),f163(x40251))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,744,759,3515,3519,3523,760,768,3795,3833,3871,792,3598,703,705,708,702,749,3586,685,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3951,3958,3967,3971,3974,3796,754,755,3587,766,767,3474,729,3529,3582,3612,777,3599,3606,789,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2140,3126,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3950,3955,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3633,3567,3625,3551,3556,3560,3366,3530,3614,3138,2655,2729,2746,2870,2927,2198,2120,3526,3571,3656,3662,3666,3670,3683,2370,2396,2398,3211,3227,2346,2952,3006,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2187,2197,2348,2350,2406,3128,3296,3397,3420,2172,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684,1409,1112,1138,1053,1287,887,1715,1901,1271,1159,1377,2,867,829,794,1007,1044,644,971,936,873,1088,795,1016,984,983,982,978,861,1216,953,1144,868,1111])).
% 23.51/23.39 cnf(4041,plain,
% 23.51/23.39 (P1(f287(f291(a1,a1),a1))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,775,744,759,3515,3519,3523,760,3451,768,3795,3833,3871,3905,792,3598,703,705,708,702,749,3586,685,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3951,3958,3967,3971,3974,3796,754,755,3587,766,767,3474,729,3529,3582,3612,777,3599,3606,789,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2140,3126,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3950,3955,3961,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,3206,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3086,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3633,3567,3625,3551,3556,3560,3122,3366,3530,3614,3138,2492,2655,2729,2746,2870,2927,3461,2198,2120,3526,3571,3656,3662,3666,3670,3683,2290,2370,2396,2398,3211,3227,2346,2952,3006,3193,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2187,2197,2348,2350,2406,3128,3296,3397,3420,2172,2280,2113,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684,1409,1112,1138,1053,1287,887,1715,1901,1271,1159,1377,2,867,829,794,1007,1044,644,971,936,873,1088,795,1016,984,983,982,978,861,1216,953,1144,868,1111,656,655,653,647,646,645,642,621,613,611,609,607,605,604])).
% 23.51/23.39 cnf(4043,plain,
% 23.51/23.39 (E(f5(f154(x40431)),x40431)),
% 23.51/23.39 inference(rename_variables,[],[739])).
% 23.51/23.39 cnf(4045,plain,
% 23.51/23.39 (~P6(f283(f270(a6)),a1)),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,775,744,759,3515,3519,3523,760,3451,768,3795,3833,3871,3905,739,4043,741,792,3598,703,705,708,702,749,3586,685,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3951,3958,3967,3971,3974,3796,754,755,3587,766,767,3474,729,3529,3582,3612,777,3599,3606,789,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2140,3126,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3950,3955,3961,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,3206,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3086,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3633,3567,3625,3551,3556,3560,3122,3366,3530,3614,3138,2492,2655,2729,2746,2870,2927,3461,2198,2120,3526,3571,3656,3662,3666,3670,3683,2290,2370,2396,2398,3211,3227,2346,2952,3006,3193,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2187,2197,2348,2350,2406,3128,3296,3397,3420,2172,2280,2113,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684,1409,1112,1138,1053,1287,887,1715,1901,1271,1159,1377,2,867,829,794,1007,1044,644,971,936,873,1088,795,1016,984,983,982,978,861,1216,953,1144,868,1111,656,655,653,647,646,645,642,621,613,611,609,607,605,604,3,635,620])).
% 23.51/23.39 cnf(4047,plain,
% 23.51/23.39 (~P30(f291(x40471,x40471),f284(f287(f291(x40471,x40471),f153(x40471)),f153(x40471)))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,775,744,759,3515,3519,3523,760,3451,768,3795,3833,3871,3905,739,4043,741,792,3598,770,703,705,708,702,749,3586,685,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3951,3958,3967,3971,3974,3796,754,755,3587,766,767,3474,729,3529,3582,3612,777,3599,3606,789,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2140,3126,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3950,3955,3961,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,3206,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3086,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3633,3567,3625,3551,3556,3560,3122,3366,3530,3614,3138,2492,2655,2729,2746,2870,2927,3461,2198,2120,3526,3571,3656,3662,3666,3670,3683,2290,2370,2396,2398,3211,3227,2346,2952,3006,3193,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2187,2197,2348,2350,2406,3128,3296,3397,3420,2172,2280,2113,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684,1409,1112,1138,1053,1287,887,1715,1901,1271,1159,1377,2,867,829,794,1007,1044,644,971,936,873,1088,795,1016,984,983,982,978,861,1216,953,1144,868,1111,656,655,653,647,646,645,642,621,613,611,609,607,605,604,3,635,620,636,610])).
