TSTP Solution File: SEU303+2 by CSE---1.6
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- Process Solution
%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : SEU303+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 : n008.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 16:19:06 EDT 2023
% Result : Theorem 161.92s 161.98s
% Output : CNFRefutation 162.20s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.12 % Problem : SEU303+2 : TPTP v8.1.2. Released v3.3.0.
% 0.00/0.13 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% 0.13/0.34 % Computer : n008.cluster.edu
% 0.13/0.34 % Model : x86_64 x86_64
% 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.34 % Memory : 8042.1875MB
% 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.34 % CPULimit : 300
% 0.13/0.34 % WCLimit : 300
% 0.13/0.34 % DateTime : Wed Aug 23 15:37:32 EDT 2023
% 0.13/0.34 % CPUTime :
% 0.19/0.56 start to proof:theBenchmark
% 161.76/161.93 %-------------------------------------------
% 161.76/161.93 % File :CSE---1.6
% 161.76/161.93 % Problem :theBenchmark
% 161.76/161.93 % Transform :cnf
% 161.76/161.93 % Format :tptp:raw
% 161.76/161.93 % Command :java -jar mcs_scs.jar %d %s
% 161.76/161.93
% 161.76/161.93 % Result :Theorem 159.730000s
% 161.76/161.93 % Output :CNFRefutation 159.730000s
% 161.76/161.93 %-------------------------------------------
% 161.76/161.93 %------------------------------------------------------------------------------
% 161.76/161.93 % File : SEU303+2 : TPTP v8.1.2. Released v3.3.0.
% 161.76/161.93 % Domain : Set theory
% 161.76/161.93 % Problem : MPTP chainy problem t26_finset_1
% 161.76/161.93 % Version : [Urb07] axioms : Especial.
% 161.76/161.93 % English :
% 161.76/161.93
% 161.76/161.93 % Refs : [Ban01] Bancerek et al. (2001), On the Characterizations of Co
% 161.76/161.93 % : [Urb07] Urban (2006), Email to G. Sutcliffe
% 161.76/161.93 % Source : [Urb07]
% 161.76/161.93 % Names : chainy-t26_finset_1 [Urb07]
% 161.76/161.93
% 161.76/161.93 % Status : Theorem
% 161.76/161.93 % Rating : 0.39 v8.1.0, 0.36 v7.5.0, 0.38 v7.4.0, 0.30 v7.3.0, 0.34 v7.2.0, 0.38 v7.1.0, 0.35 v7.0.0, 0.47 v6.4.0, 0.50 v6.3.0, 0.46 v6.2.0, 0.60 v6.1.0, 0.80 v6.0.0, 0.65 v5.5.0, 0.74 v5.4.0, 0.75 v5.3.0, 0.81 v5.2.0, 0.75 v5.1.0, 0.71 v5.0.0, 0.62 v4.1.0, 0.57 v4.0.1, 0.61 v4.0.0, 0.62 v3.7.0, 0.60 v3.5.0, 0.68 v3.4.0, 0.74 v3.3.0
% 161.76/161.93 % Syntax : Number of formulae : 420 ( 69 unt; 0 def)
% 161.76/161.93 % Number of atoms : 1673 ( 336 equ)
% 161.76/161.93 % Maximal formula atoms : 49 ( 3 avg)
% 161.76/161.93 % Number of connectives : 1432 ( 179 ~; 13 |; 591 &)
% 161.76/161.93 % ( 154 <=>; 495 =>; 0 <=; 0 <~>)
% 161.76/161.93 % Maximal formula depth : 25 ( 6 avg)
% 161.76/161.93 % Maximal term depth : 4 ( 1 avg)
% 161.76/161.93 % Number of predicates : 37 ( 35 usr; 1 prp; 0-3 aty)
% 161.76/161.93 % Number of functors : 39 ( 39 usr; 2 con; 0-3 aty)
% 161.76/161.93 % Number of variables : 1124 ( 989 !; 135 ?)
% 161.76/161.93 % SPC : FOF_THM_RFO_SEQ
% 161.76/161.93
% 161.76/161.93 % Comments : Translated by MPTP 0.2 from the original problem in the Mizar
% 161.76/161.93 % library, www.mizar.org
% 161.76/161.93 %------------------------------------------------------------------------------
% 161.76/161.93 fof(antisymmetry_r2_hidden,axiom,
% 161.76/161.93 ! [A,B] :
% 161.76/161.93 ( in(A,B)
% 161.76/161.93 => ~ in(B,A) ) ).
% 161.76/161.93
% 161.76/161.93 fof(antisymmetry_r2_xboole_0,axiom,
% 161.76/161.93 ! [A,B] :
% 161.76/161.93 ( proper_subset(A,B)
% 161.76/161.93 => ~ proper_subset(B,A) ) ).
% 161.76/161.93
% 161.76/161.93 fof(cc1_arytm_3,axiom,
% 161.76/161.93 ! [A] :
% 161.76/161.93 ( ordinal(A)
% 161.76/161.93 => ! [B] :
% 161.76/161.94 ( element(B,A)
% 161.76/161.94 => ( epsilon_transitive(B)
% 161.76/161.94 & epsilon_connected(B)
% 161.76/161.94 & ordinal(B) ) ) ) ).
% 161.76/161.94
% 161.76/161.94 fof(cc1_finset_1,axiom,
% 161.76/161.94 ! [A] :
% 161.76/161.94 ( empty(A)
% 161.76/161.94 => finite(A) ) ).
% 161.76/161.94
% 161.76/161.94 fof(cc1_funct_1,axiom,
% 161.76/161.94 ! [A] :
% 161.76/161.94 ( empty(A)
% 161.76/161.94 => function(A) ) ).
% 161.76/161.94
% 161.76/161.94 fof(cc1_ordinal1,axiom,
% 161.76/161.94 ! [A] :
% 161.76/161.94 ( ordinal(A)
% 161.76/161.94 => ( epsilon_transitive(A)
% 161.76/161.94 & epsilon_connected(A) ) ) ).
% 161.76/161.94
% 161.76/161.94 fof(cc1_relat_1,axiom,
% 161.76/161.94 ! [A] :
% 161.76/161.94 ( empty(A)
% 161.76/161.94 => relation(A) ) ).
% 161.76/161.94
% 161.76/161.94 fof(cc1_relset_1,axiom,
% 161.86/161.94 ! [A,B,C] :
% 161.86/161.94 ( element(C,powerset(cartesian_product2(A,B)))
% 161.86/161.94 => relation(C) ) ).
% 161.86/161.94
% 161.86/161.94 fof(cc2_arytm_3,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( ( empty(A)
% 161.86/161.94 & ordinal(A) )
% 161.86/161.94 => ( epsilon_transitive(A)
% 161.86/161.94 & epsilon_connected(A)
% 161.86/161.94 & ordinal(A)
% 161.86/161.94 & natural(A) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(cc2_finset_1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( finite(A)
% 161.86/161.94 => ! [B] :
% 161.86/161.94 ( element(B,powerset(A))
% 161.86/161.94 => finite(B) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(cc2_funct_1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( ( relation(A)
% 161.86/161.94 & empty(A)
% 161.86/161.94 & function(A) )
% 161.86/161.94 => ( relation(A)
% 161.86/161.94 & function(A)
% 161.86/161.94 & one_to_one(A) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(cc2_ordinal1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( ( epsilon_transitive(A)
% 161.86/161.94 & epsilon_connected(A) )
% 161.86/161.94 => ordinal(A) ) ).
% 161.86/161.94
% 161.86/161.94 fof(cc3_arytm_3,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( element(A,omega)
% 161.86/161.94 => ( epsilon_transitive(A)
% 161.86/161.94 & epsilon_connected(A)
% 161.86/161.94 & ordinal(A)
% 161.86/161.94 & natural(A) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(cc3_ordinal1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( empty(A)
% 161.86/161.94 => ( epsilon_transitive(A)
% 161.86/161.94 & epsilon_connected(A)
% 161.86/161.94 & ordinal(A) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(commutativity_k2_tarski,axiom,
% 161.86/161.94 ! [A,B] : unordered_pair(A,B) = unordered_pair(B,A) ).
% 161.86/161.94
% 161.86/161.94 fof(commutativity_k2_xboole_0,axiom,
% 161.86/161.94 ! [A,B] : set_union2(A,B) = set_union2(B,A) ).
% 161.86/161.94
% 161.86/161.94 fof(commutativity_k3_xboole_0,axiom,
% 161.86/161.94 ! [A,B] : set_intersection2(A,B) = set_intersection2(B,A) ).
% 161.86/161.94
% 161.86/161.94 fof(connectedness_r1_ordinal1,axiom,
% 161.86/161.94 ! [A,B] :
% 161.86/161.94 ( ( ordinal(A)
% 161.86/161.94 & ordinal(B) )
% 161.86/161.94 => ( ordinal_subset(A,B)
% 161.86/161.94 | ordinal_subset(B,A) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d10_relat_1,axiom,
% 161.86/161.94 ! [A,B] :
% 161.86/161.94 ( relation(B)
% 161.86/161.94 => ( B = identity_relation(A)
% 161.86/161.94 <=> ! [C,D] :
% 161.86/161.94 ( in(ordered_pair(C,D),B)
% 161.86/161.94 <=> ( in(C,A)
% 161.86/161.94 & C = D ) ) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d10_xboole_0,axiom,
% 161.86/161.94 ! [A,B] :
% 161.86/161.94 ( A = B
% 161.86/161.94 <=> ( subset(A,B)
% 161.86/161.94 & subset(B,A) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d11_relat_1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( relation(A)
% 161.86/161.94 => ! [B,C] :
% 161.86/161.94 ( relation(C)
% 161.86/161.94 => ( C = relation_dom_restriction(A,B)
% 161.86/161.94 <=> ! [D,E] :
% 161.86/161.94 ( in(ordered_pair(D,E),C)
% 161.86/161.94 <=> ( in(D,B)
% 161.86/161.94 & in(ordered_pair(D,E),A) ) ) ) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d12_funct_1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( ( relation(A)
% 161.86/161.94 & function(A) )
% 161.86/161.94 => ! [B,C] :
% 161.86/161.94 ( C = relation_image(A,B)
% 161.86/161.94 <=> ! [D] :
% 161.86/161.94 ( in(D,C)
% 161.86/161.94 <=> ? [E] :
% 161.86/161.94 ( in(E,relation_dom(A))
% 161.86/161.94 & in(E,B)
% 161.86/161.94 & D = apply(A,E) ) ) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d12_relat_1,axiom,
% 161.86/161.94 ! [A,B] :
% 161.86/161.94 ( relation(B)
% 161.86/161.94 => ! [C] :
% 161.86/161.94 ( relation(C)
% 161.86/161.94 => ( C = relation_rng_restriction(A,B)
% 161.86/161.94 <=> ! [D,E] :
% 161.86/161.94 ( in(ordered_pair(D,E),C)
% 161.86/161.94 <=> ( in(E,A)
% 161.86/161.94 & in(ordered_pair(D,E),B) ) ) ) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d12_relat_2,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( relation(A)
% 161.86/161.94 => ( antisymmetric(A)
% 161.86/161.94 <=> is_antisymmetric_in(A,relation_field(A)) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d13_funct_1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( ( relation(A)
% 161.86/161.94 & function(A) )
% 161.86/161.94 => ! [B,C] :
% 161.86/161.94 ( C = relation_inverse_image(A,B)
% 161.86/161.94 <=> ! [D] :
% 161.86/161.94 ( in(D,C)
% 161.86/161.94 <=> ( in(D,relation_dom(A))
% 161.86/161.94 & in(apply(A,D),B) ) ) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d13_relat_1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( relation(A)
% 161.86/161.94 => ! [B,C] :
% 161.86/161.94 ( C = relation_image(A,B)
% 161.86/161.94 <=> ! [D] :
% 161.86/161.94 ( in(D,C)
% 161.86/161.94 <=> ? [E] :
% 161.86/161.94 ( in(ordered_pair(E,D),A)
% 161.86/161.94 & in(E,B) ) ) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d14_relat_1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( relation(A)
% 161.86/161.94 => ! [B,C] :
% 161.86/161.94 ( C = relation_inverse_image(A,B)
% 161.86/161.94 <=> ! [D] :
% 161.86/161.94 ( in(D,C)
% 161.86/161.94 <=> ? [E] :
% 161.86/161.94 ( in(ordered_pair(D,E),A)
% 161.86/161.94 & in(E,B) ) ) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d14_relat_2,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( relation(A)
% 161.86/161.94 => ( connected(A)
% 161.86/161.94 <=> is_connected_in(A,relation_field(A)) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d16_relat_2,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( relation(A)
% 161.86/161.94 => ( transitive(A)
% 161.86/161.94 <=> is_transitive_in(A,relation_field(A)) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d1_enumset1,axiom,
% 161.86/161.94 ! [A,B,C,D] :
% 161.86/161.94 ( D = unordered_triple(A,B,C)
% 161.86/161.94 <=> ! [E] :
% 161.86/161.94 ( in(E,D)
% 161.86/161.94 <=> ~ ( E != A
% 161.86/161.94 & E != B
% 161.86/161.94 & E != C ) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d1_finset_1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( finite(A)
% 161.86/161.94 <=> ? [B] :
% 161.86/161.94 ( relation(B)
% 161.86/161.94 & function(B)
% 161.86/161.94 & relation_rng(B) = A
% 161.86/161.94 & in(relation_dom(B),omega) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d1_funct_1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( function(A)
% 161.86/161.94 <=> ! [B,C,D] :
% 161.86/161.94 ( ( in(ordered_pair(B,C),A)
% 161.86/161.94 & in(ordered_pair(B,D),A) )
% 161.86/161.94 => C = D ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d1_funct_2,axiom,
% 161.86/161.94 ! [A,B,C] :
% 161.86/161.94 ( relation_of2_as_subset(C,A,B)
% 161.86/161.94 => ( ( ( B = empty_set
% 161.86/161.94 => A = empty_set )
% 161.86/161.94 => ( quasi_total(C,A,B)
% 161.86/161.94 <=> A = relation_dom_as_subset(A,B,C) ) )
% 161.86/161.94 & ( B = empty_set
% 161.86/161.94 => ( A = empty_set
% 161.86/161.94 | ( quasi_total(C,A,B)
% 161.86/161.94 <=> C = empty_set ) ) ) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d1_mcart_1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( ? [B,C] : A = ordered_pair(B,C)
% 161.86/161.94 => ! [B] :
% 161.86/161.94 ( B = pair_first(A)
% 161.86/161.94 <=> ! [C,D] :
% 161.86/161.94 ( A = ordered_pair(C,D)
% 161.86/161.94 => B = C ) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d1_ordinal1,axiom,
% 161.86/161.94 ! [A] : succ(A) = set_union2(A,singleton(A)) ).
% 161.86/161.94
% 161.86/161.94 fof(d1_relat_1,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( relation(A)
% 161.86/161.94 <=> ! [B] :
% 161.86/161.94 ~ ( in(B,A)
% 161.86/161.94 & ! [C,D] : B != ordered_pair(C,D) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d1_relat_2,axiom,
% 161.86/161.94 ! [A] :
% 161.86/161.94 ( relation(A)
% 161.86/161.94 => ! [B] :
% 161.86/161.94 ( is_reflexive_in(A,B)
% 161.86/161.94 <=> ! [C] :
% 161.86/161.94 ( in(C,B)
% 161.86/161.94 => in(ordered_pair(C,C),A) ) ) ) ).
% 161.86/161.94
% 161.86/161.94 fof(d1_relset_1,axiom,
% 161.86/161.95 ! [A,B,C] :
% 161.86/161.95 ( relation_of2(C,A,B)
% 161.86/161.95 <=> subset(C,cartesian_product2(A,B)) ) ).
% 161.86/161.95
% 161.86/161.95 fof(d1_setfam_1,axiom,
% 161.86/161.95 ! [A,B] :
% 161.86/161.95 ( ( A != empty_set
% 161.86/161.95 => ( B = set_meet(A)
% 161.86/161.95 <=> ! [C] :
% 161.86/161.95 ( in(C,B)
% 161.92/161.95 <=> ! [D] :
% 161.92/161.95 ( in(D,A)
% 161.92/161.95 => in(C,D) ) ) ) )
% 161.92/161.95 & ( A = empty_set
% 161.92/161.95 => ( B = set_meet(A)
% 161.92/161.95 <=> B = empty_set ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d1_tarski,axiom,
% 161.92/161.95 ! [A,B] :
% 161.92/161.95 ( B = singleton(A)
% 161.92/161.95 <=> ! [C] :
% 161.92/161.95 ( in(C,B)
% 161.92/161.95 <=> C = A ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d1_wellord1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B,C] :
% 161.92/161.95 ( C = fiber(A,B)
% 161.92/161.95 <=> ! [D] :
% 161.92/161.95 ( in(D,C)
% 161.92/161.95 <=> ( D != B
% 161.92/161.95 & in(ordered_pair(D,B),A) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d1_wellord2,axiom,
% 161.92/161.95 ! [A,B] :
% 161.92/161.95 ( relation(B)
% 161.92/161.95 => ( B = inclusion_relation(A)
% 161.92/161.95 <=> ( relation_field(B) = A
% 161.92/161.95 & ! [C,D] :
% 161.92/161.95 ( ( in(C,A)
% 161.92/161.95 & in(D,A) )
% 161.92/161.95 => ( in(ordered_pair(C,D),B)
% 161.92/161.95 <=> subset(C,D) ) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d1_xboole_0,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( A = empty_set
% 161.92/161.95 <=> ! [B] : ~ in(B,A) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d1_zfmisc_1,axiom,
% 161.92/161.95 ! [A,B] :
% 161.92/161.95 ( B = powerset(A)
% 161.92/161.95 <=> ! [C] :
% 161.92/161.95 ( in(C,B)
% 161.92/161.95 <=> subset(C,A) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d2_mcart_1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( ? [B,C] : A = ordered_pair(B,C)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( B = pair_second(A)
% 161.92/161.95 <=> ! [C,D] :
% 161.92/161.95 ( A = ordered_pair(C,D)
% 161.92/161.95 => B = D ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d2_ordinal1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( epsilon_transitive(A)
% 161.92/161.95 <=> ! [B] :
% 161.92/161.95 ( in(B,A)
% 161.92/161.95 => subset(B,A) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d2_relat_1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( relation(B)
% 161.92/161.95 => ( A = B
% 161.92/161.95 <=> ! [C,D] :
% 161.92/161.95 ( in(ordered_pair(C,D),A)
% 161.92/161.95 <=> in(ordered_pair(C,D),B) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d2_subset_1,axiom,
% 161.92/161.95 ! [A,B] :
% 161.92/161.95 ( ( ~ empty(A)
% 161.92/161.95 => ( element(B,A)
% 161.92/161.95 <=> in(B,A) ) )
% 161.92/161.95 & ( empty(A)
% 161.92/161.95 => ( element(B,A)
% 161.92/161.95 <=> empty(B) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d2_tarski,axiom,
% 161.92/161.95 ! [A,B,C] :
% 161.92/161.95 ( C = unordered_pair(A,B)
% 161.92/161.95 <=> ! [D] :
% 161.92/161.95 ( in(D,C)
% 161.92/161.95 <=> ( D = A
% 161.92/161.95 | D = B ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d2_wellord1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ( well_founded_relation(A)
% 161.92/161.95 <=> ! [B] :
% 161.92/161.95 ~ ( subset(B,relation_field(A))
% 161.92/161.95 & B != empty_set
% 161.92/161.95 & ! [C] :
% 161.92/161.95 ~ ( in(C,B)
% 161.92/161.95 & disjoint(fiber(A,C),B) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d2_xboole_0,axiom,
% 161.92/161.95 ! [A,B,C] :
% 161.92/161.95 ( C = set_union2(A,B)
% 161.92/161.95 <=> ! [D] :
% 161.92/161.95 ( in(D,C)
% 161.92/161.95 <=> ( in(D,A)
% 161.92/161.95 | in(D,B) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d2_zfmisc_1,axiom,
% 161.92/161.95 ! [A,B,C] :
% 161.92/161.95 ( C = cartesian_product2(A,B)
% 161.92/161.95 <=> ! [D] :
% 161.92/161.95 ( in(D,C)
% 161.92/161.95 <=> ? [E,F] :
% 161.92/161.95 ( in(E,A)
% 161.92/161.95 & in(F,B)
% 161.92/161.95 & D = ordered_pair(E,F) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d3_ordinal1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( epsilon_connected(A)
% 161.92/161.95 <=> ! [B,C] :
% 161.92/161.95 ~ ( in(B,A)
% 161.92/161.95 & in(C,A)
% 161.92/161.95 & ~ in(B,C)
% 161.92/161.95 & B != C
% 161.92/161.95 & ~ in(C,B) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d3_relat_1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( relation(B)
% 161.92/161.95 => ( subset(A,B)
% 161.92/161.95 <=> ! [C,D] :
% 161.92/161.95 ( in(ordered_pair(C,D),A)
% 161.92/161.95 => in(ordered_pair(C,D),B) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d3_tarski,axiom,
% 161.92/161.95 ! [A,B] :
% 161.92/161.95 ( subset(A,B)
% 161.92/161.95 <=> ! [C] :
% 161.92/161.95 ( in(C,A)
% 161.92/161.95 => in(C,B) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d3_wellord1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( is_well_founded_in(A,B)
% 161.92/161.95 <=> ! [C] :
% 161.92/161.95 ~ ( subset(C,B)
% 161.92/161.95 & C != empty_set
% 161.92/161.95 & ! [D] :
% 161.92/161.95 ~ ( in(D,C)
% 161.92/161.95 & disjoint(fiber(A,D),C) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d3_xboole_0,axiom,
% 161.92/161.95 ! [A,B,C] :
% 161.92/161.95 ( C = set_intersection2(A,B)
% 161.92/161.95 <=> ! [D] :
% 161.92/161.95 ( in(D,C)
% 161.92/161.95 <=> ( in(D,A)
% 161.92/161.95 & in(D,B) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d4_funct_1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( ( relation(A)
% 161.92/161.95 & function(A) )
% 161.92/161.95 => ! [B,C] :
% 161.92/161.95 ( ( in(B,relation_dom(A))
% 161.92/161.95 => ( C = apply(A,B)
% 161.92/161.95 <=> in(ordered_pair(B,C),A) ) )
% 161.92/161.95 & ( ~ in(B,relation_dom(A))
% 161.92/161.95 => ( C = apply(A,B)
% 161.92/161.95 <=> C = empty_set ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d4_ordinal1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( ordinal(A)
% 161.92/161.95 <=> ( epsilon_transitive(A)
% 161.92/161.95 & epsilon_connected(A) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d4_relat_1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( B = relation_dom(A)
% 161.92/161.95 <=> ! [C] :
% 161.92/161.95 ( in(C,B)
% 161.92/161.95 <=> ? [D] : in(ordered_pair(C,D),A) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d4_relat_2,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( is_antisymmetric_in(A,B)
% 161.92/161.95 <=> ! [C,D] :
% 161.92/161.95 ( ( in(C,B)
% 161.92/161.95 & in(D,B)
% 161.92/161.95 & in(ordered_pair(C,D),A)
% 161.92/161.95 & in(ordered_pair(D,C),A) )
% 161.92/161.95 => C = D ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d4_subset_1,axiom,
% 161.92/161.95 ! [A] : cast_to_subset(A) = A ).
% 161.92/161.95
% 161.92/161.95 fof(d4_tarski,axiom,
% 161.92/161.95 ! [A,B] :
% 161.92/161.95 ( B = union(A)
% 161.92/161.95 <=> ! [C] :
% 161.92/161.95 ( in(C,B)
% 161.92/161.95 <=> ? [D] :
% 161.92/161.95 ( in(C,D)
% 161.92/161.95 & in(D,A) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d4_wellord1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ( well_ordering(A)
% 161.92/161.95 <=> ( reflexive(A)
% 161.92/161.95 & transitive(A)
% 161.92/161.95 & antisymmetric(A)
% 161.92/161.95 & connected(A)
% 161.92/161.95 & well_founded_relation(A) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d4_wellord2,axiom,
% 161.92/161.95 ! [A,B] :
% 161.92/161.95 ( equipotent(A,B)
% 161.92/161.95 <=> ? [C] :
% 161.92/161.95 ( relation(C)
% 161.92/161.95 & function(C)
% 161.92/161.95 & one_to_one(C)
% 161.92/161.95 & relation_dom(C) = A
% 161.92/161.95 & relation_rng(C) = B ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d4_xboole_0,axiom,
% 161.92/161.95 ! [A,B,C] :
% 161.92/161.95 ( C = set_difference(A,B)
% 161.92/161.95 <=> ! [D] :
% 161.92/161.95 ( in(D,C)
% 161.92/161.95 <=> ( in(D,A)
% 161.92/161.95 & ~ in(D,B) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d5_funct_1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( ( relation(A)
% 161.92/161.95 & function(A) )
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( B = relation_rng(A)
% 161.92/161.95 <=> ! [C] :
% 161.92/161.95 ( in(C,B)
% 161.92/161.95 <=> ? [D] :
% 161.92/161.95 ( in(D,relation_dom(A))
% 161.92/161.95 & C = apply(A,D) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d5_ordinal2,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( A = omega
% 161.92/161.95 <=> ( in(empty_set,A)
% 161.92/161.95 & being_limit_ordinal(A)
% 161.92/161.95 & ordinal(A)
% 161.92/161.95 & ! [B] :
% 161.92/161.95 ( ordinal(B)
% 161.92/161.95 => ( ( in(empty_set,B)
% 161.92/161.95 & being_limit_ordinal(B) )
% 161.92/161.95 => subset(A,B) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d5_relat_1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( B = relation_rng(A)
% 161.92/161.95 <=> ! [C] :
% 161.92/161.95 ( in(C,B)
% 161.92/161.95 <=> ? [D] : in(ordered_pair(D,C),A) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d5_subset_1,axiom,
% 161.92/161.95 ! [A,B] :
% 161.92/161.95 ( element(B,powerset(A))
% 161.92/161.95 => subset_complement(A,B) = set_difference(A,B) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d5_tarski,axiom,
% 161.92/161.95 ! [A,B] : ordered_pair(A,B) = unordered_pair(unordered_pair(A,B),singleton(A)) ).
% 161.92/161.95
% 161.92/161.95 fof(d5_wellord1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( well_orders(A,B)
% 161.92/161.95 <=> ( is_reflexive_in(A,B)
% 161.92/161.95 & is_transitive_in(A,B)
% 161.92/161.95 & is_antisymmetric_in(A,B)
% 161.92/161.95 & is_connected_in(A,B)
% 161.92/161.95 & is_well_founded_in(A,B) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d6_ordinal1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( being_limit_ordinal(A)
% 161.92/161.95 <=> A = union(A) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d6_relat_1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => relation_field(A) = set_union2(relation_dom(A),relation_rng(A)) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d6_relat_2,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( is_connected_in(A,B)
% 161.92/161.95 <=> ! [C,D] :
% 161.92/161.95 ~ ( in(C,B)
% 161.92/161.95 & in(D,B)
% 161.92/161.95 & C != D
% 161.92/161.95 & ~ in(ordered_pair(C,D),A)
% 161.92/161.95 & ~ in(ordered_pair(D,C),A) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d6_wellord1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] : relation_restriction(A,B) = set_intersection2(A,cartesian_product2(B,B)) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d7_relat_1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( relation(B)
% 161.92/161.95 => ( B = relation_inverse(A)
% 161.92/161.95 <=> ! [C,D] :
% 161.92/161.95 ( in(ordered_pair(C,D),B)
% 161.92/161.95 <=> in(ordered_pair(D,C),A) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d7_wellord1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( relation(B)
% 161.92/161.95 => ! [C] :
% 161.92/161.95 ( ( relation(C)
% 161.92/161.95 & function(C) )
% 161.92/161.95 => ( relation_isomorphism(A,B,C)
% 161.92/161.95 <=> ( relation_dom(C) = relation_field(A)
% 161.92/161.95 & relation_rng(C) = relation_field(B)
% 161.92/161.95 & one_to_one(C)
% 161.92/161.95 & ! [D,E] :
% 161.92/161.95 ( in(ordered_pair(D,E),A)
% 161.92/161.95 <=> ( in(D,relation_field(A))
% 161.92/161.95 & in(E,relation_field(A))
% 161.92/161.95 & in(ordered_pair(apply(C,D),apply(C,E)),B) ) ) ) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d7_xboole_0,axiom,
% 161.92/161.95 ! [A,B] :
% 161.92/161.95 ( disjoint(A,B)
% 161.92/161.95 <=> set_intersection2(A,B) = empty_set ) ).
% 161.92/161.95
% 161.92/161.95 fof(d8_funct_1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( ( relation(A)
% 161.92/161.95 & function(A) )
% 161.92/161.95 => ( one_to_one(A)
% 161.92/161.95 <=> ! [B,C] :
% 161.92/161.95 ( ( in(B,relation_dom(A))
% 161.92/161.95 & in(C,relation_dom(A))
% 161.92/161.95 & apply(A,B) = apply(A,C) )
% 161.92/161.95 => B = C ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d8_relat_1,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( relation(B)
% 161.92/161.95 => ! [C] :
% 161.92/161.95 ( relation(C)
% 161.92/161.95 => ( C = relation_composition(A,B)
% 161.92/161.95 <=> ! [D,E] :
% 161.92/161.95 ( in(ordered_pair(D,E),C)
% 161.92/161.95 <=> ? [F] :
% 161.92/161.95 ( in(ordered_pair(D,F),A)
% 161.92/161.95 & in(ordered_pair(F,E),B) ) ) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d8_relat_2,axiom,
% 161.92/161.95 ! [A] :
% 161.92/161.95 ( relation(A)
% 161.92/161.95 => ! [B] :
% 161.92/161.95 ( is_transitive_in(A,B)
% 161.92/161.95 <=> ! [C,D,E] :
% 161.92/161.95 ( ( in(C,B)
% 161.92/161.95 & in(D,B)
% 161.92/161.95 & in(E,B)
% 161.92/161.95 & in(ordered_pair(C,D),A)
% 161.92/161.95 & in(ordered_pair(D,E),A) )
% 161.92/161.95 => in(ordered_pair(C,E),A) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d8_setfam_1,axiom,
% 161.92/161.95 ! [A,B] :
% 161.92/161.95 ( element(B,powerset(powerset(A)))
% 161.92/161.95 => ! [C] :
% 161.92/161.95 ( element(C,powerset(powerset(A)))
% 161.92/161.95 => ( C = complements_of_subsets(A,B)
% 161.92/161.95 <=> ! [D] :
% 161.92/161.95 ( element(D,powerset(A))
% 161.92/161.95 => ( in(D,C)
% 161.92/161.95 <=> in(subset_complement(A,D),B) ) ) ) ) ) ).
% 161.92/161.95
% 161.92/161.95 fof(d8_xboole_0,axiom,
% 161.92/161.95 ! [A,B] :
% 161.92/161.95 ( proper_subset(A,B)
% 161.92/161.96 <=> ( subset(A,B)
% 161.92/161.96 & A != B ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(d9_funct_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ( relation(A)
% 161.92/161.96 & function(A) )
% 161.92/161.96 => ( one_to_one(A)
% 161.92/161.96 => function_inverse(A) = relation_inverse(A) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(d9_relat_2,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 => ( reflexive(A)
% 161.92/161.96 <=> is_reflexive_in(A,relation_field(A)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k10_relat_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k1_enumset1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k1_funct_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k1_mcart_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k1_ordinal1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k1_relat_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k1_setfam_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k1_tarski,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k1_wellord1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k1_wellord2,axiom,
% 161.92/161.96 ! [A] : relation(inclusion_relation(A)) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k1_xboole_0,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k1_zfmisc_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k2_funct_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ( relation(A)
% 161.92/161.96 & function(A) )
% 161.92/161.96 => ( relation(function_inverse(A))
% 161.92/161.96 & function(function_inverse(A)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k2_mcart_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k2_relat_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k2_subset_1,axiom,
% 161.92/161.96 ! [A] : element(cast_to_subset(A),powerset(A)) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k2_tarski,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k2_wellord1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 => relation(relation_restriction(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k2_xboole_0,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k2_zfmisc_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k3_relat_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k3_subset_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( element(B,powerset(A))
% 161.92/161.96 => element(subset_complement(A,B),powerset(A)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k3_tarski,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k3_xboole_0,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k4_relat_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 => relation(relation_inverse(A)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k4_relset_1,axiom,
% 161.92/161.96 ! [A,B,C] :
% 161.92/161.96 ( relation_of2(C,A,B)
% 161.92/161.96 => element(relation_dom_as_subset(A,B,C),powerset(A)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k4_tarski,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k4_xboole_0,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k5_ordinal2,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k5_relat_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( relation(A)
% 161.92/161.96 & relation(B) )
% 161.92/161.96 => relation(relation_composition(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k5_relset_1,axiom,
% 161.92/161.96 ! [A,B,C] :
% 161.92/161.96 ( relation_of2(C,A,B)
% 161.92/161.96 => element(relation_rng_as_subset(A,B,C),powerset(B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k5_setfam_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( element(B,powerset(powerset(A)))
% 161.92/161.96 => element(union_of_subsets(A,B),powerset(A)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k6_relat_1,axiom,
% 161.92/161.96 ! [A] : relation(identity_relation(A)) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k6_setfam_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( element(B,powerset(powerset(A)))
% 161.92/161.96 => element(meet_of_subsets(A,B),powerset(A)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k6_subset_1,axiom,
% 161.92/161.96 ! [A,B,C] :
% 161.92/161.96 ( ( element(B,powerset(A))
% 161.92/161.96 & element(C,powerset(A)) )
% 161.92/161.96 => element(subset_difference(A,B,C),powerset(A)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k7_relat_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 => relation(relation_dom_restriction(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k7_setfam_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( element(B,powerset(powerset(A)))
% 161.92/161.96 => element(complements_of_subsets(A,B),powerset(powerset(A))) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k8_relat_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( relation(B)
% 161.92/161.96 => relation(relation_rng_restriction(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(dt_k9_relat_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_m1_relset_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_m1_subset_1,axiom,
% 161.92/161.96 $true ).
% 161.92/161.96
% 161.92/161.96 fof(dt_m2_relset_1,axiom,
% 161.92/161.96 ! [A,B,C] :
% 161.92/161.96 ( relation_of2_as_subset(C,A,B)
% 161.92/161.96 => element(C,powerset(cartesian_product2(A,B))) ) ).
% 161.92/161.96
% 161.92/161.96 fof(existence_m1_relset_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ? [C] : relation_of2(C,A,B) ).
% 161.92/161.96
% 161.92/161.96 fof(existence_m1_subset_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ? [B] : element(B,A) ).
% 161.92/161.96
% 161.92/161.96 fof(existence_m2_relset_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ? [C] : relation_of2_as_subset(C,A,B) ).
% 161.92/161.96
% 161.92/161.96 fof(fc10_finset_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( finite(B)
% 161.92/161.96 => finite(set_intersection2(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc10_relat_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( empty(A)
% 161.92/161.96 & relation(B) )
% 161.92/161.96 => ( empty(relation_composition(B,A))
% 161.92/161.96 & relation(relation_composition(B,A)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc11_finset_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( finite(A)
% 161.92/161.96 => finite(set_intersection2(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc11_relat_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( empty(A)
% 161.92/161.96 => ( empty(relation_inverse(A))
% 161.92/161.96 & relation(relation_inverse(A)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc12_finset_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( finite(A)
% 161.92/161.96 => finite(set_difference(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc12_relat_1,axiom,
% 161.92/161.96 ( empty(empty_set)
% 161.92/161.96 & relation(empty_set)
% 161.92/161.96 & relation_empty_yielding(empty_set) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc13_finset_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( relation(A)
% 161.92/161.96 & function(A)
% 161.92/161.96 & finite(B) )
% 161.92/161.96 => finite(relation_image(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc13_relat_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( relation(A)
% 161.92/161.96 & relation_empty_yielding(A) )
% 161.92/161.96 => ( relation(relation_dom_restriction(A,B))
% 161.92/161.96 & relation_empty_yielding(relation_dom_restriction(A,B)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc1_finset_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ~ empty(singleton(A))
% 161.92/161.96 & finite(singleton(A)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc1_funct_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( relation(A)
% 161.92/161.96 & function(A)
% 161.92/161.96 & relation(B)
% 161.92/161.96 & function(B) )
% 161.92/161.96 => ( relation(relation_composition(A,B))
% 161.92/161.96 & function(relation_composition(A,B)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc1_ordinal1,axiom,
% 161.92/161.96 ! [A] : ~ empty(succ(A)) ).
% 161.92/161.96
% 161.92/161.96 fof(fc1_ordinal2,axiom,
% 161.92/161.96 ( epsilon_transitive(omega)
% 161.92/161.96 & epsilon_connected(omega)
% 161.92/161.96 & ordinal(omega)
% 161.92/161.96 & ~ empty(omega) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc1_relat_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( relation(A)
% 161.92/161.96 & relation(B) )
% 161.92/161.96 => relation(set_intersection2(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc1_subset_1,axiom,
% 161.92/161.96 ! [A] : ~ empty(powerset(A)) ).
% 161.92/161.96
% 161.92/161.96 fof(fc1_xboole_0,axiom,
% 161.92/161.96 empty(empty_set) ).
% 161.92/161.96
% 161.92/161.96 fof(fc1_zfmisc_1,axiom,
% 161.92/161.96 ! [A,B] : ~ empty(ordered_pair(A,B)) ).
% 161.92/161.96
% 161.92/161.96 fof(fc2_arytm_3,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ( ordinal(A)
% 161.92/161.96 & natural(A) )
% 161.92/161.96 => ( ~ empty(succ(A))
% 161.92/161.96 & epsilon_transitive(succ(A))
% 161.92/161.96 & epsilon_connected(succ(A))
% 161.92/161.96 & ordinal(succ(A))
% 161.92/161.96 & natural(succ(A)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc2_funct_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( relation(identity_relation(A))
% 161.92/161.96 & function(identity_relation(A)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc2_ordinal1,axiom,
% 161.92/161.96 ( relation(empty_set)
% 161.92/161.96 & relation_empty_yielding(empty_set)
% 161.92/161.96 & function(empty_set)
% 161.92/161.96 & one_to_one(empty_set)
% 161.92/161.96 & empty(empty_set)
% 161.92/161.96 & epsilon_transitive(empty_set)
% 161.92/161.96 & epsilon_connected(empty_set)
% 161.92/161.96 & ordinal(empty_set) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc2_relat_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( relation(A)
% 161.92/161.96 & relation(B) )
% 161.92/161.96 => relation(set_union2(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc2_subset_1,axiom,
% 161.92/161.96 ! [A] : ~ empty(singleton(A)) ).
% 161.92/161.96
% 161.92/161.96 fof(fc2_xboole_0,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ~ empty(A)
% 161.92/161.96 => ~ empty(set_union2(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc3_funct_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ( relation(A)
% 161.92/161.96 & function(A)
% 161.92/161.96 & one_to_one(A) )
% 161.92/161.96 => ( relation(relation_inverse(A))
% 161.92/161.96 & function(relation_inverse(A)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc3_ordinal1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ordinal(A)
% 161.92/161.96 => ( ~ empty(succ(A))
% 161.92/161.96 & epsilon_transitive(succ(A))
% 161.92/161.96 & epsilon_connected(succ(A))
% 161.92/161.96 & ordinal(succ(A)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc3_relat_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( relation(A)
% 161.92/161.96 & relation(B) )
% 161.92/161.96 => relation(set_difference(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc3_subset_1,axiom,
% 161.92/161.96 ! [A,B] : ~ empty(unordered_pair(A,B)) ).
% 161.92/161.96
% 161.92/161.96 fof(fc3_xboole_0,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ~ empty(A)
% 161.92/161.96 => ~ empty(set_union2(B,A)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc4_funct_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( relation(A)
% 161.92/161.96 & function(A) )
% 161.92/161.96 => ( relation(relation_dom_restriction(A,B))
% 161.92/161.96 & function(relation_dom_restriction(A,B)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc4_ordinal1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ordinal(A)
% 161.92/161.96 => ( epsilon_transitive(union(A))
% 161.92/161.96 & epsilon_connected(union(A))
% 161.92/161.96 & ordinal(union(A)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc4_relat_1,axiom,
% 161.92/161.96 ( empty(empty_set)
% 161.92/161.96 & relation(empty_set) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc4_subset_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( ~ empty(A)
% 161.92/161.96 & ~ empty(B) )
% 161.92/161.96 => ~ empty(cartesian_product2(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc5_funct_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( relation(B)
% 161.92/161.96 & function(B) )
% 161.92/161.96 => ( relation(relation_rng_restriction(A,B))
% 161.92/161.96 & function(relation_rng_restriction(A,B)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc5_relat_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ( ~ empty(A)
% 161.92/161.96 & relation(A) )
% 161.92/161.96 => ~ empty(relation_dom(A)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc6_relat_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ( ~ empty(A)
% 161.92/161.96 & relation(A) )
% 161.92/161.96 => ~ empty(relation_rng(A)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc7_relat_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( empty(A)
% 161.92/161.96 => ( empty(relation_dom(A))
% 161.92/161.96 & relation(relation_dom(A)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc8_relat_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( empty(A)
% 161.92/161.96 => ( empty(relation_rng(A))
% 161.92/161.96 & relation(relation_rng(A)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc9_finset_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( finite(A)
% 161.92/161.96 & finite(B) )
% 161.92/161.96 => finite(set_union2(A,B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(fc9_relat_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( empty(A)
% 161.92/161.96 & relation(B) )
% 161.92/161.96 => ( empty(relation_composition(A,B))
% 161.92/161.96 & relation(relation_composition(A,B)) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(idempotence_k2_xboole_0,axiom,
% 161.92/161.96 ! [A,B] : set_union2(A,A) = A ).
% 161.92/161.96
% 161.92/161.96 fof(idempotence_k3_xboole_0,axiom,
% 161.92/161.96 ! [A,B] : set_intersection2(A,A) = A ).
% 161.92/161.96
% 161.92/161.96 fof(involutiveness_k3_subset_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( element(B,powerset(A))
% 161.92/161.96 => subset_complement(A,subset_complement(A,B)) = B ) ).
% 161.92/161.96
% 161.92/161.96 fof(involutiveness_k4_relat_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 => relation_inverse(relation_inverse(A)) = A ) ).
% 161.92/161.96
% 161.92/161.96 fof(involutiveness_k7_setfam_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( element(B,powerset(powerset(A)))
% 161.92/161.96 => complements_of_subsets(A,complements_of_subsets(A,B)) = B ) ).
% 161.92/161.96
% 161.92/161.96 fof(irreflexivity_r2_xboole_0,axiom,
% 161.92/161.96 ! [A,B] : ~ proper_subset(A,A) ).
% 161.92/161.96
% 161.92/161.96 fof(l1_wellord1,lemma,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 => ( reflexive(A)
% 161.92/161.96 <=> ! [B] :
% 161.92/161.96 ( in(B,relation_field(A))
% 161.92/161.96 => in(ordered_pair(B,B),A) ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l1_zfmisc_1,lemma,
% 161.92/161.96 ! [A] : singleton(A) != empty_set ).
% 161.92/161.96
% 161.92/161.96 fof(l23_zfmisc_1,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( in(A,B)
% 161.92/161.96 => set_union2(singleton(A),B) = B ) ).