% 23.51/23.39 cnf(4050,plain,
% 23.51/23.39 (P14(f284(a1,x40501))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,775,744,759,3515,3519,3523,760,3451,768,3795,3833,3871,3905,739,4043,741,792,3598,770,703,705,708,702,749,3586,685,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3951,3958,3967,3971,3974,3796,754,755,3587,766,767,3474,729,3529,3582,3612,777,3599,3606,789,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2140,3126,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3950,3955,3961,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,3206,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3086,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3944,3633,3567,3625,3551,3556,3560,3122,3366,3530,3614,3138,2492,2655,2729,2746,2870,2927,3461,2198,2120,3526,3571,3656,3662,3666,3670,3683,2290,2370,2396,2398,3211,3227,2346,2952,3006,3193,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2187,2197,2348,2350,2406,3128,3296,3397,3420,2172,2280,2113,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684,1409,1112,1138,1053,1287,887,1715,1901,1271,1159,1377,2,867,829,794,1007,1044,644,971,936,873,1088,795,1016,984,983,982,978,861,1216,953,1144,868,1111,656,655,653,647,646,645,642,621,613,611,609,607,605,604,3,635,620,636,610,1167,1497])).
% 23.51/23.39 cnf(4051,plain,
% 23.51/23.39 (~P16(x40511,f284(a1,x40512))),
% 23.51/23.39 inference(rename_variables,[],[3187])).
% 23.51/23.39 cnf(4055,plain,
% 23.51/23.39 (~P16(x40551,f119(f284(a1,x40552),x40553))),
% 23.51/23.39 inference(scs_inference,[],[690,668,672,688,692,693,695,712,717,782,775,744,759,3515,3519,3523,760,3451,768,3795,3833,3871,3905,739,4043,741,792,3598,770,703,705,708,702,749,3586,685,753,3583,3613,3618,3728,3764,3797,3812,3815,3830,3875,3880,3895,3899,3951,3958,3967,3971,3974,3796,754,755,3587,766,767,3474,729,3529,3582,3612,777,3599,3606,789,701,733,745,786,773,752,756,3459,772,750,730,788,665,691,700,663,3350,2140,3126,2232,2282,3650,3709,3712,3717,3720,3725,3809,3827,3887,3890,3896,3902,3950,3955,3961,3052,3064,3172,2114,3508,3706,2135,2201,2390,3197,3200,3455,3203,3206,2129,2132,2126,3547,3576,3617,3761,3917,3920,3246,3342,3166,3034,2328,3388,3036,2376,3086,3268,3124,2205,2242,3445,3448,3477,3484,3487,3490,3493,3514,3518,3522,3536,2352,3187,3481,3499,3505,3537,3480,3552,3555,3559,3564,3568,3592,3595,3600,3607,3624,3628,3634,3653,3663,3667,3671,3677,3765,3861,3937,3944,4051,3633,3567,3625,3551,3556,3560,3122,3366,3530,3614,3138,2492,2655,2729,2746,2870,2927,3461,2198,2120,3526,3571,3656,3662,3666,3670,3683,2290,2370,2396,2398,3211,3227,2346,2952,3006,3193,3170,2116,3469,3496,3502,3511,3533,3544,3579,3621,3639,3644,3647,3659,2189,2187,2197,2348,2350,2406,3128,3296,3397,3420,2172,2280,2113,2217,2360,3441,882,880,641,639,638,633,632,630,626,616,1136,888,1215,1156,1355,1553,1408,1407,1406,1555,1508,1507,1506,1505,1376,1164,1135,1134,1133,1417,1734,1655,1184,1540,1539,1124,1904,1520,1519,1518,1575,1574,1022,1186,1314,1392,1419,1337,1297,1692,1691,1222,1189,1172,1143,1930,1658,2038,1544,1543,1635,1650,1649,1644,1223,1695,1388,1822,1556,1647,1561,2076,1676,1402,1149,919,1391,801,798,876,853,973,970,969,946,1233,1225,1114,1067,1066,997,949,939,1181,1137,988,986,977,976,975,899,860,1208,1069,1259,1235,1212,1104,1509,1683,1313,1023,1311,885,1205,1663,908,907,875,1194,1158,1055,1404,852,1094,931,915,1115,1018,1017,1180,985,901,956,1139,1021,1062,913,1011,958,1060,918,994,916,803,1146,1145,9,1043,1042,1065,657,654,640,619,612,606,1378,1110,1059,1058,972,893,1232,1231,1116,1068,998,948,806,1175,1050,992,974,872,871,1512,1510,1325,1300,1247,1207,1086,1061,1332,1684,1409,1112,1138,1053,1287,887,1715,1901,1271,1159,1377,2,867,829,794,1007,1044,644,971,936,873,1088,795,1016,984,983,982,978,861,1216,953,1144,868,1111,656,655,653,647,646,645,642,621,613,611,609,607,605,604,3,635,620,636,610,1167,1497,1496,1400])).
% 23.51/23.39 cnf(4293,plain,
% 23.51/23.39 (~P16(x42931,f5(f274(a1,a1)))),
% 23.51/23.39 inference(rename_variables,[],[3682])).
% 23.51/23.39 cnf(4294,plain,
% 23.51/23.39 (~E(f291(x42941,x42941),a1)),
% 23.51/23.39 inference(rename_variables,[],[788])).
% 23.51/23.39 cnf(4297,plain,
% 23.51/23.39 (~P16(x42971,f5(f274(a1,a1)))),
% 23.51/23.39 inference(rename_variables,[],[3682])).
% 23.51/23.39 cnf(4300,plain,
% 23.51/23.39 (P30(x43001,x43001)),
% 23.51/23.39 inference(rename_variables,[],[749])).
% 23.51/23.39 cnf(4301,plain,
% 23.51/23.39 (P21(f155(x43011),x43011)),
% 23.51/23.39 inference(rename_variables,[],[3699])).
% 23.51/23.39 cnf(4302,plain,
% 23.51/23.39 (P23(f155(x43021))),
% 23.51/23.39 inference(rename_variables,[],[733])).
% 23.51/23.39 cnf(4305,plain,
% 23.51/23.39 (~P16(x43051,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(4306,plain,
% 23.51/23.39 (P16(x43061,f287(x43061,f291(x43061,x43061)))),
% 23.51/23.39 inference(rename_variables,[],[777])).
% 23.51/23.39 cnf(4309,plain,
% 23.51/23.39 (~P16(x43091,a1)),
% 23.51/23.39 inference(rename_variables,[],[2116])).
% 23.51/23.39 cnf(4310,plain,
% 23.51/23.39 (P6(a1,f270(x43101))),
% 23.51/23.39 inference(rename_variables,[],[2392])).
% 23.51/23.39 cnf(4311,plain,
% 23.51/23.39 (~P16(f163(x43111),x43111)),
% 23.51/23.39 inference(rename_variables,[],[3846])).
% 23.51/23.39 cnf(4314,plain,
% 23.51/23.39 (P30(x43141,x43141)),
% 23.51/23.39 inference(rename_variables,[],[749])).
% 23.51/23.39 cnf(4319,plain,
% 23.51/23.39 (~P16(x43191,f5(f274(a1,a1)))),
% 23.51/23.39 inference(rename_variables,[],[3682])).
% 23.51/23.39 cnf(4322,plain,
% 23.51/23.39 (P23(f3(x43221,x43222))),
% 23.51/23.39 inference(rename_variables,[],[2126])).
% 23.51/23.39 cnf(4323,plain,
% 23.51/23.39 (P16(f291(f291(x43231,x43231),f291(x43231,x43231)),f3(f153(x43231),f153(x43231)))),
% 23.51/23.39 inference(rename_variables,[],[3350])).
% 23.51/23.39 cnf(4326,plain,
% 23.51/23.39 (~P16(f291(f291(x43261,x43262),f291(x43261,x43261)),f55(x43263,a1,a1))),
% 23.51/23.39 inference(rename_variables,[],[3658])).
% 23.51/23.39 cnf(4329,plain,
% 23.51/23.39 (P23(f285(x43291,a1))),
% 23.51/23.39 inference(rename_variables,[],[2396])).
% 23.51/23.39 cnf(4332,plain,
% 23.51/23.39 (~P16(x43321,f280(a1,x43322))),
% 23.51/23.39 inference(rename_variables,[],[3525])).