% 161.92/161.96
% 161.92/161.96 fof(l25_zfmisc_1,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ~ ( disjoint(singleton(A),B)
% 161.92/161.96 & in(A,B) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l28_zfmisc_1,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ~ in(A,B)
% 161.92/161.96 => disjoint(singleton(A),B) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l29_wellord1,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( relation(B)
% 161.92/161.96 => subset(relation_dom(relation_rng_restriction(A,B)),relation_dom(B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l2_wellord1,lemma,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 => ( transitive(A)
% 161.92/161.96 <=> ! [B,C,D] :
% 161.92/161.96 ( ( in(ordered_pair(B,C),A)
% 161.92/161.96 & in(ordered_pair(C,D),A) )
% 161.92/161.96 => in(ordered_pair(B,D),A) ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l2_zfmisc_1,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( subset(singleton(A),B)
% 161.92/161.96 <=> in(A,B) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l30_wellord2,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( relation(B)
% 161.92/161.96 => ~ ( well_ordering(B)
% 161.92/161.96 & equipotent(A,relation_field(B))
% 161.92/161.96 & ! [C] :
% 161.92/161.96 ( relation(C)
% 161.92/161.96 => ~ well_orders(C,A) ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l32_xboole_1,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( set_difference(A,B) = empty_set
% 161.92/161.96 <=> subset(A,B) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l3_subset_1,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( element(B,powerset(A))
% 161.92/161.96 => ! [C] :
% 161.92/161.96 ( in(C,B)
% 161.92/161.96 => in(C,A) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l3_wellord1,lemma,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 => ( antisymmetric(A)
% 161.92/161.96 <=> ! [B,C] :
% 161.92/161.96 ( ( in(ordered_pair(B,C),A)
% 161.92/161.96 & in(ordered_pair(C,B),A) )
% 161.92/161.96 => B = C ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l3_zfmisc_1,lemma,
% 161.92/161.96 ! [A,B,C] :
% 161.92/161.96 ( subset(A,B)
% 161.92/161.96 => ( in(C,A)
% 161.92/161.96 | subset(A,set_difference(B,singleton(C))) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l4_wellord1,lemma,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 => ( connected(A)
% 161.92/161.96 <=> ! [B,C] :
% 161.92/161.96 ~ ( in(B,relation_field(A))
% 161.92/161.96 & in(C,relation_field(A))
% 161.92/161.96 & B != C
% 161.92/161.96 & ~ in(ordered_pair(B,C),A)
% 161.92/161.96 & ~ in(ordered_pair(C,B),A) ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l4_zfmisc_1,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( subset(A,singleton(B))
% 161.92/161.96 <=> ( A = empty_set
% 161.92/161.96 | A = singleton(B) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l50_zfmisc_1,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( in(A,B)
% 161.92/161.96 => subset(A,union(B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l55_zfmisc_1,lemma,
% 161.92/161.96 ! [A,B,C,D] :
% 161.92/161.96 ( in(ordered_pair(A,B),cartesian_product2(C,D))
% 161.92/161.96 <=> ( in(A,C)
% 161.92/161.96 & in(B,D) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l71_subset_1,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ! [C] :
% 161.92/161.96 ( in(C,A)
% 161.92/161.96 => in(C,B) )
% 161.92/161.96 => element(A,powerset(B)) ) ).
% 161.92/161.96
% 161.92/161.96 fof(l82_funct_1,lemma,
% 161.92/161.96 ! [A,B,C] :
% 161.92/161.96 ( ( relation(C)
% 161.92/161.96 & function(C) )
% 161.92/161.96 => ( in(B,relation_dom(relation_dom_restriction(C,A)))
% 161.92/161.96 <=> ( in(B,relation_dom(C))
% 161.92/161.96 & in(B,A) ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc1_arytm_3,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( ~ empty(A)
% 161.92/161.96 & epsilon_transitive(A)
% 161.92/161.96 & epsilon_connected(A)
% 161.92/161.96 & ordinal(A)
% 161.92/161.96 & natural(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc1_finset_1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( ~ empty(A)
% 161.92/161.96 & finite(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc1_funct_1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 & function(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc1_funct_2,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ? [C] :
% 161.92/161.96 ( relation_of2(C,A,B)
% 161.92/161.96 & relation(C)
% 161.92/161.96 & function(C)
% 161.92/161.96 & quasi_total(C,A,B) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc1_ordinal1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( epsilon_transitive(A)
% 161.92/161.96 & epsilon_connected(A)
% 161.92/161.96 & ordinal(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc1_ordinal2,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( epsilon_transitive(A)
% 161.92/161.96 & epsilon_connected(A)
% 161.92/161.96 & ordinal(A)
% 161.92/161.96 & being_limit_ordinal(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc1_partfun1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 & function(A)
% 161.92/161.96 & one_to_one(A)
% 161.92/161.96 & empty(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc1_relat_1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( empty(A)
% 161.92/161.96 & relation(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc1_subset_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ~ empty(A)
% 161.92/161.96 => ? [B] :
% 161.92/161.96 ( element(B,powerset(A))
% 161.92/161.96 & ~ empty(B) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc1_xboole_0,axiom,
% 161.92/161.96 ? [A] : empty(A) ).
% 161.92/161.96
% 161.92/161.96 fof(rc2_finset_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ? [B] :
% 161.92/161.96 ( element(B,powerset(A))
% 161.92/161.96 & empty(B)
% 161.92/161.96 & relation(B)
% 161.92/161.96 & function(B)
% 161.92/161.96 & one_to_one(B)
% 161.92/161.96 & epsilon_transitive(B)
% 161.92/161.96 & epsilon_connected(B)
% 161.92/161.96 & ordinal(B)
% 161.92/161.96 & natural(B)
% 161.92/161.96 & finite(B) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc2_funct_1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 & empty(A)
% 161.92/161.96 & function(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc2_ordinal1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 & function(A)
% 161.92/161.96 & one_to_one(A)
% 161.92/161.96 & empty(A)
% 161.92/161.96 & epsilon_transitive(A)
% 161.92/161.96 & epsilon_connected(A)
% 161.92/161.96 & ordinal(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc2_partfun1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ? [C] :
% 161.92/161.96 ( relation_of2(C,A,B)
% 161.92/161.96 & relation(C)
% 161.92/161.96 & function(C) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc2_relat_1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( ~ empty(A)
% 161.92/161.96 & relation(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc2_subset_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ? [B] :
% 161.92/161.96 ( element(B,powerset(A))
% 161.92/161.96 & empty(B) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc2_xboole_0,axiom,
% 161.92/161.96 ? [A] : ~ empty(A) ).
% 161.92/161.96
% 161.92/161.96 fof(rc3_finset_1,axiom,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ~ empty(A)
% 161.92/161.96 => ? [B] :
% 161.92/161.96 ( element(B,powerset(A))
% 161.92/161.96 & ~ empty(B)
% 161.92/161.96 & finite(B) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc3_funct_1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 & function(A)
% 161.92/161.96 & one_to_one(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc3_ordinal1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( ~ empty(A)
% 161.92/161.96 & epsilon_transitive(A)
% 161.92/161.96 & epsilon_connected(A)
% 161.92/161.96 & ordinal(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc3_relat_1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 & relation_empty_yielding(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(rc4_funct_1,axiom,
% 161.92/161.96 ? [A] :
% 161.92/161.96 ( relation(A)
% 161.92/161.96 & relation_empty_yielding(A)
% 161.92/161.96 & function(A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(redefinition_k4_relset_1,axiom,
% 161.92/161.96 ! [A,B,C] :
% 161.92/161.96 ( relation_of2(C,A,B)
% 161.92/161.96 => relation_dom_as_subset(A,B,C) = relation_dom(C) ) ).
% 161.92/161.96
% 161.92/161.96 fof(redefinition_k5_relset_1,axiom,
% 161.92/161.96 ! [A,B,C] :
% 161.92/161.96 ( relation_of2(C,A,B)
% 161.92/161.96 => relation_rng_as_subset(A,B,C) = relation_rng(C) ) ).
% 161.92/161.96
% 161.92/161.96 fof(redefinition_k5_setfam_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( element(B,powerset(powerset(A)))
% 161.92/161.96 => union_of_subsets(A,B) = union(B) ) ).
% 161.92/161.96
% 161.92/161.96 fof(redefinition_k6_setfam_1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( element(B,powerset(powerset(A)))
% 161.92/161.96 => meet_of_subsets(A,B) = set_meet(B) ) ).
% 161.92/161.96
% 161.92/161.96 fof(redefinition_k6_subset_1,axiom,
% 161.92/161.96 ! [A,B,C] :
% 161.92/161.96 ( ( element(B,powerset(A))
% 161.92/161.96 & element(C,powerset(A)) )
% 161.92/161.96 => subset_difference(A,B,C) = set_difference(B,C) ) ).
% 161.92/161.96
% 161.92/161.96 fof(redefinition_m2_relset_1,axiom,
% 161.92/161.96 ! [A,B,C] :
% 161.92/161.96 ( relation_of2_as_subset(C,A,B)
% 161.92/161.96 <=> relation_of2(C,A,B) ) ).
% 161.92/161.96
% 161.92/161.96 fof(redefinition_r1_ordinal1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( ordinal(A)
% 161.92/161.96 & ordinal(B) )
% 161.92/161.96 => ( ordinal_subset(A,B)
% 161.92/161.96 <=> subset(A,B) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(redefinition_r2_wellord2,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( equipotent(A,B)
% 161.92/161.96 <=> are_equipotent(A,B) ) ).
% 161.92/161.96
% 161.92/161.96 fof(reflexivity_r1_ordinal1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( ordinal(A)
% 161.92/161.96 & ordinal(B) )
% 161.92/161.96 => ordinal_subset(A,A) ) ).
% 161.92/161.96
% 161.92/161.96 fof(reflexivity_r1_tarski,axiom,
% 161.92/161.96 ! [A,B] : subset(A,A) ).
% 161.92/161.96
% 161.92/161.96 fof(reflexivity_r2_wellord2,axiom,
% 161.92/161.96 ! [A,B] : equipotent(A,A) ).
% 161.92/161.96
% 161.92/161.96 fof(s1_funct_1__e10_24__wellord2__1,lemma,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( ~ empty(A)
% 161.92/161.96 & relation(B) )
% 161.92/161.96 => ( ! [C,D,E] :
% 161.92/161.96 ( ( in(C,A)
% 161.92/161.96 & ? [F] :
% 161.92/161.96 ( C = F
% 161.92/161.96 & in(D,F)
% 161.92/161.96 & ! [G] :
% 161.92/161.96 ( in(G,F)
% 161.92/161.96 => in(ordered_pair(D,G),B) ) )
% 161.92/161.96 & in(C,A)
% 161.92/161.96 & ? [H] :
% 161.92/161.96 ( C = H
% 161.92/161.96 & in(E,H)
% 161.92/161.96 & ! [I] :
% 161.92/161.96 ( in(I,H)
% 161.92/161.96 => in(ordered_pair(E,I),B) ) ) )
% 161.92/161.96 => D = E )
% 161.92/161.96 => ? [C] :
% 161.92/161.96 ( relation(C)
% 161.92/161.96 & function(C)
% 161.92/161.96 & ! [D,E] :
% 161.92/161.96 ( in(ordered_pair(D,E),C)
% 161.92/161.96 <=> ( in(D,A)
% 161.92/161.96 & in(D,A)
% 161.92/161.96 & ? [J] :
% 161.92/161.96 ( D = J
% 161.92/161.96 & in(E,J)
% 161.92/161.96 & ! [K] :
% 161.92/161.96 ( in(K,J)
% 161.92/161.96 => in(ordered_pair(E,K),B) ) ) ) ) ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(s1_funct_1__e16_22__wellord2__1,lemma,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ! [B,C,D] :
% 161.92/161.96 ( ( in(B,A)
% 161.92/161.96 & C = singleton(B)
% 161.92/161.96 & in(B,A)
% 161.92/161.96 & D = singleton(B) )
% 161.92/161.96 => C = D )
% 161.92/161.96 => ? [B] :
% 161.92/161.96 ( relation(B)
% 161.92/161.96 & function(B)
% 161.92/161.96 & ! [C,D] :
% 161.92/161.96 ( in(ordered_pair(C,D),B)
% 161.92/161.96 <=> ( in(C,A)
% 161.92/161.96 & in(C,A)
% 161.92/161.96 & D = singleton(C) ) ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(s1_ordinal1__e8_6__wellord2,lemma,
% 161.92/161.96 ! [A] :
% 161.92/161.96 ( ? [B] :
% 161.92/161.96 ( ordinal(B)
% 161.92/161.96 & in(B,A) )
% 161.92/161.96 => ? [B] :
% 161.92/161.96 ( ordinal(B)
% 161.92/161.96 & in(B,A)
% 161.92/161.96 & ! [C] :
% 161.92/161.96 ( ordinal(C)
% 161.92/161.96 => ( in(C,A)
% 161.92/161.96 => ordinal_subset(B,C) ) ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(s1_ordinal2__e18_27__finset_1,lemma,
% 161.92/161.96 ( ( ( in(empty_set,omega)
% 161.92/161.96 => ! [A] :
% 161.92/161.96 ( element(A,powerset(powerset(empty_set)))
% 161.92/161.96 => ~ ( A != empty_set
% 161.92/161.96 & ! [B] :
% 161.92/161.96 ~ ( in(B,A)
% 161.92/161.96 & ! [C] :
% 161.92/161.96 ( ( in(C,A)
% 161.92/161.96 & subset(B,C) )
% 161.92/161.96 => C = B ) ) ) ) )
% 161.92/161.96 & ! [D] :
% 161.92/161.96 ( ordinal(D)
% 161.92/161.96 => ( ( in(D,omega)
% 161.92/161.96 => ! [E] :
% 161.92/161.96 ( element(E,powerset(powerset(D)))
% 161.92/161.96 => ~ ( E != empty_set
% 161.92/161.96 & ! [F] :
% 161.92/161.96 ~ ( in(F,E)
% 161.92/161.96 & ! [G] :
% 161.92/161.96 ( ( in(G,E)
% 161.92/161.96 & subset(F,G) )
% 161.92/161.96 => G = F ) ) ) ) )
% 161.92/161.96 => ( in(succ(D),omega)
% 161.92/161.96 => ! [H] :
% 161.92/161.96 ( element(H,powerset(powerset(succ(D))))
% 161.92/161.96 => ~ ( H != empty_set
% 161.92/161.96 & ! [I] :
% 161.92/161.96 ~ ( in(I,H)
% 161.92/161.96 & ! [J] :
% 161.92/161.96 ( ( in(J,H)
% 161.92/161.96 & subset(I,J) )
% 161.92/161.96 => J = I ) ) ) ) ) ) )
% 161.92/161.96 & ! [D] :
% 161.92/161.96 ( ordinal(D)
% 161.92/161.96 => ( ( being_limit_ordinal(D)
% 161.92/161.96 & ! [K] :
% 161.92/161.96 ( ordinal(K)
% 161.92/161.96 => ( in(K,D)
% 161.92/161.96 => ( in(K,omega)
% 161.92/161.96 => ! [L] :
% 161.92/161.96 ( element(L,powerset(powerset(K)))
% 161.92/161.96 => ~ ( L != empty_set
% 161.92/161.96 & ! [M] :
% 161.92/161.96 ~ ( in(M,L)
% 161.92/161.96 & ! [N] :
% 161.92/161.96 ( ( in(N,L)
% 161.92/161.96 & subset(M,N) )
% 161.92/161.96 => N = M ) ) ) ) ) ) ) )
% 161.92/161.96 => ( D = empty_set
% 161.92/161.96 | ( in(D,omega)
% 161.92/161.96 => ! [O] :
% 161.92/161.96 ( element(O,powerset(powerset(D)))
% 161.92/161.96 => ~ ( O != empty_set
% 161.92/161.96 & ! [P] :
% 161.92/161.96 ~ ( in(P,O)
% 161.92/161.96 & ! [Q] :
% 161.92/161.96 ( ( in(Q,O)
% 161.92/161.96 & subset(P,Q) )
% 161.92/161.96 => Q = P ) ) ) ) ) ) ) ) )
% 161.92/161.96 => ! [D] :
% 161.92/161.96 ( ordinal(D)
% 161.92/161.96 => ( in(D,omega)
% 161.92/161.96 => ! [R] :
% 161.92/161.96 ( element(R,powerset(powerset(D)))
% 161.92/161.96 => ~ ( R != empty_set
% 161.92/161.96 & ! [S] :
% 161.92/161.96 ~ ( in(S,R)
% 161.92/161.96 & ! [T] :
% 161.92/161.96 ( ( in(T,R)
% 161.92/161.96 & subset(S,T) )
% 161.92/161.96 => T = S ) ) ) ) ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(s1_relat_1__e6_21__wellord2,lemma,
% 161.92/161.96 ! [A,B,C] :
% 161.92/161.96 ( ( relation(B)
% 161.92/161.96 & relation(C)
% 161.92/161.96 & function(C) )
% 161.92/161.96 => ? [D] :
% 161.92/161.96 ( relation(D)
% 161.92/161.96 & ! [E,F] :
% 161.92/161.96 ( in(ordered_pair(E,F),D)
% 161.92/161.96 <=> ( in(E,A)
% 161.92/161.96 & in(F,A)
% 161.92/161.96 & in(ordered_pair(apply(C,E),apply(C,F)),B) ) ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(s1_tarski__e10_24__wellord2__1,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( ~ empty(A)
% 161.92/161.96 & relation(B) )
% 161.92/161.96 => ( ! [C,D,E] :
% 161.92/161.96 ( ( in(C,A)
% 161.92/161.96 & ? [F] :
% 161.92/161.96 ( C = F
% 161.92/161.96 & in(D,F)
% 161.92/161.96 & ! [G] :
% 161.92/161.96 ( in(G,F)
% 161.92/161.96 => in(ordered_pair(D,G),B) ) )
% 161.92/161.96 & in(C,A)
% 161.92/161.96 & ? [H] :
% 161.92/161.96 ( C = H
% 161.92/161.96 & in(E,H)
% 161.92/161.96 & ! [I] :
% 161.92/161.96 ( in(I,H)
% 161.92/161.96 => in(ordered_pair(E,I),B) ) ) )
% 161.92/161.96 => D = E )
% 161.92/161.96 => ? [C] :
% 161.92/161.96 ! [D] :
% 161.92/161.96 ( in(D,C)
% 161.92/161.96 <=> ? [E] :
% 161.92/161.96 ( in(E,A)
% 161.92/161.96 & in(E,A)
% 161.92/161.96 & ? [J] :
% 161.92/161.96 ( E = J
% 161.92/161.96 & in(D,J)
% 161.92/161.96 & ! [K] :
% 161.92/161.96 ( in(K,J)
% 161.92/161.96 => in(ordered_pair(D,K),B) ) ) ) ) ) ) ).
% 161.92/161.96
% 161.92/161.96 fof(s1_tarski__e10_24__wellord2__2,axiom,
% 161.92/161.96 ! [A,B] :
% 161.92/161.96 ( ( ~ empty(A)
% 161.92/161.96 & relation(B) )
% 161.92/161.96 => ! [C] :
% 161.92/161.96 ( ! [D,E,F] :
% 161.92/161.96 ( ( D = E
% 161.92/161.96 & ? [G,H] :
% 161.92/161.96 ( ordered_pair(G,H) = E
% 161.92/161.96 & in(G,A)
% 161.92/161.96 & ? [I] :
% 161.92/161.96 ( G = I
% 161.92/161.96 & in(H,I)
% 161.92/161.96 & ! [J] :
% 161.92/161.96 ( in(J,I)
% 161.92/161.96 => in(ordered_pair(H,J),B) ) ) )
% 161.92/161.96 & D = F
% 161.92/161.96 & ? [K,L] :
% 161.92/161.96 ( ordered_pair(K,L) = F
% 161.92/161.96 & in(K,A)
% 161.92/161.96 & ? [M] :
% 161.92/161.96 ( K = M
% 161.92/161.96 & in(L,M)
% 161.92/161.96 & ! [N] :
% 161.92/161.96 ( in(N,M)
% 161.92/161.96 => in(ordered_pair(L,N),B) ) ) ) )
% 161.92/161.96 => E = F )
% 161.92/161.96 => ? [D] :
% 161.92/161.96 ! [E] :
% 161.92/161.97 ( in(E,D)
% 161.92/161.97 <=> ? [F] :
% 161.92/161.97 ( in(F,cartesian_product2(A,C))
% 161.92/161.97 & F = E
% 161.92/161.97 & ? [O,P] :
% 161.92/161.97 ( ordered_pair(O,P) = E
% 161.92/161.97 & in(O,A)
% 161.92/161.97 & ? [Q] :
% 161.92/161.97 ( O = Q
% 161.92/161.97 & in(P,Q)
% 161.92/161.97 & ! [R] :
% 161.92/161.97 ( in(R,Q)
% 161.92/161.97 => in(ordered_pair(P,R),B) ) ) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_tarski__e16_22__wellord2__1,axiom,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ! [B,C,D] :
% 161.92/161.97 ( ( in(B,A)
% 161.92/161.97 & C = singleton(B)
% 161.92/161.97 & in(B,A)
% 161.92/161.97 & D = singleton(B) )
% 161.92/161.97 => C = D )
% 161.92/161.97 => ? [B] :
% 161.92/161.97 ! [C] :
% 161.92/161.97 ( in(C,B)
% 161.92/161.97 <=> ? [D] :
% 161.92/161.97 ( in(D,A)
% 161.92/161.97 & in(D,A)
% 161.92/161.97 & C = singleton(D) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_tarski__e16_22__wellord2__2,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ! [C,D,E] :
% 161.92/161.97 ( ( C = D
% 161.92/161.97 & ? [F,G] :
% 161.92/161.97 ( ordered_pair(F,G) = D
% 161.92/161.97 & in(F,A)
% 161.92/161.97 & G = singleton(F) )
% 161.92/161.97 & C = E
% 161.92/161.97 & ? [H,I] :
% 161.92/161.97 ( ordered_pair(H,I) = E
% 161.92/161.97 & in(H,A)
% 161.92/161.97 & I = singleton(H) ) )
% 161.92/161.97 => D = E )
% 161.92/161.97 => ? [C] :
% 161.92/161.97 ! [D] :
% 161.92/161.97 ( in(D,C)
% 161.92/161.97 <=> ? [E] :
% 161.92/161.97 ( in(E,cartesian_product2(A,B))
% 161.92/161.97 & E = D
% 161.92/161.97 & ? [J,K] :
% 161.92/161.97 ( ordered_pair(J,K) = D
% 161.92/161.97 & in(J,A)
% 161.92/161.97 & K = singleton(J) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_tarski__e18_27__finset_1__1,axiom,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ordinal(A)
% 161.92/161.97 => ( ! [B,C,D] :
% 161.92/161.97 ( ( B = C
% 161.92/161.97 & ? [E] :
% 161.92/161.97 ( ordinal(E)
% 161.92/161.97 & C = E
% 161.92/161.97 & ( in(E,omega)
% 161.92/161.97 => ! [F] :
% 161.92/161.97 ( element(F,powerset(powerset(E)))
% 161.92/161.97 => ~ ( F != empty_set
% 161.92/161.97 & ! [G] :
% 161.92/161.97 ~ ( in(G,F)
% 161.92/161.97 & ! [H] :
% 161.92/161.97 ( ( in(H,F)
% 161.92/161.97 & subset(G,H) )
% 161.92/161.97 => H = G ) ) ) ) ) )
% 161.92/161.97 & B = D
% 161.92/161.97 & ? [I] :
% 161.92/161.97 ( ordinal(I)
% 161.92/161.97 & D = I
% 161.92/161.97 & ( in(I,omega)
% 161.92/161.97 => ! [J] :
% 161.92/161.97 ( element(J,powerset(powerset(I)))
% 161.92/161.97 => ~ ( J != empty_set
% 161.92/161.97 & ! [K] :
% 161.92/161.97 ~ ( in(K,J)
% 161.92/161.97 & ! [L] :
% 161.92/161.97 ( ( in(L,J)
% 161.92/161.97 & subset(K,L) )
% 161.92/161.97 => L = K ) ) ) ) ) ) )
% 161.92/161.97 => C = D )
% 161.92/161.97 => ? [B] :
% 161.92/161.97 ! [C] :
% 161.92/161.97 ( in(C,B)
% 161.92/161.97 <=> ? [D] :
% 161.92/161.97 ( in(D,succ(A))
% 161.92/161.97 & D = C
% 161.92/161.97 & ? [M] :
% 161.92/161.97 ( ordinal(M)
% 161.92/161.97 & C = M
% 161.92/161.97 & ( in(M,omega)
% 161.92/161.97 => ! [N] :
% 161.92/161.97 ( element(N,powerset(powerset(M)))
% 161.92/161.97 => ~ ( N != empty_set
% 161.92/161.97 & ! [O] :
% 161.92/161.97 ~ ( in(O,N)
% 161.92/161.97 & ! [P] :
% 161.92/161.97 ( ( in(P,N)
% 161.92/161.97 & subset(O,P) )
% 161.92/161.97 => P = O ) ) ) ) ) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_tarski__e4_27_3_1__finset_1__1,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( ordinal(A)
% 161.92/161.97 & element(B,powerset(powerset(succ(A)))) )
% 161.92/161.97 => ( ! [C,D,E] :
% 161.92/161.97 ( ( C = D
% 161.92/161.97 & ? [F] :
% 161.92/161.97 ( in(F,B)
% 161.92/161.97 & D = set_difference(F,singleton(A)) )
% 161.92/161.97 & C = E
% 161.92/161.97 & ? [G] :
% 161.92/161.97 ( in(G,B)
% 161.92/161.97 & E = set_difference(G,singleton(A)) ) )
% 161.92/161.97 => D = E )
% 161.92/161.97 => ? [C] :
% 161.92/161.97 ! [D] :
% 161.92/161.97 ( in(D,C)
% 161.92/161.97 <=> ? [E] :
% 161.92/161.97 ( in(E,powerset(A))
% 161.92/161.97 & E = D
% 161.92/161.97 & ? [H] :
% 161.92/161.97 ( in(H,B)
% 161.92/161.97 & D = set_difference(H,singleton(A)) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_tarski__e6_21__wellord2__1,axiom,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ( ! [D,E,F] :
% 161.92/161.97 ( ( D = E
% 161.92/161.97 & ? [G,H] :
% 161.92/161.97 ( E = ordered_pair(G,H)
% 161.92/161.97 & in(ordered_pair(apply(C,G),apply(C,H)),B) )
% 161.92/161.97 & D = F
% 161.92/161.97 & ? [I,J] :
% 161.92/161.97 ( F = ordered_pair(I,J)
% 161.92/161.97 & in(ordered_pair(apply(C,I),apply(C,J)),B) ) )
% 161.92/161.97 => E = F )
% 161.92/161.97 => ? [D] :
% 161.92/161.97 ! [E] :
% 161.92/161.97 ( in(E,D)
% 161.92/161.97 <=> ? [F] :
% 161.92/161.97 ( in(F,cartesian_product2(A,A))
% 161.92/161.97 & F = E
% 161.92/161.97 & ? [K,L] :
% 161.92/161.97 ( E = ordered_pair(K,L)
% 161.92/161.97 & in(ordered_pair(apply(C,K),apply(C,L)),B) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_tarski__e6_22__wellord2__1,axiom,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ! [B,C,D] :
% 161.92/161.97 ( ( B = C
% 161.92/161.97 & ordinal(C)
% 161.92/161.97 & B = D
% 161.92/161.97 & ordinal(D) )
% 161.92/161.97 => C = D )
% 161.92/161.97 => ? [B] :
% 161.92/161.97 ! [C] :
% 161.92/161.97 ( in(C,B)
% 161.92/161.97 <=> ? [D] :
% 161.92/161.97 ( in(D,A)
% 161.92/161.97 & D = C
% 161.92/161.97 & ordinal(C) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_tarski__e6_27__finset_1__1,axiom,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( ( element(B,powerset(powerset(A)))
% 161.92/161.97 & relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ( ! [D,E,F] :
% 161.92/161.97 ( ( D = E
% 161.92/161.97 & in(relation_image(C,E),B)
% 161.92/161.97 & D = F
% 161.92/161.97 & in(relation_image(C,F),B) )
% 161.92/161.97 => E = F )
% 161.92/161.97 => ? [D] :
% 161.92/161.97 ! [E] :
% 161.92/161.97 ( in(E,D)
% 161.92/161.97 <=> ? [F] :
% 161.92/161.97 ( in(F,powerset(relation_dom(C)))
% 161.92/161.97 & F = E
% 161.92/161.97 & in(relation_image(C,E),B) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_tarski__e8_6__wellord2__1,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ordinal(B)
% 161.92/161.97 => ( ! [C,D,E] :
% 161.92/161.97 ( ( C = D
% 161.92/161.97 & ? [F] :
% 161.92/161.97 ( ordinal(F)
% 161.92/161.97 & D = F
% 161.92/161.97 & in(F,A) )
% 161.92/161.97 & C = E
% 161.92/161.97 & ? [G] :
% 161.92/161.97 ( ordinal(G)
% 161.92/161.97 & E = G
% 161.92/161.97 & in(G,A) ) )
% 161.92/161.97 => D = E )
% 161.92/161.97 => ? [C] :
% 161.92/161.97 ! [D] :
% 161.92/161.97 ( in(D,C)
% 161.92/161.97 <=> ? [E] :
% 161.92/161.97 ( in(E,succ(B))
% 161.92/161.97 & E = D
% 161.92/161.97 & ? [H] :
% 161.92/161.97 ( ordinal(H)
% 161.92/161.97 & D = H
% 161.92/161.97 & in(H,A) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_xboole_0__e10_24__wellord2__1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( ~ empty(A)
% 161.92/161.97 & relation(B) )
% 161.92/161.97 => ! [C] :
% 161.92/161.97 ? [D] :
% 161.92/161.97 ! [E] :
% 161.92/161.97 ( in(E,D)
% 161.92/161.97 <=> ( in(E,cartesian_product2(A,C))
% 161.92/161.97 & ? [F,G] :
% 161.92/161.97 ( ordered_pair(F,G) = E
% 161.92/161.97 & in(F,A)
% 161.92/161.97 & ? [H] :
% 161.92/161.97 ( F = H
% 161.92/161.97 & in(G,H)
% 161.92/161.97 & ! [I] :
% 161.92/161.97 ( in(I,H)
% 161.92/161.97 => in(ordered_pair(G,I),B) ) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_xboole_0__e16_22__wellord2__1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ? [C] :
% 161.92/161.97 ! [D] :
% 161.92/161.97 ( in(D,C)
% 161.92/161.97 <=> ( in(D,cartesian_product2(A,B))
% 161.92/161.97 & ? [E,F] :
% 161.92/161.97 ( ordered_pair(E,F) = D
% 161.92/161.97 & in(E,A)
% 161.92/161.97 & F = singleton(E) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_xboole_0__e18_27__finset_1__1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ordinal(A)
% 161.92/161.97 => ? [B] :
% 161.92/161.97 ! [C] :
% 161.92/161.97 ( in(C,B)
% 161.92/161.97 <=> ( in(C,succ(A))
% 161.92/161.97 & ? [D] :
% 161.92/161.97 ( ordinal(D)
% 161.92/161.97 & C = D
% 161.92/161.97 & ( in(D,omega)
% 161.92/161.97 => ! [E] :
% 161.92/161.97 ( element(E,powerset(powerset(D)))
% 161.92/161.97 => ~ ( E != empty_set
% 161.92/161.97 & ! [F] :
% 161.92/161.97 ~ ( in(F,E)
% 161.92/161.97 & ! [G] :
% 161.92/161.97 ( ( in(G,E)
% 161.92/161.97 & subset(F,G) )
% 161.92/161.97 => G = F ) ) ) ) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_xboole_0__e4_27_3_1__finset_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( ordinal(A)
% 161.92/161.97 & element(B,powerset(powerset(succ(A)))) )
% 161.92/161.97 => ? [C] :
% 161.92/161.97 ! [D] :
% 161.92/161.97 ( in(D,C)
% 161.92/161.97 <=> ( in(D,powerset(A))
% 161.92/161.97 & ? [E] :
% 161.92/161.97 ( in(E,B)
% 161.92/161.97 & D = set_difference(E,singleton(A)) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_xboole_0__e6_21__wellord2__1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ? [D] :
% 161.92/161.97 ! [E] :
% 161.92/161.97 ( in(E,D)
% 161.92/161.97 <=> ( in(E,cartesian_product2(A,A))
% 161.92/161.97 & ? [F,G] :
% 161.92/161.97 ( E = ordered_pair(F,G)
% 161.92/161.97 & in(ordered_pair(apply(C,F),apply(C,G)),B) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_xboole_0__e6_22__wellord2,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ? [B] :
% 161.92/161.97 ! [C] :
% 161.92/161.97 ( in(C,B)
% 161.92/161.97 <=> ( in(C,A)
% 161.92/161.97 & ordinal(C) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_xboole_0__e6_27__finset_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( ( element(B,powerset(powerset(A)))
% 161.92/161.97 & relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ? [D] :
% 161.92/161.97 ! [E] :
% 161.92/161.97 ( in(E,D)
% 161.92/161.97 <=> ( in(E,powerset(relation_dom(C)))
% 161.92/161.97 & in(relation_image(C,E),B) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s1_xboole_0__e8_6__wellord2__1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ordinal(B)
% 161.92/161.97 => ? [C] :
% 161.92/161.97 ! [D] :
% 161.92/161.97 ( in(D,C)
% 161.92/161.97 <=> ( in(D,succ(B))
% 161.92/161.97 & ? [E] :
% 161.92/161.97 ( ordinal(E)
% 161.92/161.97 & D = E
% 161.92/161.97 & in(E,A) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s2_funct_1__e10_24__wellord2,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( ~ empty(A)
% 161.92/161.97 & relation(B) )
% 161.92/161.97 => ( ( ! [C,D,E] :
% 161.92/161.97 ( ( in(C,A)
% 161.92/161.97 & ? [F] :
% 161.92/161.97 ( C = F
% 161.92/161.97 & in(D,F)
% 161.92/161.97 & ! [G] :
% 161.92/161.97 ( in(G,F)
% 161.92/161.97 => in(ordered_pair(D,G),B) ) )
% 161.92/161.97 & ? [H] :
% 161.92/161.97 ( C = H
% 161.92/161.97 & in(E,H)
% 161.92/161.97 & ! [I] :
% 161.92/161.97 ( in(I,H)
% 161.92/161.97 => in(ordered_pair(E,I),B) ) ) )
% 161.92/161.97 => D = E )
% 161.92/161.97 & ! [C] :
% 161.92/161.97 ~ ( in(C,A)
% 161.92/161.97 & ! [D] :
% 161.92/161.97 ~ ? [J] :
% 161.92/161.97 ( C = J
% 161.92/161.97 & in(D,J)
% 161.92/161.97 & ! [K] :
% 161.92/161.97 ( in(K,J)
% 161.92/161.97 => in(ordered_pair(D,K),B) ) ) ) )
% 161.92/161.97 => ? [C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 & function(C)
% 161.92/161.97 & relation_dom(C) = A
% 161.92/161.97 & ! [D] :
% 161.92/161.97 ( in(D,A)
% 161.92/161.97 => ? [L] :
% 161.92/161.97 ( D = L
% 161.92/161.97 & in(apply(C,D),L)
% 161.92/161.97 & ! [M] :
% 161.92/161.97 ( in(M,L)
% 161.92/161.97 => in(ordered_pair(apply(C,D),M),B) ) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s2_funct_1__e16_22__wellord2__1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ( ! [B,C,D] :
% 161.92/161.97 ( ( in(B,A)
% 161.92/161.97 & C = singleton(B)
% 161.92/161.97 & D = singleton(B) )
% 161.92/161.97 => C = D )
% 161.92/161.97 & ! [B] :
% 161.92/161.97 ~ ( in(B,A)
% 161.92/161.97 & ! [C] : C != singleton(B) ) )
% 161.92/161.97 => ? [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 & function(B)
% 161.92/161.97 & relation_dom(B) = A
% 161.92/161.97 & ! [C] :
% 161.92/161.97 ( in(C,A)
% 161.92/161.97 => apply(B,C) = singleton(C) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s2_ordinal1__e18_27__finset_1__1,lemma,
% 161.92/161.97 ( ! [A] :
% 161.92/161.97 ( ordinal(A)
% 161.92/161.97 => ( ! [B] :
% 161.92/161.97 ( ordinal(B)
% 161.92/161.97 => ( in(B,A)
% 161.92/161.97 => ( in(B,omega)
% 161.92/161.97 => ! [C] :
% 161.92/161.97 ( element(C,powerset(powerset(B)))
% 161.92/161.97 => ~ ( C != empty_set
% 161.92/161.97 & ! [D] :
% 161.92/161.97 ~ ( in(D,C)
% 161.92/161.97 & ! [E] :
% 161.92/161.97 ( ( in(E,C)
% 161.92/161.97 & subset(D,E) )
% 161.92/161.97 => E = D ) ) ) ) ) ) )
% 161.92/161.97 => ( in(A,omega)
% 161.92/161.97 => ! [F] :
% 161.92/161.97 ( element(F,powerset(powerset(A)))
% 161.92/161.97 => ~ ( F != empty_set
% 161.92/161.97 & ! [G] :
% 161.92/161.97 ~ ( in(G,F)
% 161.92/161.97 & ! [H] :
% 161.92/161.97 ( ( in(H,F)
% 161.92/161.97 & subset(G,H) )
% 161.92/161.97 => H = G ) ) ) ) ) ) )
% 161.92/161.97 => ! [A] :
% 161.92/161.97 ( ordinal(A)
% 161.92/161.97 => ( in(A,omega)
% 161.92/161.97 => ! [I] :
% 161.92/161.97 ( element(I,powerset(powerset(A)))
% 161.92/161.97 => ~ ( I != empty_set
% 161.92/161.97 & ! [J] :
% 161.92/161.97 ~ ( in(J,I)
% 161.92/161.97 & ! [K] :
% 161.92/161.97 ( ( in(K,I)
% 161.92/161.97 & subset(J,K) )
% 161.92/161.97 => K = J ) ) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(s3_funct_1__e16_22__wellord2,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ? [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 & function(B)
% 161.92/161.97 & relation_dom(B) = A
% 161.92/161.97 & ! [C] :
% 161.92/161.97 ( in(C,A)
% 161.92/161.97 => apply(B,C) = singleton(C) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(symmetry_r1_xboole_0,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( disjoint(A,B)
% 161.92/161.97 => disjoint(B,A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(symmetry_r2_wellord2,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( equipotent(A,B)
% 161.92/161.97 => equipotent(B,A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t106_zfmisc_1,lemma,
% 161.92/161.97 ! [A,B,C,D] :
% 161.92/161.97 ( in(ordered_pair(A,B),cartesian_product2(C,D))
% 161.92/161.97 <=> ( in(A,C)
% 161.92/161.97 & in(B,D) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t10_ordinal1,lemma,
% 161.92/161.97 ! [A] : in(A,succ(A)) ).
% 161.92/161.97
% 161.92/161.97 fof(t10_zfmisc_1,lemma,
% 161.92/161.97 ! [A,B,C,D] :
% 161.92/161.97 ~ ( unordered_pair(A,B) = unordered_pair(C,D)
% 161.92/161.97 & A != C
% 161.92/161.97 & A != D ) ).
% 161.92/161.97
% 161.92/161.97 fof(t115_relat_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 => ( in(A,relation_rng(relation_rng_restriction(B,C)))
% 161.92/161.97 <=> ( in(A,B)
% 161.92/161.97 & in(A,relation_rng(C)) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t116_relat_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => subset(relation_rng(relation_rng_restriction(A,B)),A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t117_relat_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => subset(relation_rng_restriction(A,B),B) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t118_relat_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => subset(relation_rng(relation_rng_restriction(A,B)),relation_rng(B)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t118_zfmisc_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( subset(A,B)
% 161.92/161.97 => ( subset(cartesian_product2(A,C),cartesian_product2(B,C))
% 161.92/161.97 & subset(cartesian_product2(C,A),cartesian_product2(C,B)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t119_relat_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => relation_rng(relation_rng_restriction(A,B)) = set_intersection2(relation_rng(B),A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t119_zfmisc_1,lemma,
% 161.92/161.97 ! [A,B,C,D] :
% 161.92/161.97 ( ( subset(A,B)
% 161.92/161.97 & subset(C,D) )
% 161.92/161.97 => subset(cartesian_product2(A,C),cartesian_product2(B,D)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t12_relset_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation_of2_as_subset(C,A,B)
% 161.92/161.97 => ( subset(relation_dom(C),A)
% 161.92/161.97 & subset(relation_rng(C),B) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t12_xboole_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( subset(A,B)
% 161.92/161.97 => set_union2(A,B) = B ) ).
% 161.92/161.97
% 161.92/161.97 fof(t136_zfmisc_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ? [B] :
% 161.92/161.97 ( in(A,B)
% 161.92/161.97 & ! [C,D] :
% 161.92/161.97 ( ( in(C,B)
% 161.92/161.97 & subset(D,C) )
% 161.92/161.97 => in(D,B) )
% 161.92/161.97 & ! [C] :
% 161.92/161.97 ( in(C,B)
% 161.92/161.97 => in(powerset(C),B) )
% 161.92/161.97 & ! [C] :
% 161.92/161.97 ~ ( subset(C,B)
% 161.92/161.97 & ~ are_equipotent(C,B)
% 161.92/161.97 & ~ in(C,B) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t13_finset_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( subset(A,B)
% 161.92/161.97 & finite(B) )
% 161.92/161.97 => finite(A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t140_relat_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 => relation_dom_restriction(relation_rng_restriction(A,C),B) = relation_rng_restriction(A,relation_dom_restriction(C,B)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t143_relat_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 => ( in(A,relation_image(C,B))
% 161.92/161.97 <=> ? [D] :
% 161.92/161.97 ( in(D,relation_dom(C))
% 161.92/161.97 & in(ordered_pair(D,A),C)
% 161.92/161.97 & in(D,B) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t144_relat_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => subset(relation_image(B,A),relation_rng(B)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t145_funct_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & function(B) )
% 161.92/161.97 => subset(relation_image(B,relation_inverse_image(B,A)),A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t145_relat_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => relation_image(B,A) = relation_image(B,set_intersection2(relation_dom(B),A)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t146_funct_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( subset(A,relation_dom(B))
% 161.92/161.97 => subset(A,relation_inverse_image(B,relation_image(B,A))) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t146_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => relation_image(A,relation_dom(A)) = relation_rng(A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t147_funct_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & function(B) )
% 161.92/161.97 => ( subset(A,relation_rng(B))
% 161.92/161.97 => relation_image(B,relation_inverse_image(B,A)) = A ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t14_relset_1,lemma,
% 161.92/161.97 ! [A,B,C,D] :
% 161.92/161.97 ( relation_of2_as_subset(D,C,A)
% 161.92/161.97 => ( subset(relation_rng(D),B)
% 161.92/161.97 => relation_of2_as_subset(D,C,B) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t15_finset_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( finite(A)
% 161.92/161.97 => finite(set_intersection2(A,B)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t160_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => relation_rng(relation_composition(A,B)) = relation_image(B,relation_rng(A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t166_relat_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 => ( in(A,relation_inverse_image(C,B))
% 161.92/161.97 <=> ? [D] :
% 161.92/161.97 ( in(D,relation_rng(C))
% 161.92/161.97 & in(ordered_pair(A,D),C)
% 161.92/161.97 & in(D,B) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t167_relat_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => subset(relation_inverse_image(B,A),relation_dom(B)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t16_relset_1,lemma,
% 161.92/161.97 ! [A,B,C,D] :
% 161.92/161.97 ( relation_of2_as_subset(D,C,A)
% 161.92/161.97 => ( subset(A,B)
% 161.92/161.97 => relation_of2_as_subset(D,C,B) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t16_wellord1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 => ( in(A,relation_restriction(C,B))
% 161.92/161.97 <=> ( in(A,C)
% 161.92/161.97 & in(A,cartesian_product2(B,B)) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t174_relat_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ~ ( A != empty_set
% 161.92/161.97 & subset(A,relation_rng(B))
% 161.92/161.97 & relation_inverse_image(B,A) = empty_set ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t178_relat_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 => ( subset(A,B)
% 161.92/161.97 => subset(relation_inverse_image(C,A),relation_inverse_image(C,B)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t17_finset_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & function(B) )
% 161.92/161.97 => ( finite(A)
% 161.92/161.97 => finite(relation_image(B,A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t17_wellord1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => relation_restriction(B,A) = relation_dom_restriction(relation_rng_restriction(A,B),A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t17_xboole_1,lemma,
% 161.92/161.97 ! [A,B] : subset(set_intersection2(A,B),A) ).