% 23.51/23.39 cnf(4333,plain,
% 23.51/23.39 (E(f284(x43331,f284(x43331,x43331)),x43331)),
% 23.51/23.39 inference(rename_variables,[],[768])).
% 23.51/23.39 cnf(4336,plain,
% 23.51/23.39 (~P16(x43361,f5(f274(a1,a1)))),
% 23.51/23.39 inference(rename_variables,[],[3682])).
% 23.51/23.39 cnf(4339,plain,
% 23.51/23.39 (~P16(f291(f291(x43391,x43392),f291(x43391,x43391)),f55(x43393,a1,a1))),
% 23.51/23.39 inference(rename_variables,[],[3658])).
% 23.51/23.39 cnf(4342,plain,
% 23.51/23.39 (~P16(f291(f291(x43421,x43422),f291(x43421,x43421)),f55(x43423,a1,a1))),
% 23.51/23.39 inference(rename_variables,[],[3658])).
% 23.51/23.39 cnf(4345,plain,
% 23.51/23.39 (~P16(f163(x43451),x43451)),
% 23.51/23.39 inference(rename_variables,[],[3846])).
% 23.51/23.39 cnf(4348,plain,
% 23.51/23.39 (~P16(x43481,f5(f274(a1,a1)))),
% 23.51/23.39 inference(rename_variables,[],[3682])).
% 23.51/23.39 cnf(4351,plain,
% 23.51/23.39 (P23(f285(x43511,a1))),
% 23.51/23.39 inference(rename_variables,[],[2396])).
% 23.51/23.39 cnf(4357,plain,
% 23.51/23.39 (~E(f163(x43571),f3(x43572,f284(a1,x43573)))),
% 23.51/23.39 inference(rename_variables,[],[3943])).
% 23.51/23.39 cnf(4358,plain,
% 23.51/23.39 (~P16(x43581,f5(f274(a1,a1)))),
% 23.51/23.39 inference(rename_variables,[],[3682])).
% 23.51/23.39 cnf(4362,plain,
% 23.54/23.39 (~P16(x43621,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4366,plain,
% 23.54/23.39 (E(f284(x43661,f284(x43661,x43661)),x43661)),
% 23.54/23.39 inference(rename_variables,[],[768])).
% 23.54/23.39 cnf(4367,plain,
% 23.54/23.39 (P31(f258(x43671,x43672),x43671,x43672)),
% 23.54/23.39 inference(rename_variables,[],[772])).
% 23.54/23.39 cnf(4372,plain,
% 23.54/23.39 (~P16(x43721,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4373,plain,
% 23.54/23.39 (~P16(x43731,f119(f284(a1,x43732),x43733))),
% 23.54/23.39 inference(rename_variables,[],[4055])).
% 23.54/23.39 cnf(4376,plain,
% 23.54/23.39 (~P16(x43761,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4377,plain,
% 23.54/23.39 (~P16(x43771,f119(f284(a1,x43772),x43773))),
% 23.54/23.39 inference(rename_variables,[],[4055])).
% 23.54/23.39 cnf(4380,plain,
% 23.54/23.39 (~P16(f291(f291(x43801,x43802),f291(x43801,x43801)),f55(x43803,a1,a1))),
% 23.54/23.39 inference(rename_variables,[],[3658])).
% 23.54/23.39 cnf(4381,plain,
% 23.54/23.39 (~P16(x43811,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4384,plain,
% 23.54/23.39 (~P16(x43841,f5(a1))),
% 23.54/23.39 inference(rename_variables,[],[2120])).
% 23.54/23.39 cnf(4389,plain,
% 23.54/23.39 (~P16(x43891,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4393,plain,
% 23.54/23.39 (P16(x43931,f287(x43931,f291(x43931,x43931)))),
% 23.54/23.39 inference(rename_variables,[],[777])).
% 23.54/23.39 cnf(4394,plain,
% 23.54/23.39 (~P16(x43941,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4395,plain,
% 23.54/23.39 (~P16(x43951,a1)),
% 23.54/23.39 inference(rename_variables,[],[2116])).
% 23.54/23.39 cnf(4398,plain,
% 23.54/23.39 (~P16(x43981,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4399,plain,
% 23.54/23.39 (~P16(x43991,f5(a1))),
% 23.54/23.39 inference(rename_variables,[],[2120])).
% 23.54/23.39 cnf(4405,plain,
% 23.54/23.39 (~P16(f163(x44051),x44051)),
% 23.54/23.39 inference(rename_variables,[],[3846])).