% 161.92/161.97
% 161.92/161.97 fof(t18_finset_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( finite(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( element(B,powerset(powerset(A)))
% 161.92/161.97 => ~ ( B != empty_set
% 161.92/161.97 & ! [C] :
% 161.92/161.97 ~ ( in(C,B)
% 161.92/161.97 & ! [D] :
% 161.92/161.97 ( ( in(D,B)
% 161.92/161.97 & subset(C,D) )
% 161.92/161.97 => D = C ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t18_wellord1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => relation_restriction(B,A) = relation_rng_restriction(A,relation_dom_restriction(B,A)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t19_wellord1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 => ( in(A,relation_field(relation_restriction(C,B)))
% 161.92/161.97 => ( in(A,relation_field(C))
% 161.92/161.97 & in(A,B) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t19_xboole_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( ( subset(A,B)
% 161.92/161.97 & subset(A,C) )
% 161.92/161.97 => subset(A,set_intersection2(B,C)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t1_boole,axiom,
% 161.92/161.97 ! [A] : set_union2(A,empty_set) = A ).
% 161.92/161.97
% 161.92/161.97 fof(t1_subset,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( in(A,B)
% 161.92/161.97 => element(A,B) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t1_xboole_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( ( subset(A,B)
% 161.92/161.97 & subset(B,C) )
% 161.92/161.97 => subset(A,C) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t1_zfmisc_1,lemma,
% 161.92/161.97 powerset(empty_set) = singleton(empty_set) ).
% 161.92/161.97
% 161.92/161.97 fof(t20_relat_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 => ( in(ordered_pair(A,B),C)
% 161.92/161.97 => ( in(A,relation_dom(C))
% 161.92/161.97 & in(B,relation_rng(C)) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t20_wellord1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( subset(relation_field(relation_restriction(B,A)),relation_field(B))
% 161.92/161.97 & subset(relation_field(relation_restriction(B,A)),A) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t21_funct_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & function(B) )
% 161.92/161.97 => ! [C] :
% 161.92/161.97 ( ( relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ( in(A,relation_dom(relation_composition(C,B)))
% 161.92/161.97 <=> ( in(A,relation_dom(C))
% 161.92/161.97 & in(apply(C,A),relation_dom(B)) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t21_funct_2,lemma,
% 161.92/161.97 ! [A,B,C,D] :
% 161.92/161.97 ( ( function(D)
% 161.92/161.97 & quasi_total(D,A,B)
% 161.92/161.97 & relation_of2_as_subset(D,A,B) )
% 161.92/161.97 => ! [E] :
% 161.92/161.97 ( ( relation(E)
% 161.92/161.97 & function(E) )
% 161.92/161.97 => ( in(C,A)
% 161.92/161.97 => ( B = empty_set
% 161.92/161.97 | apply(relation_composition(D,E),C) = apply(E,apply(D,C)) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t21_ordinal1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( epsilon_transitive(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( ordinal(B)
% 161.92/161.97 => ( proper_subset(A,B)
% 161.92/161.97 => in(A,B) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t21_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => subset(A,cartesian_product2(relation_dom(A),relation_rng(A))) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t21_wellord1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 => subset(fiber(relation_restriction(C,A),B),fiber(C,B)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t22_funct_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & function(B) )
% 161.92/161.97 => ! [C] :
% 161.92/161.97 ( ( relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ( in(A,relation_dom(relation_composition(C,B)))
% 161.92/161.97 => apply(relation_composition(C,B),A) = apply(B,apply(C,A)) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t22_relset_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation_of2_as_subset(C,B,A)
% 161.92/161.97 => ( ! [D] :
% 161.92/161.97 ~ ( in(D,B)
% 161.92/161.97 & ! [E] : ~ in(ordered_pair(D,E),C) )
% 161.92/161.97 <=> relation_dom_as_subset(B,A,C) = B ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t22_wellord1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( reflexive(B)
% 161.92/161.97 => reflexive(relation_restriction(B,A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t23_funct_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & function(B) )
% 161.92/161.97 => ! [C] :
% 161.92/161.97 ( ( relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ( in(A,relation_dom(B))
% 161.92/161.97 => apply(relation_composition(B,C),A) = apply(C,apply(B,A)) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t23_ordinal1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ordinal(B)
% 161.92/161.97 => ( in(A,B)
% 161.92/161.97 => ordinal(A) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t23_relset_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation_of2_as_subset(C,A,B)
% 161.92/161.97 => ( ! [D] :
% 161.92/161.97 ~ ( in(D,B)
% 161.92/161.97 & ! [E] : ~ in(ordered_pair(E,D),C) )
% 161.92/161.97 <=> relation_rng_as_subset(A,B,C) = B ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t23_wellord1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( connected(B)
% 161.92/161.97 => connected(relation_restriction(B,A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t24_ordinal1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ordinal(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( ordinal(B)
% 161.92/161.97 => ~ ( ~ in(A,B)
% 161.92/161.97 & A != B
% 161.92/161.97 & ~ in(B,A) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t24_wellord1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( transitive(B)
% 161.92/161.97 => transitive(relation_restriction(B,A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t25_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( subset(A,B)
% 161.92/161.97 => ( subset(relation_dom(A),relation_dom(B))
% 161.92/161.97 & subset(relation_rng(A),relation_rng(B)) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t25_wellord1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( antisymmetric(B)
% 161.92/161.97 => antisymmetric(relation_restriction(B,A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t25_wellord2,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( well_orders(B,A)
% 161.92/161.97 => ( relation_field(relation_restriction(B,A)) = A
% 161.92/161.97 & well_ordering(relation_restriction(B,A)) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t26_finset_1,conjecture,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ( relation(A)
% 161.92/161.97 & function(A) )
% 161.92/161.97 => ( finite(relation_dom(A))
% 161.92/161.97 => finite(relation_rng(A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t26_wellord2,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ? [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 & well_orders(B,A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t26_xboole_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( subset(A,B)
% 161.92/161.97 => subset(set_intersection2(A,C),set_intersection2(B,C)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t28_wellord2,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ~ empty(A)
% 161.92/161.97 => ~ ( ! [B] :
% 161.92/161.97 ~ ( in(B,A)
% 161.92/161.97 & B = empty_set )
% 161.92/161.97 & ! [B] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & function(B) )
% 161.92/161.97 => ~ ( relation_dom(B) = A
% 161.92/161.97 & ! [C] :
% 161.92/161.97 ( in(C,A)
% 161.92/161.97 => in(apply(B,C),C) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t28_xboole_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( subset(A,B)
% 161.92/161.97 => set_intersection2(A,B) = A ) ).
% 161.92/161.97
% 161.92/161.97 fof(t2_boole,axiom,
% 161.92/161.97 ! [A] : set_intersection2(A,empty_set) = empty_set ).
% 161.92/161.97
% 161.92/161.97 fof(t2_subset,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( element(A,B)
% 161.92/161.97 => ( empty(B)
% 161.92/161.97 | in(A,B) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t2_tarski,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ! [C] :
% 161.92/161.97 ( in(C,A)
% 161.92/161.97 <=> in(C,B) )
% 161.92/161.97 => A = B ) ).
% 161.92/161.97
% 161.92/161.97 fof(t2_wellord2,lemma,
% 161.92/161.97 ! [A] : reflexive(inclusion_relation(A)) ).
% 161.92/161.97
% 161.92/161.97 fof(t2_xboole_1,lemma,
% 161.92/161.97 ! [A] : subset(empty_set,A) ).
% 161.92/161.97
% 161.92/161.97 fof(t30_relat_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 => ( in(ordered_pair(A,B),C)
% 161.92/161.97 => ( in(A,relation_field(C))
% 161.92/161.97 & in(B,relation_field(C)) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t31_ordinal1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ! [B] :
% 161.92/161.97 ( in(B,A)
% 161.92/161.97 => ( ordinal(B)
% 161.92/161.97 & subset(B,A) ) )
% 161.92/161.97 => ordinal(A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t31_wellord1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( well_founded_relation(B)
% 161.92/161.97 => well_founded_relation(relation_restriction(B,A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t32_ordinal1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ordinal(B)
% 161.92/161.97 => ~ ( subset(A,B)
% 161.92/161.97 & A != empty_set
% 161.92/161.97 & ! [C] :
% 161.92/161.97 ( ordinal(C)
% 161.92/161.97 => ~ ( in(C,A)
% 161.92/161.97 & ! [D] :
% 161.92/161.97 ( ordinal(D)
% 161.92/161.97 => ( in(D,A)
% 161.92/161.97 => ordinal_subset(C,D) ) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t32_wellord1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( well_ordering(B)
% 161.92/161.97 => well_ordering(relation_restriction(B,A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t33_ordinal1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ordinal(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( ordinal(B)
% 161.92/161.97 => ( in(A,B)
% 161.92/161.97 <=> ordinal_subset(succ(A),B) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t33_xboole_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( subset(A,B)
% 161.92/161.97 => subset(set_difference(A,C),set_difference(B,C)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t33_zfmisc_1,lemma,
% 161.92/161.97 ! [A,B,C,D] :
% 161.92/161.97 ( ordered_pair(A,B) = ordered_pair(C,D)
% 161.92/161.97 => ( A = C
% 161.92/161.97 & B = D ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t34_funct_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & function(B) )
% 161.92/161.97 => ( B = identity_relation(A)
% 161.92/161.97 <=> ( relation_dom(B) = A
% 161.92/161.97 & ! [C] :
% 161.92/161.97 ( in(C,A)
% 161.92/161.97 => apply(B,C) = C ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t35_funct_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( in(B,A)
% 161.92/161.97 => apply(identity_relation(A),B) = B ) ).
% 161.92/161.97
% 161.92/161.97 fof(t36_xboole_1,lemma,
% 161.92/161.97 ! [A,B] : subset(set_difference(A,B),A) ).
% 161.92/161.97
% 161.92/161.97 fof(t37_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ( relation_rng(A) = relation_dom(relation_inverse(A))
% 161.92/161.97 & relation_dom(A) = relation_rng(relation_inverse(A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t37_xboole_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( set_difference(A,B) = empty_set
% 161.92/161.97 <=> subset(A,B) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t37_zfmisc_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( subset(singleton(A),B)
% 161.92/161.97 <=> in(A,B) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t38_zfmisc_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( subset(unordered_pair(A,B),C)
% 161.92/161.97 <=> ( in(A,C)
% 161.92/161.97 & in(B,C) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t39_wellord1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( ( well_ordering(B)
% 161.92/161.97 & subset(A,relation_field(B)) )
% 161.92/161.97 => relation_field(relation_restriction(B,A)) = A ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t39_xboole_1,lemma,
% 161.92/161.97 ! [A,B] : set_union2(A,set_difference(B,A)) = set_union2(A,B) ).
% 161.92/161.97
% 161.92/161.97 fof(t39_zfmisc_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( subset(A,singleton(B))
% 161.92/161.97 <=> ( A = empty_set
% 161.92/161.97 | A = singleton(B) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t3_boole,axiom,
% 161.92/161.97 ! [A] : set_difference(A,empty_set) = A ).
% 161.92/161.97
% 161.92/161.97 fof(t3_ordinal1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ~ ( in(A,B)
% 161.92/161.97 & in(B,C)
% 161.92/161.97 & in(C,A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t3_subset,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( element(A,powerset(B))
% 161.92/161.97 <=> subset(A,B) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t3_wellord2,lemma,
% 161.92/161.97 ! [A] : transitive(inclusion_relation(A)) ).
% 161.92/161.97
% 161.92/161.97 fof(t3_xboole_0,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ~ ( ~ disjoint(A,B)
% 161.92/161.97 & ! [C] :
% 161.92/161.97 ~ ( in(C,A)
% 161.92/161.97 & in(C,B) ) )
% 161.92/161.97 & ~ ( ? [C] :
% 161.92/161.97 ( in(C,A)
% 161.92/161.97 & in(C,B) )
% 161.92/161.97 & disjoint(A,B) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t3_xboole_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( subset(A,empty_set)
% 161.92/161.97 => A = empty_set ) ).
% 161.92/161.97
% 161.92/161.97 fof(t40_xboole_1,lemma,
% 161.92/161.97 ! [A,B] : set_difference(set_union2(A,B),B) = set_difference(A,B) ).
% 161.92/161.97
% 161.92/161.97 fof(t41_ordinal1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ordinal(A)
% 161.92/161.97 => ( being_limit_ordinal(A)
% 161.92/161.97 <=> ! [B] :
% 161.92/161.97 ( ordinal(B)
% 161.92/161.97 => ( in(B,A)
% 161.92/161.97 => in(succ(B),A) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t42_ordinal1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ordinal(A)
% 161.92/161.97 => ( ~ ( ~ being_limit_ordinal(A)
% 161.92/161.97 & ! [B] :
% 161.92/161.97 ( ordinal(B)
% 161.92/161.97 => A != succ(B) ) )
% 161.92/161.97 & ~ ( ? [B] :
% 161.92/161.97 ( ordinal(B)
% 161.92/161.97 & A = succ(B) )
% 161.92/161.97 & being_limit_ordinal(A) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t43_subset_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( element(B,powerset(A))
% 161.92/161.97 => ! [C] :
% 161.92/161.97 ( element(C,powerset(A))
% 161.92/161.97 => ( disjoint(B,C)
% 161.92/161.97 <=> subset(B,subset_complement(A,C)) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t44_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => subset(relation_dom(relation_composition(A,B)),relation_dom(A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t45_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => subset(relation_rng(relation_composition(A,B)),relation_rng(B)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t45_xboole_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( subset(A,B)
% 161.92/161.97 => B = set_union2(A,set_difference(B,A)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t46_funct_2,lemma,
% 161.92/161.97 ! [A,B,C,D] :
% 161.92/161.97 ( ( function(D)
% 161.92/161.97 & quasi_total(D,A,B)
% 161.92/161.97 & relation_of2_as_subset(D,A,B) )
% 161.92/161.97 => ( B != empty_set
% 161.92/161.97 => ! [E] :
% 161.92/161.97 ( in(E,relation_inverse_image(D,C))
% 161.92/161.97 <=> ( in(E,A)
% 161.92/161.97 & in(apply(D,E),C) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t46_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( subset(relation_rng(A),relation_dom(B))
% 161.92/161.97 => relation_dom(relation_composition(A,B)) = relation_dom(A) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t46_setfam_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( element(B,powerset(powerset(A)))
% 161.92/161.97 => ~ ( B != empty_set
% 161.92/161.97 & complements_of_subsets(A,B) = empty_set ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t46_zfmisc_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( in(A,B)
% 161.92/161.97 => set_union2(singleton(A),B) = B ) ).
% 161.92/161.97
% 161.92/161.97 fof(t47_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ( subset(relation_dom(A),relation_rng(B))
% 161.92/161.97 => relation_rng(relation_composition(B,A)) = relation_rng(A) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t47_setfam_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( element(B,powerset(powerset(A)))
% 161.92/161.97 => ( B != empty_set
% 161.92/161.97 => subset_difference(A,cast_to_subset(A),union_of_subsets(A,B)) = meet_of_subsets(A,complements_of_subsets(A,B)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t48_setfam_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( element(B,powerset(powerset(A)))
% 161.92/161.97 => ( B != empty_set
% 161.92/161.97 => union_of_subsets(A,complements_of_subsets(A,B)) = subset_difference(A,cast_to_subset(A),meet_of_subsets(A,B)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t48_xboole_1,lemma,
% 161.92/161.97 ! [A,B] : set_difference(A,set_difference(A,B)) = set_intersection2(A,B) ).
% 161.92/161.97
% 161.92/161.97 fof(t49_wellord1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ! [C] :
% 161.92/161.97 ( ( relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ( relation_isomorphism(A,B,C)
% 161.92/161.97 => relation_isomorphism(B,A,function_inverse(C)) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t4_boole,axiom,
% 161.92/161.97 ! [A] : set_difference(empty_set,A) = empty_set ).
% 161.92/161.97
% 161.92/161.97 fof(t4_subset,axiom,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( ( in(A,B)
% 161.92/161.97 & element(B,powerset(C)) )
% 161.92/161.97 => element(A,C) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t4_wellord2,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ordinal(A)
% 161.92/161.97 => connected(inclusion_relation(A)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t4_xboole_0,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ~ ( ~ disjoint(A,B)
% 161.92/161.97 & ! [C] : ~ in(C,set_intersection2(A,B)) )
% 161.92/161.97 & ~ ( ? [C] : in(C,set_intersection2(A,B))
% 161.92/161.97 & disjoint(A,B) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t50_subset_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( A != empty_set
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( element(B,powerset(A))
% 161.92/161.97 => ! [C] :
% 161.92/161.97 ( element(C,A)
% 161.92/161.97 => ( ~ in(C,B)
% 161.92/161.97 => in(C,subset_complement(A,B)) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t53_wellord1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ! [C] :
% 161.92/161.97 ( ( relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ( relation_isomorphism(A,B,C)
% 161.92/161.97 => ( ( reflexive(A)
% 161.92/161.97 => reflexive(B) )
% 161.92/161.97 & ( transitive(A)
% 161.92/161.97 => transitive(B) )
% 161.92/161.97 & ( connected(A)
% 161.92/161.97 => connected(B) )
% 161.92/161.97 & ( antisymmetric(A)
% 161.92/161.97 => antisymmetric(B) )
% 161.92/161.97 & ( well_founded_relation(A)
% 161.92/161.97 => well_founded_relation(B) ) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t54_funct_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ( relation(A)
% 161.92/161.97 & function(A) )
% 161.92/161.97 => ( one_to_one(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & function(B) )
% 161.92/161.97 => ( B = function_inverse(A)
% 161.92/161.97 <=> ( relation_dom(B) = relation_rng(A)
% 161.92/161.97 & ! [C,D] :
% 161.92/161.97 ( ( ( in(C,relation_rng(A))
% 161.92/161.97 & D = apply(B,C) )
% 161.92/161.97 => ( in(D,relation_dom(A))
% 161.92/161.97 & C = apply(A,D) ) )
% 161.92/161.97 & ( ( in(D,relation_dom(A))
% 161.92/161.97 & C = apply(A,D) )
% 161.92/161.97 => ( in(C,relation_rng(A))
% 161.92/161.97 & D = apply(B,C) ) ) ) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t54_subset_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( element(C,powerset(A))
% 161.92/161.97 => ~ ( in(B,subset_complement(A,C))
% 161.92/161.97 & in(B,C) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t54_wellord1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ! [B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => ! [C] :
% 161.92/161.97 ( ( relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ( ( well_ordering(A)
% 161.92/161.97 & relation_isomorphism(A,B,C) )
% 161.92/161.97 => well_ordering(B) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t55_funct_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ( relation(A)
% 161.92/161.97 & function(A) )
% 161.92/161.97 => ( one_to_one(A)
% 161.92/161.97 => ( relation_rng(A) = relation_dom(function_inverse(A))
% 161.92/161.97 & relation_dom(A) = relation_rng(function_inverse(A)) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t56_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ( ! [B,C] : ~ in(ordered_pair(B,C),A)
% 161.92/161.97 => A = empty_set ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t57_funct_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & function(B) )
% 161.92/161.97 => ( ( one_to_one(B)
% 161.92/161.97 & in(A,relation_rng(B)) )
% 161.92/161.97 => ( A = apply(B,apply(function_inverse(B),A))
% 161.92/161.97 & A = apply(relation_composition(function_inverse(B),B),A) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t5_subset,axiom,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ~ ( in(A,B)
% 161.92/161.97 & element(B,powerset(C))
% 161.92/161.97 & empty(C) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t5_wellord1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ( well_founded_relation(A)
% 161.92/161.97 <=> is_well_founded_in(A,relation_field(A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t5_wellord2,lemma,
% 161.92/161.97 ! [A] : antisymmetric(inclusion_relation(A)) ).
% 161.92/161.97
% 161.92/161.97 fof(t60_relat_1,lemma,
% 161.92/161.97 ( relation_dom(empty_set) = empty_set
% 161.92/161.97 & relation_rng(empty_set) = empty_set ) ).