% 23.54/23.39 cnf(4408,plain,
% 23.54/23.39 (~P16(x44081,f119(f284(a1,x44082),x44083))),
% 23.54/23.39 inference(rename_variables,[],[4055])).
% 23.54/23.39 cnf(4409,plain,
% 23.54/23.39 (~P16(x44091,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4412,plain,
% 23.54/23.39 (~P16(f291(f291(x44121,f153(f3(a6,a6))),f291(x44121,x44121)),f285(f3(a6,a6),a1))),
% 23.54/23.39 inference(rename_variables,[],[3300])).
% 23.54/23.39 cnf(4413,plain,
% 23.54/23.39 (P23(f285(x44131,a1))),
% 23.54/23.39 inference(rename_variables,[],[2396])).
% 23.54/23.39 cnf(4417,plain,
% 23.54/23.39 (~P16(x44171,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4421,plain,
% 23.54/23.39 (P16(x44211,f287(x44211,f291(x44211,x44211)))),
% 23.54/23.39 inference(rename_variables,[],[777])).
% 23.54/23.39 cnf(4422,plain,
% 23.54/23.39 (P23(f3(x44221,x44222))),
% 23.54/23.39 inference(rename_variables,[],[2126])).
% 23.54/23.39 cnf(4425,plain,
% 23.54/23.39 (P6(f183(x44251),x44251)),
% 23.54/23.39 inference(rename_variables,[],[755])).
% 23.54/23.39 cnf(4428,plain,
% 23.54/23.39 (P30(x44281,x44281)),
% 23.54/23.39 inference(rename_variables,[],[749])).
% 23.54/23.39 cnf(4432,plain,
% 23.54/23.39 (~P16(x44321,f284(a1,x44322))),
% 23.54/23.39 inference(rename_variables,[],[3187])).
% 23.54/23.39 cnf(4433,plain,
% 23.54/23.39 (E(f284(x44331,f284(x44331,x44331)),x44331)),
% 23.54/23.39 inference(rename_variables,[],[768])).
% 23.54/23.39 cnf(4441,plain,
% 23.54/23.39 (~P16(x44411,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4442,plain,
% 23.54/23.39 (~P16(x44421,f119(f284(a1,x44422),x44423))),
% 23.54/23.39 inference(rename_variables,[],[4055])).
% 23.54/23.39 cnf(4452,plain,
% 23.54/23.39 (~P16(x44521,f284(f289(f153(x44521),f153(x44521)),f284(f289(f153(x44521),f153(x44521)),f289(f153(x44521),f153(x44521)))))),
% 23.54/23.39 inference(rename_variables,[],[3870])).
% 23.54/23.39 cnf(4455,plain,
% 23.54/23.39 (~P16(x44551,f284(f289(f153(x44551),f153(x44551)),f284(f289(f153(x44551),f153(x44551)),f289(f153(x44551),f153(x44551)))))),
% 23.54/23.39 inference(rename_variables,[],[3870])).
% 23.54/23.39 cnf(4458,plain,
% 23.54/23.39 (E(f291(x44581,x44582),f291(x44582,x44581))),
% 23.54/23.39 inference(rename_variables,[],[759])).
% 23.54/23.39 cnf(4463,plain,
% 23.54/23.39 (~P16(f163(x44631),x44631)),
% 23.54/23.39 inference(rename_variables,[],[3846])).
% 23.54/23.39 cnf(4466,plain,
% 23.54/23.39 (~E(f291(x44661,x44661),a1)),
% 23.54/23.39 inference(rename_variables,[],[788])).
% 23.54/23.39 cnf(4470,plain,
% 23.54/23.39 (~P16(x44701,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4473,plain,
% 23.54/23.39 (~P16(x44731,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4476,plain,
% 23.54/23.39 (~P16(f291(f291(x44761,x44762),f291(x44761,x44761)),f55(x44763,a1,a1))),
% 23.54/23.39 inference(rename_variables,[],[3658])).
% 23.54/23.39 cnf(4482,plain,
% 23.54/23.39 (~P16(x44821,f284(a1,x44822))),
% 23.54/23.39 inference(rename_variables,[],[3187])).
% 23.54/23.39 cnf(4499,plain,
% 23.54/23.39 (~P16(x44991,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4502,plain,
% 23.54/23.39 (~P16(x45021,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4506,plain,
% 23.54/23.39 (~P16(x45061,f5(a1))),
% 23.54/23.39 inference(rename_variables,[],[2120])).