% 161.92/161.97
% 161.92/161.97 fof(t60_xboole_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ~ ( subset(A,B)
% 161.92/161.97 & proper_subset(B,A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t62_funct_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ( relation(A)
% 161.92/161.97 & function(A) )
% 161.92/161.97 => ( one_to_one(A)
% 161.92/161.97 => one_to_one(function_inverse(A)) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t63_xboole_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( ( subset(A,B)
% 161.92/161.97 & disjoint(B,C) )
% 161.92/161.97 => disjoint(A,C) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t64_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ( ( relation_dom(A) = empty_set
% 161.92/161.97 | relation_rng(A) = empty_set )
% 161.92/161.97 => A = empty_set ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t65_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation(A)
% 161.92/161.97 => ( relation_dom(A) = empty_set
% 161.92/161.97 <=> relation_rng(A) = empty_set ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t65_zfmisc_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( set_difference(A,singleton(B)) = A
% 161.92/161.97 <=> ~ in(B,A) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t68_funct_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( ( relation(B)
% 161.92/161.97 & function(B) )
% 161.92/161.97 => ! [C] :
% 161.92/161.97 ( ( relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ( B = relation_dom_restriction(C,A)
% 161.92/161.97 <=> ( relation_dom(B) = set_intersection2(relation_dom(C),A)
% 161.92/161.97 & ! [D] :
% 161.92/161.97 ( in(D,relation_dom(B))
% 161.92/161.97 => apply(B,D) = apply(C,D) ) ) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t69_enumset1,lemma,
% 161.92/161.97 ! [A] : unordered_pair(A,A) = singleton(A) ).
% 161.92/161.97
% 161.92/161.97 fof(t6_boole,axiom,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( empty(A)
% 161.92/161.97 => A = empty_set ) ).
% 161.92/161.97
% 161.92/161.97 fof(t6_funct_2,lemma,
% 161.92/161.97 ! [A,B,C,D] :
% 161.92/161.97 ( ( function(D)
% 161.92/161.97 & quasi_total(D,A,B)
% 161.92/161.97 & relation_of2_as_subset(D,A,B) )
% 161.92/161.97 => ( in(C,A)
% 161.92/161.97 => ( B = empty_set
% 161.92/161.97 | in(apply(D,C),relation_rng(D)) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t6_wellord2,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ordinal(A)
% 161.92/161.97 => well_founded_relation(inclusion_relation(A)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t6_zfmisc_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( subset(singleton(A),singleton(B))
% 161.92/161.97 => A = B ) ).
% 161.92/161.97
% 161.92/161.97 fof(t70_funct_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( ( relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ( in(B,relation_dom(relation_dom_restriction(C,A)))
% 161.92/161.97 => apply(relation_dom_restriction(C,A),B) = apply(C,B) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t71_relat_1,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( relation_dom(identity_relation(A)) = A
% 161.92/161.97 & relation_rng(identity_relation(A)) = A ) ).
% 161.92/161.97
% 161.92/161.97 fof(t72_funct_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( ( relation(C)
% 161.92/161.97 & function(C) )
% 161.92/161.97 => ( in(B,A)
% 161.92/161.97 => apply(relation_dom_restriction(C,A),B) = apply(C,B) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t74_relat_1,lemma,
% 161.92/161.97 ! [A,B,C,D] :
% 161.92/161.97 ( relation(D)
% 161.92/161.97 => ( in(ordered_pair(A,B),relation_composition(identity_relation(C),D))
% 161.92/161.97 <=> ( in(A,C)
% 161.92/161.97 & in(ordered_pair(A,B),D) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t7_boole,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ~ ( in(A,B)
% 161.92/161.97 & empty(B) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t7_mcart_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( pair_first(ordered_pair(A,B)) = A
% 161.92/161.97 & pair_second(ordered_pair(A,B)) = B ) ).
% 161.92/161.97
% 161.92/161.97 fof(t7_tarski,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ~ ( in(A,B)
% 161.92/161.97 & ! [C] :
% 161.92/161.97 ~ ( in(C,B)
% 161.92/161.97 & ! [D] :
% 161.92/161.97 ~ ( in(D,B)
% 161.92/161.97 & in(D,C) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t7_wellord2,lemma,
% 161.92/161.97 ! [A] :
% 161.92/161.97 ( ordinal(A)
% 161.92/161.97 => well_ordering(inclusion_relation(A)) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t7_xboole_1,lemma,
% 161.92/161.97 ! [A,B] : subset(A,set_union2(A,B)) ).
% 161.92/161.97
% 161.92/161.97 fof(t83_xboole_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( disjoint(A,B)
% 161.92/161.97 <=> set_difference(A,B) = A ) ).
% 161.92/161.97
% 161.92/161.97 fof(t86_relat_1,lemma,
% 161.92/161.97 ! [A,B,C] :
% 161.92/161.97 ( relation(C)
% 161.92/161.97 => ( in(A,relation_dom(relation_dom_restriction(C,B)))
% 161.92/161.97 <=> ( in(A,B)
% 161.92/161.97 & in(A,relation_dom(C)) ) ) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t88_relat_1,lemma,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ( relation(B)
% 161.92/161.97 => subset(relation_dom_restriction(B,A),B) ) ).
% 161.92/161.97
% 161.92/161.97 fof(t8_boole,axiom,
% 161.92/161.97 ! [A,B] :
% 161.92/161.97 ~ ( empty(A)
% 161.92/161.97 & A != B
% 161.92/161.98 & empty(B) ) ).
% 161.92/161.98
% 161.92/161.98 fof(t8_funct_1,lemma,
% 161.92/161.98 ! [A,B,C] :
% 161.92/161.98 ( ( relation(C)
% 161.92/161.98 & function(C) )
% 161.92/161.98 => ( in(ordered_pair(A,B),C)
% 161.92/161.98 <=> ( in(A,relation_dom(C))
% 161.92/161.98 & B = apply(C,A) ) ) ) ).
% 161.92/161.98
% 161.92/161.98 fof(t8_wellord1,lemma,
% 161.92/161.98 ! [A] :
% 161.92/161.98 ( relation(A)
% 161.92/161.98 => ( well_orders(A,relation_field(A))
% 161.92/161.98 <=> well_ordering(A) ) ) ).
% 161.92/161.98
% 161.92/161.98 fof(t8_xboole_1,lemma,
% 161.92/161.98 ! [A,B,C] :
% 161.92/161.98 ( ( subset(A,B)
% 161.92/161.98 & subset(C,B) )
% 161.92/161.98 => subset(set_union2(A,C),B) ) ).
% 161.92/161.98
% 161.92/161.98 fof(t8_zfmisc_1,lemma,
% 161.92/161.98 ! [A,B,C] :
% 161.92/161.98 ( singleton(A) = unordered_pair(B,C)
% 161.92/161.98 => A = B ) ).
% 161.92/161.98
% 161.92/161.98 fof(t90_relat_1,lemma,
% 161.92/161.98 ! [A,B] :
% 161.92/161.98 ( relation(B)
% 161.92/161.98 => relation_dom(relation_dom_restriction(B,A)) = set_intersection2(relation_dom(B),A) ) ).
% 161.92/161.98
% 161.92/161.98 fof(t92_zfmisc_1,lemma,
% 161.92/161.98 ! [A,B] :
% 161.92/161.98 ( in(A,B)
% 161.92/161.98 => subset(A,union(B)) ) ).
% 161.92/161.98
% 161.92/161.98 fof(t94_relat_1,lemma,
% 161.92/161.98 ! [A,B] :
% 161.92/161.98 ( relation(B)
% 161.92/161.98 => relation_dom_restriction(B,A) = relation_composition(identity_relation(A),B) ) ).
% 161.92/161.98
% 161.92/161.98 fof(t99_relat_1,lemma,
% 161.92/161.98 ! [A,B] :
% 161.92/161.98 ( relation(B)
% 161.92/161.98 => subset(relation_rng(relation_dom_restriction(B,A)),relation_rng(B)) ) ).
% 161.92/161.98
% 161.92/161.98 fof(t99_zfmisc_1,lemma,
% 161.92/161.98 ! [A] : union(powerset(A)) = A ).
% 161.92/161.98
% 161.92/161.98 fof(t9_funct_2,lemma,
% 161.92/161.98 ! [A,B,C,D] :
% 161.92/161.98 ( ( function(D)
% 161.92/161.98 & quasi_total(D,A,B)
% 161.92/161.98 & relation_of2_as_subset(D,A,B) )
% 161.92/161.98 => ( subset(B,C)
% 161.92/161.98 => ( ( B = empty_set
% 161.92/161.98 & A != empty_set )
% 161.92/161.98 | ( function(D)
% 161.92/161.98 & quasi_total(D,A,C)
% 161.92/161.98 & relation_of2_as_subset(D,A,C) ) ) ) ) ).
% 161.92/161.98
% 161.92/161.98 fof(t9_tarski,axiom,
% 161.92/161.98 ! [A] :
% 161.92/161.98 ? [B] :
% 161.92/161.98 ( in(A,B)
% 161.92/161.98 & ! [C,D] :
% 161.92/161.98 ( ( in(C,B)
% 161.92/161.98 & subset(D,C) )
% 161.92/161.98 => in(D,B) )
% 161.92/161.98 & ! [C] :
% 161.92/161.98 ~ ( in(C,B)
% 161.92/161.98 & ! [D] :
% 161.92/161.98 ~ ( in(D,B)
% 161.92/161.98 & ! [E] :
% 161.92/161.98 ( subset(E,C)
% 161.92/161.98 => in(E,D) ) ) )
% 161.92/161.98 & ! [C] :
% 161.92/161.98 ~ ( subset(C,B)
% 161.92/161.98 & ~ are_equipotent(C,B)
% 161.92/161.98 & ~ in(C,B) ) ) ).
% 161.92/161.98
% 161.92/161.98 fof(t9_zfmisc_1,lemma,
% 161.92/161.98 ! [A,B,C] :
% 161.92/161.98 ( singleton(A) = unordered_pair(B,C)
% 161.92/161.98 => B = C ) ).
% 161.92/161.98
% 161.92/161.98 %------------------------------------------------------------------------------
% 161.92/161.98 %-------------------------------------------
% 161.92/161.98 % Proof found
% 161.92/161.98 % SZS status Theorem for theBenchmark
% 161.92/161.98 % SZS output start Proof
% 161.92/161.98 %ClaNum:2464(EqnAxiom:770)
% 161.92/161.98 %VarNum:20062(SingletonVarNum:4745)
% 161.92/161.98 %MaxLitNum:16
% 161.92/161.98 %MaxfuncDepth:4
% 161.92/161.98 %SharedTerms:139
% 161.92/161.98 %goalClause: 811 824 835 904
% 161.92/161.98 %singleGoalClaCount:4
% 161.92/161.98 [773]P1(a6)
% 161.92/161.98 [774]P1(a1)
% 161.92/161.98 [775]P1(a7)
% 161.92/161.98 [776]P1(a13)
% 161.92/161.98 [777]P1(a17)
% 161.92/161.98 [778]P1(a19)
% 161.92/161.98 [779]P1(a26)
% 161.92/161.98 [780]P2(a6)
% 161.92/161.98 [781]P2(a1)
% 161.92/161.98 [782]P2(a7)
% 161.92/161.98 [783]P2(a13)
% 161.92/161.98 [784]P2(a17)
% 161.92/161.98 [785]P2(a19)
% 161.92/161.98 [786]P2(a26)
% 161.92/161.98 [787]P3(a6)
% 161.92/161.98 [788]P3(a1)
% 161.92/161.98 [789]P3(a7)
% 161.92/161.98 [790]P3(a13)
% 161.92/161.98 [791]P3(a17)
% 161.92/161.98 [792]P3(a19)
% 161.92/161.98 [793]P3(a26)
% 161.92/161.98 [797]P4(a1)
% 161.92/161.98 [798]P4(a20)
% 161.92/161.98 [799]P4(a21)
% 161.92/161.98 [800]P4(a22)
% 161.92/161.98 [801]P4(a24)
% 161.92/161.98 [802]P4(a19)
% 161.92/161.98 [803]P14(a14)
% 161.92/161.98 [804]P16(a1)
% 161.92/161.98 [805]P16(a15)
% 161.92/161.98 [806]P16(a20)
% 161.92/161.98 [807]P16(a24)
% 161.92/161.98 [808]P16(a19)
% 161.92/161.98 [809]P16(a27)
% 161.92/161.98 [810]P16(a34)
% 161.92/161.98 [811]P16(a36)
% 161.92/161.98 [814]P25(a1)
% 161.92/161.98 [815]P25(a15)
% 161.92/161.98 [816]P25(a20)
% 161.92/161.98 [817]P25(a21)
% 161.92/161.98 [818]P25(a24)
% 161.92/161.98 [819]P25(a19)
% 161.92/161.98 [820]P25(a28)
% 161.92/161.98 [821]P25(a27)
% 161.92/161.98 [822]P25(a35)
% 161.92/161.98 [823]P25(a34)
% 161.92/161.98 [824]P25(a36)
% 161.92/161.98 [825]P17(a7)
% 161.92/161.98 [826]P24(a1)
% 161.92/161.98 [827]P24(a20)
% 161.92/161.98 [828]P24(a19)
% 161.92/161.98 [829]P24(a27)
% 161.92/161.98 [830]P5(a17)
% 161.92/161.98 [832]P30(a1)
% 161.92/161.98 [833]P30(a35)
% 161.92/161.98 [834]P30(a34)
% 161.92/161.98 [898]~P4(a6)
% 161.92/161.98 [899]~P4(a7)
% 161.92/161.98 [900]~P4(a14)
% 161.92/161.98 [901]~P4(a28)
% 161.92/161.98 [902]~P4(a32)
% 161.92/161.98 [903]~P4(a26)
% 161.92/161.98 [771]E(f5(a1),a1)
% 161.92/161.98 [772]E(f329(a1),a1)
% 161.92/161.98 [835]P14(f5(a36))
% 161.92/161.98 [864]E(f345(a1,a1),f325(a1))
% 161.92/161.98 [904]~P14(f329(a36))
% 161.92/161.98 [861]P32(a1,x8611)
% 161.92/161.98 [865]P32(x8651,x8651)
% 161.92/161.98 [866]P15(x8661,x8661)
% 161.92/161.98 [907]~P28(x9071,x9071)
% 161.92/161.98 [836]P1(f25(x8361))
% 161.92/161.98 [837]P2(f25(x8371))
% 161.92/161.98 [838]P3(f25(x8381))
% 161.92/161.98 [839]P4(f25(x8391))
% 161.92/161.98 [840]P4(f30(x8401))
% 161.92/161.98 [841]P14(f25(x8411))
% 161.92/161.98 [842]P16(f209(x8421))
% 161.92/161.98 [843]P16(f25(x8431))
% 161.92/161.98 [844]P16(f37(x8441))
% 161.92/161.98 [846]P25(f209(x8461))
% 161.92/161.98 [847]P25(f323(x8471))
% 161.92/161.98 [848]P25(f25(x8481))
% 161.92/161.98 [849]P25(f37(x8491))
% 161.92/161.98 [850]P25(f210(x8501))
% 161.92/161.98 [851]P17(f25(x8511))
% 161.92/161.98 [852]P24(f25(x8521))
% 161.92/161.98 [853]P6(f323(x8531))
% 161.92/161.98 [854]P31(f323(x8541))
% 161.92/161.98 [855]P26(f323(x8551))
% 161.92/161.98 [860]E(f338(a1,x8601),a1)
% 161.92/161.98 [862]E(f341(x8621,a1),x8621)
% 161.92/161.98 [863]E(f338(x8631,a1),x8631)
% 161.92/161.98 [867]E(f341(x8671,x8671),x8671)
% 161.92/161.98 [868]P18(x8681,f200(x8681))
% 161.92/161.98 [869]P18(x8691,f211(x8691))
% 161.92/161.98 [870]P8(x8701,f325(x8701))
% 161.92/161.98 [871]P8(f233(x8711),x8711)
% 161.92/161.98 [872]P36(f210(x8721),x8721)
% 161.92/161.98 [873]P8(f25(x8731),f325(x8731))
% 161.92/161.98 [874]P8(f30(x8741),f325(x8741))
% 161.92/161.98 [877]P14(f345(x8771,x8771))
% 161.92/161.98 [905]~P4(f325(x9051))
% 161.92/161.98 [906]~E(f345(x9061,x9061),a1)
% 161.92/161.98 [856]E(f5(f209(x8561)),x8561)
% 161.92/161.98 [857]E(f5(f37(x8571)),x8571)
% 161.92/161.98 [858]E(f329(f209(x8581)),x8581)
% 161.92/161.98 [859]E(f337(f325(x8591)),x8591)
% 161.92/161.98 [882]E(f338(x8821,f338(x8821,a1)),a1)
% 161.92/161.98 [885]E(f338(x8851,f338(x8851,x8851)),x8851)
% 161.92/161.98 [894]P18(x8941,f341(x8941,f345(x8941,x8941)))
% 161.92/161.98 [911]~P4(f341(x9111,f345(x9111,x9111)))
% 161.92/161.98 [875]E(f345(x8751,x8752),f345(x8752,x8751))
% 161.92/161.98 [876]E(f341(x8761,x8762),f341(x8762,x8761))
% 161.92/161.98 [878]P16(f16(x8781,x8782))
% 161.92/161.98 [879]P16(f29(x8791,x8792))
% 161.92/161.98 [880]P25(f16(x8801,x8802))
% 161.92/161.98 [881]P25(f29(x8811,x8812))
% 161.92/161.98 [883]P32(x8831,f341(x8831,x8832))
% 161.92/161.98 [884]P32(f338(x8841,x8842),x8841)
% 161.92/161.98 [889]P33(f314(x8891,x8892),x8891,x8892)
% 161.92/161.98 [890]P27(f16(x8901,x8902),x8901,x8902)
% 161.92/161.98 [891]P34(f234(x8911,x8912),x8911,x8912)
% 161.92/161.98 [892]P34(f16(x8921,x8922),x8921,x8922)
% 161.92/161.98 [893]P34(f29(x8931,x8932),x8931,x8932)
% 161.92/161.98 [908]~P4(f345(x9081,x9082))
% 161.92/161.98 [886]E(f341(x8861,f338(x8862,x8861)),f341(x8861,x8862))
% 161.92/161.98 [887]E(f338(f341(x8871,x8872),x8872),f338(x8871,x8872))
% 161.92/161.98 [888]E(f338(x8881,f338(x8881,x8882)),f338(x8882,f338(x8882,x8881)))
% 161.92/161.98 [896]E(f326(f345(f345(x8961,x8962),f345(x8961,x8961))),x8961)
% 161.92/161.98 [897]E(f327(f345(f345(x8971,x8972),f345(x8971,x8971))),x8972)
% 161.92/161.98 [915]P1(x9151)+~E(x9151,a6)
% 161.92/161.98 [916]P5(x9161)+~E(x9161,a6)
% 161.92/161.98 [917]~P4(x9171)+E(x9171,a1)
% 161.92/161.98 [919]~P4(x9191)+P1(x9191)
% 161.92/161.98 [921]~P1(x9211)+P2(x9211)
% 161.92/161.98 [922]~P4(x9221)+P2(x9221)
% 161.92/161.98 [924]~P1(x9241)+P3(x9241)
% 161.92/161.98 [925]~P4(x9251)+P3(x9251)
% 161.92/161.98 [926]~P4(x9261)+P14(x9261)
% 161.92/161.98 [927]~P4(x9271)+P16(x9271)
% 161.92/161.98 [928]~P4(x9281)+P25(x9281)
% 161.92/161.98 [935]~E(x9351,a6)+P18(a1,x9351)
% 161.92/161.98 [981]~P32(x9811,a1)+E(x9811,a1)
% 161.92/161.98 [987]P1(x9871)+~P8(x9871,a6)
% 161.92/161.98 [988]P2(x9881)+~P8(x9881,a6)
% 161.92/161.98 [989]P3(x9891)+~P8(x9891,a6)
% 161.92/161.98 [990]P17(x9901)+~P8(x9901,a6)
% 161.92/161.98 [930]~P5(x9301)+E(f337(x9301),x9301)
% 161.92/161.98 [931]P5(x9311)+~E(f337(x9311),x9311)