% 23.54/23.39 cnf(4510,plain,
% 23.54/23.39 (P16(x45101,f287(x45101,f291(x45101,x45101)))),
% 23.54/23.39 inference(rename_variables,[],[777])).
% 23.54/23.39 cnf(4511,plain,
% 23.54/23.39 (~P16(x45111,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4515,plain,
% 23.54/23.39 (~P16(f291(f291(x45151,x45152),f291(x45151,x45151)),f55(x45153,a1,a1))),
% 23.54/23.39 inference(rename_variables,[],[3658])).
% 23.54/23.39 cnf(4516,plain,
% 23.54/23.39 (~P16(x45161,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4519,plain,
% 23.54/23.39 (~P16(f291(f291(x45191,x45192),f291(x45191,x45191)),f55(x45193,a1,a1))),
% 23.54/23.39 inference(rename_variables,[],[3658])).
% 23.54/23.39 cnf(4520,plain,
% 23.54/23.39 (~P16(x45201,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4524,plain,
% 23.54/23.39 (~P16(x45241,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4525,plain,
% 23.54/23.39 (P23(f285(x45251,a1))),
% 23.54/23.39 inference(rename_variables,[],[2396])).
% 23.54/23.39 cnf(4531,plain,
% 23.54/23.39 (~P16(f291(f291(x45311,x45312),f291(x45311,x45311)),f55(x45313,a1,a1))),
% 23.54/23.39 inference(rename_variables,[],[3658])).
% 23.54/23.39 cnf(4532,plain,
% 23.54/23.39 (~P16(x45321,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4536,plain,
% 23.54/23.39 (~P16(x45361,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4539,plain,
% 23.54/23.39 (P16(x45391,f287(x45391,f291(x45391,x45391)))),
% 23.54/23.39 inference(rename_variables,[],[777])).
% 23.54/23.39 cnf(4540,plain,
% 23.54/23.39 (P16(x45401,f287(x45401,f291(x45401,x45401)))),
% 23.54/23.39 inference(rename_variables,[],[777])).
% 23.54/23.39 cnf(4545,plain,
% 23.54/23.39 (~P16(f163(x45451),x45451)),
% 23.54/23.39 inference(rename_variables,[],[3846])).
% 23.54/23.39 cnf(4548,plain,
% 23.54/23.39 (~P16(x45481,f5(a1))),
% 23.54/23.39 inference(rename_variables,[],[2120])).
% 23.54/23.39 cnf(4560,plain,
% 23.54/23.39 (P16(x45601,f153(x45601))),
% 23.54/23.39 inference(rename_variables,[],[752])).
% 23.54/23.39 cnf(4563,plain,
% 23.54/23.39 (~P16(f163(x45631),x45631)),
% 23.54/23.39 inference(rename_variables,[],[3846])).
% 23.54/23.39 cnf(4566,plain,
% 23.54/23.39 (~P16(f163(x45661),x45661)),
% 23.54/23.39 inference(rename_variables,[],[3846])).
% 23.54/23.39 cnf(4569,plain,
% 23.54/23.39 (~P16(f291(f291(x45691,x45692),f291(x45691,x45691)),f285(f5(a1),a1))),
% 23.54/23.39 inference(rename_variables,[],[3636])).
% 23.54/23.39 cnf(4570,plain,
% 23.54/23.39 (P23(f285(x45701,a1))),
% 23.54/23.39 inference(rename_variables,[],[2396])).
% 23.54/23.39 cnf(4580,plain,
% 23.54/23.39 (E(f5(f154(x45801)),x45801)),
% 23.54/23.39 inference(rename_variables,[],[739])).
% 23.54/23.39 cnf(4581,plain,
% 23.54/23.39 (~P16(f163(x45811),x45811)),
% 23.54/23.39 inference(rename_variables,[],[3846])).
% 23.54/23.39 cnf(4584,plain,
% 23.54/23.39 (~P16(x45841,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4591,plain,
% 23.54/23.39 (~P16(f163(x45911),x45911)),
% 23.54/23.39 inference(rename_variables,[],[3846])).
% 23.54/23.39 cnf(4598,plain,
% 23.54/23.39 (~P16(x45981,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4604,plain,
% 23.54/23.39 (P30(x46041,x46041)),
% 23.54/23.39 inference(rename_variables,[],[749])).