% 161.92/161.98 [933]P4(x9331)+P14(f33(x9331))
% 161.92/161.98 [939]P3(x9391)+~E(f241(x9391),f242(x9391))
% 161.92/161.98 [940]P16(x9401)+~E(f38(x9401),f39(x9401))
% 161.92/161.98 [941]~P1(x9411)+P1(f337(x9411))
% 161.92/161.98 [942]~P1(x9421)+P2(f337(x9421))
% 161.92/161.98 [943]~P1(x9431)+P3(f337(x9431))
% 161.92/161.98 [944]~P4(x9441)+P4(f5(x9441))
% 161.92/161.98 [945]~P4(x9451)+P4(f329(x9451))
% 161.92/161.98 [946]~P4(x9461)+P4(f330(x9461))
% 161.92/161.98 [947]~P14(x9471)+P16(f40(x9471))
% 161.92/161.98 [948]~P4(x9481)+P25(f5(x9481))
% 161.92/161.98 [949]~P4(x9491)+P25(f329(x9491))
% 161.92/161.98 [950]~P4(x9501)+P25(f330(x9501))
% 161.92/161.98 [951]~P25(x9511)+P25(f330(x9511))
% 161.92/161.98 [952]~P14(x9521)+P25(f40(x9521))
% 161.92/161.98 [953]~P1(x9531)+P9(f323(x9531))
% 161.92/161.98 [954]~P1(x9541)+P37(f323(x9541))
% 161.92/161.98 [955]~P1(x9551)+P38(f323(x9551))
% 161.92/161.98 [977]P4(x9771)+~P4(f23(x9771))
% 161.92/161.98 [978]P4(x9781)+~P4(f33(x9781))
% 161.92/161.98 [982]P18(f244(x9821),x9821)+E(x9821,a1)
% 161.92/161.98 [985]~E(f42(x9851),f43(x9851))+P16(f41(x9851))
% 161.92/161.98 [986]~E(f42(x9861),f43(x9861))+P25(f41(x9861))
% 161.92/161.98 [995]P1(x9951)+P18(f215(x9951),x9951)
% 161.92/161.98 [996]P2(x9961)+P18(f255(x9961),x9961)
% 161.92/161.98 [997]P3(x9971)+P18(f242(x9971),x9971)
% 161.92/161.98 [998]P3(x9981)+P18(f241(x9981),x9981)
% 161.92/161.98 [999]P25(x9991)+P18(f142(x9991),x9991)
% 161.92/161.98 [1014]P4(x10141)+P8(f23(x10141),f325(x10141))
% 161.92/161.98 [1015]P4(x10151)+P8(f33(x10151),f325(x10151))
% 161.92/161.98 [1017]P18(f44(x10171),x10171)+P16(f41(x10171))
% 161.92/161.98 [1019]P18(f44(x10191),x10191)+P25(f41(x10191))
% 161.92/161.98 [1050]P2(x10501)+~P32(f255(x10501),x10501)
% 161.92/161.98 [1151]P3(x11511)+~P18(f242(x11511),f241(x11511))
% 161.92/161.98 [1152]P3(x11521)+~P18(f241(x11521),f242(x11521))
% 161.92/161.98 [958]~P14(x9581)+E(f329(f40(x9581)),x9581)
% 161.92/161.98 [959]~P25(x9591)+E(f330(f330(x9591)),x9591)
% 161.92/161.98 [979]~P25(x9791)+E(f329(f330(x9791)),f5(x9791))
% 161.92/161.98 [980]~P25(x9801)+E(f5(f330(x9801)),f329(x9801))
% 161.92/161.98 [1020]~P25(x10201)+E(f334(x10201,f5(x10201)),f329(x10201))
% 161.92/161.98 [1065]~P25(x10651)+E(f341(f5(x10651),f329(x10651)),f331(x10651))
% 161.92/161.98 [1072]~P14(x10721)+P18(f5(f40(x10721)),a6)
% 161.92/161.98 [1082]P16(f41(x10821))+E(f345(f44(x10821),f44(x10821)),f43(x10821))
% 161.92/161.98 [1083]P25(f41(x10831))+E(f345(f44(x10831),f44(x10831)),f43(x10831))
% 161.92/161.98 [1084]P16(f41(x10841))+E(f345(f44(x10841),f44(x10841)),f42(x10841))
% 161.92/161.98 [1085]P25(f41(x10851))+E(f345(f44(x10851),f44(x10851)),f42(x10851))
% 161.92/161.98 [1297]~P25(x12971)+P32(x12971,f3(f5(x12971),f329(x12971)))
% 161.92/161.98 [1380]~P1(x13801)+P1(f341(x13801,f345(x13801,x13801)))
% 161.92/161.98 [1381]~P1(x13811)+P2(f341(x13811,f345(x13811,x13811)))
% 161.92/161.98 [1382]~P1(x13821)+P3(f341(x13821,f345(x13821,x13821)))
% 161.92/161.98 [1746]P16(x17461)+P18(f345(f345(f112(x17461),f39(x17461)),f345(f112(x17461),f112(x17461))),x17461)
% 161.92/161.98 [1747]P16(x17471)+P18(f345(f345(f112(x17471),f38(x17471)),f345(f112(x17471),f112(x17471))),x17471)
% 161.92/161.98 [957]~E(x9571,x9572)+P32(x9571,x9572)
% 161.92/161.98 [1000]~P18(x10002,x10001)+~E(x10001,a1)
% 161.92/161.98 [1002]~P28(x10021,x10022)+~E(x10021,x10022)
% 161.92/161.98 [1011]~P4(x10111)+~P18(x10112,x10111)
% 161.92/161.98 [1055]~P18(x10551,x10552)+P8(x10551,x10552)
% 161.92/161.98 [1056]~P28(x10561,x10562)+P32(x10561,x10562)
% 161.92/161.98 [1057]~P10(x10572,x10571)+P10(x10571,x10572)
% 161.92/161.98 [1058]~P15(x10582,x10581)+P15(x10581,x10582)
% 161.92/161.98 [1059]~P7(x10591,x10592)+P15(x10591,x10592)
% 161.92/161.98 [1060]~P15(x10601,x10602)+P7(x10601,x10602)
% 161.92/161.98 [1143]~P18(x11432,x11431)+~P18(x11431,x11432)
% 161.92/161.98 [1144]~P28(x11442,x11441)+~P28(x11441,x11442)
% 161.92/161.98 [1145]~P32(x11452,x11451)+~P28(x11451,x11452)
% 161.92/161.98 [1049]P1(x10491)+~P18(x10491,f143(x10492))
% 161.92/161.98 [1052]~P32(x10521,x10522)+E(f338(x10521,x10522),a1)
% 161.92/161.98 [1054]P32(x10541,x10542)+~E(f338(x10541,x10542),a1)
% 161.92/161.98 [1061]~P14(x10611)+P14(f338(x10611,x10612))
% 161.92/161.98 [1062]~P25(x10621)+P25(f332(x10621,x10622))
% 161.92/161.98 [1063]~P25(x10632)+P25(f339(x10631,x10632))
% 161.92/161.98 [1064]~P25(x10641)+P25(f335(x10641,x10642))
% 161.92/161.98 [1068]~P32(x10681,x10682)+E(f341(x10681,x10682),x10682)
% 161.92/161.98 [1069]~P10(x10691,x10692)+E(f338(x10691,x10692),x10691)
% 161.92/161.98 [1071]P10(x10711,x10712)+~E(f338(x10711,x10712),x10711)
% 161.92/161.98 [1096]~E(x10961,a1)+P32(x10961,f345(x10962,x10962))
% 161.92/161.98 [1100]~P32(x11001,x11002)+P8(x11001,f325(x11002))
% 161.92/161.98 [1102]~P18(x11021,x11022)+P32(x11021,f337(x11022))
% 161.92/161.98 [1155]P18(x11551,x11552)+~P18(x11551,f143(x11552))
% 161.92/161.98 [1156]P32(x11561,x11562)+~P8(x11561,f325(x11562))
% 161.92/161.98 [1159]~P25(x11591)+P32(f332(x11591,x11592),x11591)
% 161.92/161.98 [1160]~P25(x11602)+P32(f339(x11601,x11602),x11602)
% 161.92/161.98 [1182]P4(x11821)+~P4(f341(x11822,x11821))
% 161.92/161.98 [1183]P4(x11831)+~P4(f341(x11831,x11832))
% 161.92/161.98 [1189]~P15(x11891,x11892)+P16(f279(x11891,x11892))
% 161.92/161.98 [1190]~P15(x11901,x11902)+P25(f279(x11901,x11902))
% 161.92/161.98 [1191]~P15(x11911,x11912)+P24(f279(x11911,x11912))
% 161.92/161.98 [1192]~P25(x11921)+P32(f334(x11921,x11922),f329(x11921))
% 161.92/161.98 [1193]~P25(x11931)+P32(f336(x11931,x11932),f5(x11931))
% 161.92/161.98 [1199]P18(x11991,x11992)+P10(f345(x11991,x11991),x11992)
% 161.92/161.98 [1200]P32(x12001,x12002)+P18(f274(x12001,x12002),x12001)
% 161.92/161.98 [1201]P10(x12011,x12012)+P18(f217(x12011,x12012),x12012)
% 161.92/161.98 [1202]P10(x12021,x12022)+P18(f217(x12021,x12022),x12021)
% 161.92/161.98 [1215]P18(f325(x12151),f200(x12152))+~P18(x12151,f200(x12152))
% 161.92/161.98 [1224]~P8(x12242,f325(x12241))+E(f343(x12241,x12242),f338(x12241,x12242))
% 161.92/161.98 [1226]P18(f12(x12261,x12262),x12261)+P8(x12261,f325(x12262))
% 161.92/161.98 [1253]~P18(x12531,x12532)+P18(f222(x12531,x12532),x12532)
% 161.92/161.98 [1255]~P18(x12551,x12552)+P32(f345(x12551,x12551),x12552)
% 161.92/161.98 [1321]P32(x13211,x13212)+~P18(f274(x13211,x13212),x13212)
% 161.92/161.98 [1323]~P18(x13232,f211(x13231))+P18(f236(x13231,x13232),f211(x13231))
% 161.92/161.98 [1324]~P8(x13242,f325(x13241))+P8(f343(x13241,x13242),f325(x13241))
% 161.92/161.98 [1345]~P18(f12(x13451,x13452),x13452)+P8(x13451,f325(x13452))
% 161.92/161.98 [1363]~P18(x13631,x13632)+~P10(f345(x13631,x13631),x13632)
% 161.92/161.98 [1426]E(x14261,x14262)+~P32(f345(x14261,x14261),f345(x14262,x14262))
% 161.92/161.98 [1088]~P25(x10882)+E(f328(f209(x10881),x10882),f332(x10882,x10881))
% 161.92/161.98 [1104]~P18(x11042,x11041)+E(f2(f209(x11041),x11042),x11042)
% 161.92/161.98 [1195]~P15(x11951,x11952)+E(f5(f279(x11951,x11952)),x11951)
% 161.92/161.98 [1196]~P15(x11961,x11962)+E(f329(f279(x11961,x11962)),x11962)
% 161.92/161.98 [1207]P18(x12072,x12071)+E(f338(x12071,f345(x12072,x12072)),x12071)
% 161.92/161.98 [1208]~P18(x12082,x12081)+E(f2(f37(x12081),x12082),f345(x12082,x12082))
% 161.92/161.98 [1231]~P25(x12312)+E(f339(x12311,f332(x12312,x12311)),f335(x12312,x12311))
% 161.92/161.98 [1232]~P25(x12322)+E(f332(f339(x12321,x12322),x12321),f335(x12322,x12321))
% 161.92/161.98 [1252]~P10(x12521,x12522)+E(f338(x12521,f338(x12521,x12522)),a1)
% 161.92/161.98 [1259]~P32(x12591,x12592)+E(f341(x12591,f338(x12592,x12591)),x12592)
% 161.92/161.98 [1260]~P32(x12601,x12602)+E(f338(x12601,f338(x12601,x12602)),x12601)
% 161.92/161.98 [1262]~P18(x12621,x12622)+E(f341(f345(x12621,x12621),x12622),x12622)
% 161.92/161.98 [1285]E(f346(x12851,x12852),f337(x12852))+~P8(x12852,f325(f325(x12851)))
% 161.92/161.98 [1286]E(f324(x12861,x12862),f342(x12862))+~P8(x12862,f325(f325(x12861)))
% 161.92/161.98 [1298]~P8(x12982,f325(x12981))+E(f343(x12981,f343(x12981,x12982)),x12982)
% 161.92/161.98 [1316]P10(x13161,x13162)+~E(f338(x13161,f338(x13161,x13162)),a1)
% 161.92/161.98 [1325]~P25(x13251)+P32(f331(f335(x13251,x13252)),x13252)
% 161.92/161.98 [1326]~P25(x13262)+P32(f329(f339(x13261,x13262)),x13261)
% 161.92/161.98 [1354]~P25(x13542)+P32(f5(f339(x13541,x13542)),f5(x13542))
% 161.92/161.98 [1355]~P25(x13551)+P32(f331(f335(x13551,x13552)),f331(x13551))
% 161.92/161.98 [1356]~P25(x13561)+P32(f329(f332(x13561,x13562)),f329(x13561))
% 161.92/161.98 [1357]~P25(x13572)+P32(f329(f339(x13571,x13572)),f329(x13572))
% 161.92/161.98 [1369]~P18(x13692,x13691)+~E(f338(x13691,f345(x13692,x13692)),x13691)
% 161.92/161.98 [1383]~P14(x13832)+P14(f338(x13831,f338(x13831,x13832)))
% 161.92/161.98 [1390]~P8(x13902,f325(f325(x13901)))+E(f4(x13901,f4(x13901,x13902)),x13902)
% 161.92/161.98 [1408]P8(f346(x14081,x14082),f325(x14081))+~P8(x14082,f325(f325(x14081)))
% 161.92/161.98 [1409]P8(f324(x14091,x14092),f325(x14091))+~P8(x14092,f325(f325(x14091)))
% 161.92/161.98 [1441]~P8(x14412,f325(f325(x14411)))+P8(f4(x14411,x14412),f325(f325(x14411)))
% 161.92/161.98 [1519]P10(x15191,x15192)+P18(f224(x15191,x15192),f338(x15191,f338(x15191,x15192)))
% 161.92/161.98 [1398]~P25(x13981)+E(f338(f5(x13981),f338(f5(x13981),x13982)),f5(f332(x13981,x13982)))
% 161.92/161.98 [1399]~P25(x13991)+E(f338(f329(x13991),f338(f329(x13991),x13992)),f329(f339(x13992,x13991)))
% 161.92/161.98 [1456]~P25(x14561)+E(f338(x14561,f338(x14561,f3(x14562,x14562))),f335(x14561,x14562))
% 161.92/161.98 [1569]~P25(x15691)+E(f334(x15691,f338(f5(x15691),f338(f5(x15691),x15692))),f334(x15691,x15692))
% 161.92/161.98 [1374]E(x13741,x13742)+~P13(x13743,x13742,x13741)
% 161.92/161.98 [1375]E(x13751,x13752)+~P13(x13752,x13753,x13751)
% 161.92/161.98 [1540]~P34(x15401,x15402,x15403)+P33(x15401,x15402,x15403)
% 161.92/161.98 [1541]~P33(x15411,x15412,x15413)+P34(x15411,x15412,x15413)
% 161.92/161.98 [1153]E(x11531,x11532)+~E(f345(x11533,x11533),f345(x11531,x11532))
% 161.92/161.98 [1154]E(x11541,x11542)+~E(f345(x11541,x11541),f345(x11542,x11543))
% 161.92/161.98 [1317]P18(x13171,x13172)+~P32(f345(x13173,x13171),x13172)
% 161.92/161.98 [1318]P18(x13181,x13182)+~P32(f345(x13181,x13183),x13182)
% 161.92/161.98 [1377]~P32(x13771,x13773)+P32(f3(x13771,x13772),f3(x13773,x13772))
% 161.92/161.98 [1378]~P32(x13782,x13783)+P32(f3(x13781,x13782),f3(x13781,x13783))
% 161.92/161.98 [1379]~P32(x13791,x13793)+P32(f338(x13791,x13792),f338(x13793,x13792))
% 161.92/161.98 [1421]~P18(x14211,f146(x14212,x14213))+P18(x14211,f3(x14212,x14213))
% 161.92/161.98 [1429]~P33(x14291,x14292,x14293)+P32(f5(x14291),x14292)
% 161.92/161.98 [1430]~P33(x14301,x14303,x14302)+P32(f329(x14301),x14302)
% 161.92/161.98 [1470]P34(x14701,x14702,x14703)+~P32(x14701,f3(x14702,x14703))
% 161.92/161.98 [1495]~P34(x14951,x14952,x14953)+P32(x14951,f3(x14952,x14953))
% 161.92/161.98 [1546]~P13(x15463,x15462,x15461)+E(f249(x15461,x15462,x15463),x15462)
% 161.92/161.98 [1547]~P13(x15473,x15472,x15471)+E(f250(x15471,x15472,x15473),x15473)
% 161.92/161.98 [1553]~P34(x15533,x15531,x15532)+E(f333(x15531,x15532,x15533),f5(x15533))
% 161.92/161.98 [1554]~P34(x15543,x15541,x15542)+E(f340(x15541,x15542,x15543),f329(x15543))
% 161.92/161.98 [1632]~P18(x16323,f146(x16321,x16322))+P18(f165(x16321,x16322,x16323),x16321)
% 161.92/161.98 [1654]~P13(x16543,x16542,x16541)+P1(f249(x16541,x16542,x16543))
% 161.92/161.98 [1655]~P13(x16553,x16552,x16551)+P1(f250(x16551,x16552,x16553))
% 161.92/161.98 [1679]~P34(x16793,x16791,x16792)+P8(f333(x16791,x16792,x16793),f325(x16791))
% 161.92/161.98 [1680]~P34(x16803,x16801,x16802)+P8(f340(x16801,x16802,x16803),f325(x16802))
% 161.92/161.98 [1368]~P25(x13682)+E(f339(x13681,f332(x13682,x13683)),f332(f339(x13681,x13682),x13683))
% 161.92/161.98 [1461]P25(x14611)+~E(f142(x14611),f345(f345(x14612,x14613),f345(x14612,x14612)))
% 161.92/161.98 [1469]P25(x14691)+~P8(x14691,f325(f3(x14692,x14693)))
% 161.92/161.98 [1493]~P25(x14931)+P32(f317(f335(x14931,x14932),x14933),f317(x14931,x14933))
% 161.92/161.98 [1592]~P33(x15921,x15922,x15923)+P8(x15921,f325(f3(x15922,x15923)))
% 161.92/161.98 [1612]~P10(x16121,x16122)+~P18(x16123,f338(x16121,f338(x16121,x16122)))
% 161.92/161.98 [1645]~P32(x16451,x16453)+P32(f338(x16451,f338(x16451,x16452)),f338(x16453,f338(x16453,x16452)))
% 161.92/161.98 [1888]~P18(x18883,f146(x18881,x18882))+E(f345(f165(x18881,x18882,x18883),f165(x18881,x18882,x18883)),f166(x18881,x18882,x18883))
% 161.92/161.98 [2166]~P18(x21663,f146(x21661,x21662))+E(f345(f345(f165(x21661,x21662,x21663),f166(x21661,x21662,x21663)),f345(f165(x21661,x21662,x21663),f165(x21661,x21662,x21663))),x21663)
% 161.92/161.98 [1665]E(x16651,x16652)+~E(f345(f345(x16653,x16651),f345(x16653,x16653)),f345(f345(x16654,x16652),f345(x16654,x16654)))
% 161.92/161.98 [1666]E(x16661,x16662)+~E(f345(f345(x16661,x16663),f345(x16661,x16661)),f345(f345(x16662,x16664),f345(x16662,x16662)))
% 161.92/161.98 [1823]P18(x18231,x18232)+~P18(f345(f345(x18233,x18231),f345(x18233,x18233)),f3(x18234,x18232))
% 161.92/161.98 [1825]P18(x18251,x18252)+~P18(f345(f345(x18251,x18253),f345(x18251,x18251)),f3(x18252,x18254))
% 161.92/161.98 [913]P11(a500)+~E(a235,a1)+~E(a237,a1)
% 161.92/161.98 [914]~E(a235,a1)+P11(a500)+P1(a238)
% 161.92/161.98 [932]~E(a237,a1)+P11(a500)+P18(a1,a6)
% 161.92/161.98 [934]P18(a1,a6)+P11(a500)+P1(a238)
% 161.92/161.98 [1003]~E(a237,a1)+P11(a500)+P8(a235,f325(f325(a1)))
% 161.92/161.98 [1009]P11(a500)+P1(a238)+P8(a235,f325(f325(a1)))
% 161.92/161.98 [1315]~E(a235,a1)+P11(a500)+P18(f341(a238,f345(a238,a238)),a6)
% 161.92/161.98 [1370]P18(a1,a6)+P11(a500)+P18(f341(a238,f345(a238,a238)),a6)
% 161.92/161.98 [1413]P11(a500)+P18(f341(a238,f345(a238,a238)),a6)+P8(a235,f325(f325(a1)))
% 161.92/161.98 [1828]~E(a235,a1)+P11(a500)+P8(a237,f325(f325(f341(a238,f345(a238,a238)))))
% 161.92/161.98 [1839]P18(a1,a6)+P11(a500)+P8(a237,f325(f325(f341(a238,f345(a238,a238)))))
% 161.92/161.98 [1857]P11(a500)+P8(a235,f325(f325(a1)))+P8(a237,f325(f325(f341(a238,f345(a238,a238)))))
% 161.92/161.98 [964]~P2(x9641)+~P3(x9641)+P1(x9641)
% 161.92/161.98 [967]~P1(x9671)+~P4(x9671)+P17(x9671)
% 161.92/161.98 [968]~P25(x9681)+~P38(x9681)+P6(x9681)
% 161.92/161.98 [969]~P25(x9691)+~P38(x9691)+P9(x9691)
% 161.92/161.98 [970]~P25(x9701)+~P38(x9701)+P31(x9701)
% 161.92/161.98 [971]~P25(x9711)+~P38(x9711)+P37(x9711)
% 161.92/161.98 [972]~P25(x9721)+~P38(x9721)+P26(x9721)
% 161.92/161.98 [936]~P25(x9361)+E(x9361,a1)+~E(f5(x9361),a1)
% 161.92/161.98 [937]~P25(x9371)+E(x9371,a1)+~E(f329(x9371),a1)
% 161.92/161.98 [960]~P25(x9601)+~E(f329(x9601),a1)+E(f5(x9601),a1)
% 161.92/161.98 [961]~P25(x9611)+~E(f5(x9611),a1)+E(f329(x9611),a1)
% 161.92/161.98 [962]~P25(x9621)+P37(x9621)+~E(f243(x9621),a1)
% 161.92/161.98 [973]P4(x9731)+P16(f213(x9731))+E(f212(x9731),a1)