% 23.54/23.39 cnf(4616,plain,
% 23.54/23.39 (E(f284(x46161,f284(x46161,x46161)),x46161)),
% 23.54/23.39 inference(rename_variables,[],[768])).
% 23.54/23.39 cnf(4619,plain,
% 23.54/23.39 (E(f284(x46191,f284(x46191,x46191)),x46191)),
% 23.54/23.39 inference(rename_variables,[],[768])).
% 23.54/23.39 cnf(4622,plain,
% 23.54/23.39 (E(f284(x46221,f284(x46221,x46221)),x46221)),
% 23.54/23.39 inference(rename_variables,[],[768])).
% 23.54/23.39 cnf(4625,plain,
% 23.54/23.39 (E(f284(x46251,f284(x46251,x46252)),f284(x46252,f284(x46252,x46251)))),
% 23.54/23.39 inference(rename_variables,[],[771])).
% 23.54/23.39 cnf(4631,plain,
% 23.54/23.39 (~P16(x46311,f284(f289(f153(x46311),f153(x46311)),f284(f289(f153(x46311),f153(x46311)),f289(f153(x46311),f153(x46311)))))),
% 23.54/23.39 inference(rename_variables,[],[3870])).
% 23.54/23.39 cnf(4636,plain,
% 23.54/23.39 (E(f291(x46361,x46362),f291(x46362,x46361))),
% 23.54/23.39 inference(rename_variables,[],[759])).
% 23.54/23.39 cnf(4639,plain,
% 23.54/23.39 (~P16(f163(x46391),x46391)),
% 23.54/23.39 inference(rename_variables,[],[3846])).
% 23.54/23.39 cnf(4648,plain,
% 23.54/23.39 (~P16(x46481,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4649,plain,
% 23.54/23.39 (E(f5(f154(x46491)),x46491)),
% 23.54/23.39 inference(rename_variables,[],[739])).
% 23.54/23.39 cnf(4654,plain,
% 23.54/23.39 (~P16(x46541,f280(a1,x46542))),
% 23.54/23.39 inference(rename_variables,[],[3525])).
% 23.54/23.39 cnf(4655,plain,
% 23.54/23.39 (P16(x46551,f287(x46551,f291(x46551,x46551)))),
% 23.54/23.39 inference(rename_variables,[],[777])).
% 23.54/23.39 cnf(4658,plain,
% 23.54/23.39 (P16(x46581,f287(x46581,f291(x46581,x46581)))),
% 23.54/23.39 inference(rename_variables,[],[777])).
% 23.54/23.39 cnf(4662,plain,
% 23.54/23.39 (E(f291(x46621,x46622),f291(x46622,x46621))),
% 23.54/23.39 inference(rename_variables,[],[759])).
% 23.54/23.39 cnf(4666,plain,
% 23.54/23.39 (E(f291(x46661,x46662),f291(x46662,x46661))),
% 23.54/23.39 inference(rename_variables,[],[759])).
% 23.54/23.39 cnf(4669,plain,
% 23.54/23.39 (~P16(f163(x46691),x46691)),
% 23.54/23.39 inference(rename_variables,[],[3846])).
% 23.54/23.39 cnf(4682,plain,
% 23.54/23.39 (P23(f21(x46821))),
% 23.54/23.39 inference(rename_variables,[],[731])).
% 23.54/23.39 cnf(4695,plain,
% 23.54/23.39 (E(f287(x46951,f284(x46952,x46951)),f287(x46951,x46952))),
% 23.54/23.39 inference(rename_variables,[],[769])).
% 23.54/23.39 cnf(4701,plain,
% 23.54/23.39 (E(f284(x47011,f284(x47011,x47011)),x47011)),
% 23.54/23.39 inference(rename_variables,[],[768])).
% 23.54/23.39 cnf(4723,plain,
% 23.54/23.39 (P16(f169(f291(x47231,x47231),f153(x47231)),f291(x47231,x47231))),
% 23.54/23.39 inference(rename_variables,[],[3989])).
% 23.54/23.39 cnf(4736,plain,
% 23.54/23.39 (~P16(x47361,f5(f274(a1,a1)))),
% 23.54/23.39 inference(rename_variables,[],[3682])).
% 23.54/23.39 cnf(4739,plain,
% 23.54/23.39 (P16(x47391,f287(x47391,f291(x47391,x47391)))),
% 23.54/23.39 inference(rename_variables,[],[777])).
% 23.54/23.39 cnf(4744,plain,
% 23.54/23.39 (P16(x47441,f287(x47441,f291(x47441,x47441)))),
% 23.54/23.39 inference(rename_variables,[],[777])).
% 23.54/23.39 cnf(4747,plain,
% 23.54/23.39 (E(f284(x47471,f284(x47471,x47471)),x47471)),
% 23.54/23.39 inference(rename_variables,[],[768])).
% 23.54/23.39 cnf(4754,plain,
% 23.54/23.39 (P16(x47541,f287(x47541,f291(x47541,x47541)))),
% 23.54/23.39 inference(rename_variables,[],[777])).
% 23.54/23.39 cnf(4762,plain,
% 23.54/23.39 (P16(x47621,f287(x47621,f291(x47621,x47621)))),
% 23.54/23.39 inference(rename_variables,[],[777])).
% 23.54/23.39 cnf(4763,plain,
% 23.54/23.39 (~P16(f163(x47631),x47631)),
% 23.54/23.39 inference(rename_variables,[],[3846])).
% 23.54/23.39 cnf(4781,plain,
% 23.54/23.39 ($false),
% 23.54/23.39 inference(scs_inference,[],[743,689,696,697,714,784,719,722,726,787,769,4695,707,709,771,4625,731,4682,664,748,727,758,759,4458,4636,4662,4666,768,4333,4366,4433,4616,4619,4622,4701,4747,739,4580,4649,792,749,4300,4314,4428,4604,755,4425,767,729,732,777,4306,4393,4421,4510,4540,4655,4658,4739,4744,4754,4762,4539,740,738,745,773,752,4560,753,754,2113,766,733,4302,683,772,4367,730,788,4294,4466,665,691,700,663,3575,3870,4452,4455,4631,4047,3804,3989,4723,3980,3711,3808,3844,3932,2151,3699,4301,3846,4311,4345,4405,4463,4545,4563,4566,4581,4591,4639,4669,4763,4025,2221,3682,4293,4297,4319,4336,4348,4358,4362,4372,4376,4381,4389,4394,4398,4409,4417,4441,4470,4473,4499,4502,4511,4516,4520,4524,4532,4536,4584,4598,4648,4736,3150,4041,3943,4357,4055,4373,4377,4408,4442,3182,3858,3476,3941,3076,3300,4412,3541,2149,3525,4332,4654,3620,3842,3369,3658,4326,4339,4342,4380,4476,4515,4519,4531,2874,2928,3636,4569,3340,3274,3655,4050,3983,3894,2261,2168,2392,4310,3243,3806,3995,3823,3136,3454,3800,3991,4045,3453,3821,3840,3501,3867,3364,2147,3311,3203,2126,4322,4422,3410,2242,2120,4384,4399,4506,4548,2396,4329,4351,4413,4525,4570,2398,2116,4305,4309,4395,3262,3187,4432,4482,2189,3350,4323,1278,999,1599,1401,1256,1395,1700,1857,1705,831,1355,1406,1508,1506,1376,1417,1655,1184,1518,1574,1475,1337,1544,1543,1717,1388,1113,1249,1561,902,1334,1164,1904,1575,1413,890,1391,1437,1310,1024,1556,641,639,632,946,1114,1067,997,949,1321,1212,1156,1408,1407,1734,1520,1519,1311,885,1205,1297,1000,875,1692,1691,1222,1172,1719,1718,1905,1498,1923,1922,1158,1055,1503,1236,1560,1094,915,1384,1115,1136,1333,1507,1505,1480,1062,1695,892,891,1511,852,1032,1647,853,1306,994,876,1146,633,626,616,1233,1232,1231,1225,1068,1066,998,948,1137,1512,1086,1683,1023,1112,1053,1451,1452,1493,908,907,1194,1271,1651,1652,867,1041,637,956,1139,1021,931,913,958,829,658,1180,918,1144,1011,1060,936,1111,1043,916,803,1145,1042,1065,1110,893,1116,806,1684,1138,1287,887,1159,1377,1007,1044,606,873,1088,1030,2,953]),
% 23.54/23.39 ['proof']).
% 23.54/23.40 % SZS output end Proof
% 23.54/23.40 % Total time :21.500000s
%------------------------------------------------------------------------------