% 161.92/161.98 [974]P4(x9741)+P25(f213(x9741))+E(f212(x9741),a1)
% 161.92/161.98 [983]~P1(x9831)+P5(x9831)+P1(f214(x9831))
% 161.92/161.98 [984]~P1(x9841)+P5(x9841)+P1(f221(x9841))
% 161.92/161.98 [991]~P25(x9911)+P6(x9911)+~E(f8(x9911),f9(x9911))
% 161.92/161.98 [992]~P25(x9921)+P9(x9921)+~E(f10(x9921),f11(x9921))
% 161.92/161.98 [993]~P16(x9931)+~P25(x9931)+P16(f315(x9931))
% 161.92/161.98 [994]~P16(x9941)+~P25(x9941)+P25(f315(x9941))
% 161.92/161.98 [1005]~P25(x10051)+P4(x10051)+~P4(f5(x10051))
% 161.92/161.98 [1006]~P25(x10061)+P4(x10061)+~P4(f329(x10061))
% 161.92/161.98 [1025]~P1(x10251)+P5(x10251)+P18(f214(x10251),x10251)
% 161.92/161.98 [1038]~P25(x10381)+~P6(x10381)+P19(x10381,f331(x10381))
% 161.92/161.98 [1039]~P25(x10391)+~P9(x10391)+P20(x10391,f331(x10391))
% 161.92/161.98 [1040]~P25(x10401)+~P31(x10401)+P21(x10401,f331(x10401))
% 161.92/161.98 [1041]~P25(x10411)+~P26(x10411)+P22(x10411,f331(x10411))
% 161.92/161.98 [1042]~P25(x10421)+~P37(x10421)+P23(x10421,f331(x10421))
% 161.92/161.98 [1043]~P25(x10431)+~P38(x10431)+P36(x10431,f331(x10431))
% 161.92/161.98 [1044]P4(x10441)+P18(f212(x10441),x10441)+P16(f213(x10441))
% 161.92/161.98 [1045]P4(x10451)+P18(f212(x10451),x10451)+P25(f213(x10451))
% 161.92/161.98 [1073]~P25(x10731)+P9(x10731)+P18(f11(x10731),f331(x10731))
% 161.92/161.98 [1074]~P25(x10741)+P9(x10741)+P18(f10(x10741),f331(x10741))
% 161.92/161.98 [1075]~P25(x10751)+P37(x10751)+P32(f243(x10751),f331(x10751))
% 161.92/161.98 [1076]~P25(x10761)+P26(x10761)+P18(f316(x10761),f331(x10761))
% 161.92/161.98 [1106]~P25(x11061)+P6(x11061)+~P19(x11061,f331(x11061))
% 161.92/161.98 [1107]~P25(x11071)+P9(x11071)+~P20(x11071,f331(x11071))
% 161.92/161.98 [1108]~P25(x11081)+P31(x11081)+~P21(x11081,f331(x11081))
% 161.92/161.98 [1109]~P25(x11091)+P37(x11091)+~P23(x11091,f331(x11091))
% 161.92/161.98 [1110]~P25(x11101)+P38(x11101)+~P36(x11101,f331(x11101))
% 161.92/161.98 [1111]~P25(x11111)+P26(x11111)+~P22(x11111,f331(x11111))
% 161.92/161.98 [1112]P18(f178(x11121),x11121)+~E(f179(x11121),f180(x11121))+P16(f177(x11121))
% 161.92/161.98 [1113]P18(f178(x11131),x11131)+~E(f179(x11131),f180(x11131))+P25(f177(x11131))
% 161.92/161.98 [1178]P18(f181(x11781),x11781)+P18(f178(x11781),x11781)+P16(f177(x11781))
% 161.92/161.98 [1179]P18(f181(x11791),x11791)+P18(f178(x11791),x11791)+P25(f177(x11791))
% 161.92/161.98 [1194]P1(x11941)+~P32(f215(x11941),x11941)+~P1(f215(x11941))
% 161.92/161.98 [975]P4(x9751)+E(f5(f213(x9751)),x9751)+E(f212(x9751),a1)
% 161.92/161.98 [1048]P4(x10481)+P18(f212(x10481),x10481)+E(f5(f213(x10481)),x10481)
% 161.92/161.98 [1142]P18(f178(x11421),x11421)+~E(f179(x11421),f180(x11421))+E(f5(f177(x11421)),x11421)
% 161.92/161.98 [1184]P18(f181(x11841),x11841)+P18(f178(x11841),x11841)+E(f5(f177(x11841)),x11841)
% 161.92/161.98 [1235]P18(f178(x12351),x12351)+P16(f177(x12351))+E(f345(f181(x12351),f181(x12351)),f180(x12351))
% 161.92/161.98 [1236]P18(f178(x12361),x12361)+P25(f177(x12361))+E(f345(f181(x12361),f181(x12361)),f180(x12361))
% 161.92/161.98 [1237]P18(f178(x12371),x12371)+P16(f177(x12371))+E(f345(f181(x12371),f181(x12371)),f179(x12371))
% 161.92/161.98 [1238]P18(f178(x12381),x12381)+P25(f177(x12381))+E(f345(f181(x12381),f181(x12381)),f179(x12381))
% 161.92/161.98 [1250]P18(f178(x12501),x12501)+E(f345(f181(x12501),f181(x12501)),f180(x12501))+E(f5(f177(x12501)),x12501)
% 161.92/161.98 [1251]P18(f178(x12511),x12511)+E(f345(f181(x12511),f181(x12511)),f179(x12511))+E(f5(f177(x12511)),x12511)
% 161.92/161.98 [1405]~P1(x14051)+~P17(x14051)+P17(f341(x14051,f345(x14051,x14051)))
% 161.92/161.98 [1342]P5(x13421)+~P1(x13421)+E(f341(f221(x13421),f345(f221(x13421),f221(x13421))),x13421)
% 161.92/161.98 [1749]~P25(x17491)+E(x17491,a1)+P18(f345(f345(f229(x17491),f230(x17491)),f345(f229(x17491),f229(x17491))),x17491)
% 161.92/161.98 [1754]~P1(x17541)+P5(x17541)+~P18(f341(f214(x17541),f345(f214(x17541),f214(x17541))),x17541)
% 161.92/161.98 [1755]~P25(x17551)+P6(x17551)+P18(f345(f345(f9(x17551),f8(x17551)),f345(f9(x17551),f9(x17551))),x17551)
% 161.92/161.98 [1756]~P25(x17561)+P6(x17561)+P18(f345(f345(f8(x17561),f9(x17561)),f345(f8(x17561),f8(x17561))),x17561)
% 161.92/161.98 [1757]~P25(x17571)+P31(x17571)+P18(f345(f345(f319(x17571),f320(x17571)),f345(f319(x17571),f319(x17571))),x17571)
% 161.92/161.98 [1758]~P25(x17581)+P31(x17581)+P18(f345(f345(f320(x17581),f321(x17581)),f345(f320(x17581),f320(x17581))),x17581)
% 161.92/161.98 [1912]~P25(x19121)+P9(x19121)+~P18(f345(f345(f11(x19121),f10(x19121)),f345(f11(x19121),f11(x19121))),x19121)
% 161.92/161.98 [1913]~P25(x19131)+P9(x19131)+~P18(f345(f345(f10(x19131),f11(x19131)),f345(f10(x19131),f10(x19131))),x19131)
% 161.92/161.98 [1914]~P25(x19141)+P31(x19141)+~P18(f345(f345(f319(x19141),f321(x19141)),f345(f319(x19141),f319(x19141))),x19141)
% 161.92/161.98 [1915]~P25(x19151)+P26(x19151)+~P18(f345(f345(f316(x19151),f316(x19151)),f345(f316(x19151),f316(x19151))),x19151)
% 161.92/161.98 [938]~P4(x9382)+~P4(x9381)+E(x9381,x9382)
% 161.92/161.98 [1007]~P4(x10072)+~P4(x10071)+P8(x10071,x10072)
% 161.92/161.98 [1008]~P1(x10081)+P29(x10081,x10081)+~P1(x10082)
% 161.92/161.98 [1027]~P18(x10271,x10272)+P1(x10271)+~P1(x10272)
% 161.92/161.98 [1028]~P8(x10281,x10282)+P1(x10281)+~P1(x10282)
% 161.92/161.98 [1029]~P8(x10291,x10292)+P2(x10291)+~P1(x10292)
% 161.92/161.98 [1030]~P8(x10301,x10302)+P3(x10301)+~P1(x10302)
% 161.92/161.98 [1031]~P8(x10311,x10312)+P4(x10311)+~P4(x10312)
% 161.92/161.98 [1032]~P32(x10321,x10322)+P14(x10321)+~P14(x10322)
% 161.92/161.98 [1033]~P12(x10331,x10332)+P6(x10331)+~P6(x10332)
% 161.92/161.98 [1034]~P12(x10341,x10342)+P9(x10341)+~P9(x10342)
% 161.92/161.98 [1035]~P12(x10351,x10352)+P31(x10351)+~P31(x10352)
% 161.92/161.98 [1036]~P12(x10361,x10362)+P37(x10361)+~P37(x10362)
% 161.92/161.98 [1037]~P12(x10371,x10372)+P26(x10371)+~P26(x10372)
% 161.92/161.98 [1077]P28(x10771,x10772)+~P32(x10771,x10772)+E(x10771,x10772)
% 161.92/161.98 [1090]~P8(x10902,x10901)+P4(x10901)+P18(x10902,x10901)
% 161.92/161.98 [1115]~P2(x11152)+~P18(x11151,x11152)+P32(x11151,x11152)
% 161.92/161.98 [1116]~P25(x11161)+~P36(x11161,x11162)+P19(x11161,x11162)
% 161.92/161.98 [1117]~P25(x11171)+~P36(x11171,x11172)+P20(x11171,x11172)
% 161.92/161.98 [1118]~P25(x11181)+~P36(x11181,x11182)+P21(x11181,x11182)
% 161.92/161.98 [1119]~P25(x11191)+~P36(x11191,x11192)+P22(x11191,x11192)
% 161.92/161.98 [1120]~P25(x11201)+~P36(x11201,x11202)+P23(x11201,x11202)
% 161.92/161.98 [1162]~P32(x11622,x11621)+~P32(x11621,x11622)+E(x11621,x11622)
% 161.92/161.98 [918]~E(x9182,a1)+~E(x9181,a1)+E(x9181,f342(x9182))
% 161.92/161.98 [929]~E(x9291,f342(x9292))+E(x9291,a1)+~E(x9292,a1)
% 161.92/161.98 [976]~P25(x9761)+~E(x9761,f323(x9762))+E(f331(x9761),x9762)
% 161.92/161.98 [1066]P1(x10661)+~P18(x10661,f138(x10662))+E(a132,a137)
% 161.92/161.98 [1067]P1(x10671)+~P18(x10671,f138(x10672))+E(a139,a132)
% 161.92/161.98 [1070]P1(x10701)+~P18(x10701,f138(x10702))+~E(a139,a137)
% 161.92/161.98 [1078]P1(x10781)+~P18(x10781,f138(x10782))+P1(a137)
% 161.92/161.98 [1079]P1(x10791)+~P18(x10791,f138(x10792))+P1(a139)
% 161.92/161.98 [1080]~P18(x10802,x10801)+~P1(x10802)+P1(f54(x10801))
% 161.92/161.98 [1105]P14(x11051)+~P14(x11052)+~P8(x11051,f325(x11052))
% 161.92/161.98 [1114]~P25(x11141)+P23(x11141,x11142)+~E(f273(x11141,x11142),a1)
% 161.92/161.98 [1122]~P4(x11222)+~P25(x11221)+P4(f328(x11221,x11222))
% 161.92/161.98 [1123]~P4(x11231)+~P25(x11232)+P4(f328(x11231,x11232))
% 161.92/161.98 [1124]~P14(x11242)+~P14(x11241)+P14(f341(x11241,x11242))
% 161.92/161.98 [1125]~P16(x11251)+~P25(x11251)+P16(f332(x11251,x11252))
% 161.92/161.98 [1126]~P16(x11262)+~P25(x11262)+P16(f339(x11261,x11262))
% 161.92/161.98 [1127]~P25(x11272)+~P25(x11271)+P25(f341(x11271,x11272))
% 161.92/161.98 [1131]~P25(x11312)+~P25(x11311)+P25(f338(x11311,x11312))
% 161.92/161.98 [1132]~P4(x11322)+~P25(x11321)+P25(f328(x11321,x11322))
% 161.92/161.98 [1133]~P4(x11331)+~P25(x11332)+P25(f328(x11331,x11332))
% 161.92/161.98 [1134]~P25(x11342)+~P25(x11341)+P25(f328(x11341,x11342))
% 161.92/161.98 [1135]~P25(x11351)+~P6(x11351)+P6(f335(x11351,x11352))
% 161.92/161.98 [1136]~P25(x11361)+~P9(x11361)+P9(f335(x11361,x11362))
% 161.92/161.98 [1137]~P25(x11371)+~P31(x11371)+P31(f335(x11371,x11372))
% 161.92/161.98 [1138]~P25(x11381)+~P37(x11381)+P37(f335(x11381,x11382))
% 161.92/161.98 [1139]~P25(x11391)+~P38(x11391)+P38(f335(x11391,x11392))
% 161.92/161.98 [1140]~P25(x11401)+~P26(x11401)+P26(f335(x11401,x11402))
% 161.92/161.98 [1141]~P25(x11411)+~P30(x11411)+P30(f332(x11411,x11412))
% 161.92/161.98 [1163]E(a132,a137)+~P18(x11632,f138(x11631))+E(f140(x11631,x11632),x11632)
% 161.92/161.98 [1164]E(a139,a132)+~P18(x11642,f138(x11641))+E(f140(x11641,x11642),x11642)
% 161.92/161.98 [1165]~P18(x11652,f138(x11651))+E(f140(x11651,x11652),x11652)+~E(a139,a137)
% 161.92/161.98 [1168]~P1(x11681)+~P18(x11681,x11682)+P18(x11681,f143(x11682))
% 161.92/161.98 [1169]~P18(x11692,x11691)+~P1(x11692)+P18(f54(x11691),x11691)
% 161.92/161.98 [1170]~P18(x11702,f138(x11701))+E(f140(x11701,x11702),x11702)+P1(a137)
% 161.92/161.98 [1171]~P18(x11712,f138(x11711))+E(f140(x11711,x11712),x11712)+P1(a139)
% 161.92/161.98 [1198]~P1(x11981)+~P18(x11982,f145(x11981))+E(f144(x11981,x11982),x11982)
% 161.92/161.98 [1209]P4(x12091)+P4(x12092)+~P4(f3(x12092,x12091))
% 161.92/161.98 [1222]~P25(x12221)+~P36(x12221,x12222)+P38(f335(x12221,x12222))
% 161.92/161.98 [1240]~P25(x12401)+P19(x12401,x12402)+P18(f280(x12401,x12402),x12402)
% 161.92/161.98 [1241]~P25(x12411)+P19(x12411,x12412)+P18(f286(x12411,x12412),x12412)
% 161.92/161.98 [1242]~P25(x12421)+P20(x12421,x12422)+P18(f295(x12421,x12422),x12422)
% 161.92/161.98 [1243]~P25(x12431)+P20(x12431,x12432)+P18(f299(x12431,x12432),x12432)
% 161.92/161.98 [1244]~P25(x12441)+P21(x12441,x12442)+P18(f305(x12441,x12442),x12442)
% 161.92/161.98 [1245]~P25(x12451)+P21(x12451,x12452)+P18(f310(x12451,x12452),x12452)
% 161.92/161.98 [1246]~P25(x12461)+P21(x12461,x12462)+P18(f311(x12461,x12462),x12462)
% 161.92/161.98 [1247]~P25(x12471)+P22(x12471,x12472)+P18(f201(x12471,x12472),x12472)
% 161.92/161.98 [1248]~P25(x12481)+P23(x12481,x12482)+P32(f273(x12481,x12482),x12482)
% 161.92/161.98 [1267]~P25(x12671)+P19(x12671,x12672)+~E(f286(x12671,x12672),f280(x12671,x12672))
% 161.92/161.98 [1268]~P25(x12681)+P20(x12681,x12682)+~E(f299(x12681,x12682),f295(x12681,x12682))
% 161.92/161.98 [1288]~P1(x12881)+~P18(x12882,f145(x12881))+P1(f144(x12881,x12882))
% 161.92/161.98 [1295]E(f247(x12952,x12951),x12952)+P18(f247(x12952,x12951),x12951)+E(x12951,f345(x12952,x12952))
% 161.92/161.98 [1299]E(a132,a137)+~P18(x12992,f138(x12991))+P18(f140(x12991,x12992),x12991)
% 161.92/161.98 [1300]E(a139,a132)+~P18(x13002,f138(x13001))+P18(f140(x13001,x13002),x13001)
% 161.92/161.98 [1301]P18(x13011,f200(x13012))+P7(x13011,f200(x13012))+~P32(x13011,f200(x13012))
% 161.92/161.98 [1302]P18(x13021,f211(x13022))+P7(x13021,f211(x13022))+~P32(x13021,f211(x13022))
% 161.92/161.98 [1303]~E(a139,a137)+~P18(x13032,f138(x13031))+P18(f140(x13031,x13032),x13031)
% 161.92/161.98 [1311]~P18(x13112,f138(x13111))+P18(f140(x13111,x13112),x13111)+P1(a137)
% 161.92/161.98 [1312]~P18(x13122,f138(x13121))+P18(f140(x13121,x13122),x13121)+P1(a139)
% 161.92/161.98 [1329]E(x13291,f345(x13292,x13292))+~P32(x13291,f345(x13292,x13292))+E(x13291,a1)
% 161.92/161.98 [1340]E(x13401,x13402)+P18(f216(x13401,x13402),x13402)+P18(f216(x13401,x13402),x13401)
% 161.92/161.98 [1360]~E(f57(x13601),f58(x13601))+~P18(x13602,f56(x13601))+P18(f94(x13601,x13602),x13601)
% 161.92/161.98 [1361]P18(f256(x13612,x13611),x13611)+P32(f256(x13612,x13611),x13612)+E(x13611,f325(x13612))
% 161.92/161.98 [1362]P18(f287(x13622,x13621),x13621)+P18(f289(x13622,x13621),x13622)+E(x13621,f337(x13622))
% 161.92/161.98 [1394]~P18(x13942,f56(x13941))+P18(f59(x13941),x13941)+P18(f94(x13941,x13942),x13941)
% 161.92/161.98 [1418]~E(f247(x14182,x14181),x14182)+~P18(f247(x14182,x14181),x14181)+E(x14181,f345(x14182,x14182))
% 161.92/161.98 [1454]P18(f287(x14542,x14541),x14541)+P18(f287(x14542,x14541),f289(x14542,x14541))+E(x14541,f337(x14542))
% 161.92/161.98 [1505]E(x15051,x15052)+~P18(f216(x15051,x15052),x15052)+~P18(f216(x15051,x15052),x15051)
% 161.92/161.98 [1517]~P18(f256(x15172,x15171),x15171)+~P32(f256(x15172,x15171),x15172)+E(x15171,f325(x15172))
% 161.92/161.98 [1230]~P25(x12301)+~P36(x12301,x12302)+E(f331(f335(x12301,x12302)),x12302)
% 161.92/161.98 [1265]~P25(x12652)+~P25(x12651)+E(f329(f328(x12651,x12652)),f334(x12652,f329(x12651)))
% 161.92/161.98 [1270]~E(f179(x12701),f180(x12701))+~E(x12702,f345(f178(x12701),f178(x12701)))+P16(f177(x12701))
% 161.92/161.98 [1271]~E(f179(x12711),f180(x12711))+~E(x12712,f345(f178(x12711),f178(x12711)))+P25(f177(x12711))
% 161.92/161.98 [1272]~E(f179(x12721),f180(x12721))+E(f5(f177(x12721)),x12721)+~E(x12722,f345(f178(x12721),f178(x12721)))
% 161.92/161.98 [1304]P18(f181(x13041),x13041)+~E(x13042,f345(f178(x13041),f178(x13041)))+P16(f177(x13041))
% 161.92/161.98 [1305]P18(f181(x13051),x13051)+~E(x13052,f345(f178(x13051),f178(x13051)))+P25(f177(x13051))
% 161.92/161.98 [1306]P18(f181(x13061),x13061)+E(f5(f177(x13061)),x13061)+~E(x13062,f345(f178(x13061),f178(x13061)))
% 161.92/161.98 [1313]E(x13131,a1)+~P8(x13131,f325(f325(x13132)))+~E(f4(x13132,x13131),a1)
% 161.92/161.98 [1346]P16(f177(x13461))+E(f345(f181(x13461),f181(x13461)),f180(x13461))+~E(x13462,f345(f178(x13461),f178(x13461)))
% 161.92/161.98 [1347]P25(f177(x13471))+E(f345(f181(x13471),f181(x13471)),f180(x13471))+~E(x13472,f345(f178(x13471),f178(x13471)))
% 161.92/161.98 [1348]P16(f177(x13481))+E(f345(f181(x13481),f181(x13481)),f179(x13481))+~E(x13482,f345(f178(x13481),f178(x13481)))
% 161.92/161.98 [1349]P25(f177(x13491))+E(f345(f181(x13491),f181(x13491)),f179(x13491))+~E(x13492,f345(f178(x13491),f178(x13491)))
% 161.92/161.98 [1351]E(f345(f181(x13511),f181(x13511)),f180(x13511))+E(f5(f177(x13511)),x13511)+~E(x13512,f345(f178(x13511),f178(x13511)))
% 161.92/161.98 [1352]E(f345(f181(x13521),f181(x13521)),f179(x13521))+E(f5(f177(x13521)),x13521)+~E(x13522,f345(f178(x13521),f178(x13521)))
% 161.92/161.98 [1391]~P25(x13912)+~P25(x13911)+P32(f5(f328(x13911,x13912)),f5(x13911))
% 161.92/161.98 [1392]~P25(x13922)+~P25(x13921)+P32(f329(f328(x13921,x13922)),f329(x13922))
% 161.92/161.98 [1404]~P25(x14042)+~P25(x14041)+P25(f338(x14041,f338(x14041,x14042)))
% 161.92/161.98 [1419]~P18(x14192,f56(x14191))+P18(f94(x14191,x14192),x14191)+E(f345(f59(x14191),f59(x14191)),f58(x14191))
% 161.92/161.98 [1420]~P18(x14202,f56(x14201))+P18(f94(x14201,x14202),x14201)+E(f345(f59(x14201),f59(x14201)),f57(x14201))
% 161.92/161.98 [1427]~P16(x14271)+~P25(x14271)+P32(f334(x14271,f336(x14271,x14272)),x14272)
% 161.92/161.98 [1455]~E(f57(x14551),f58(x14551))+~P18(x14552,f56(x14551))+E(f345(f94(x14551,x14552),f94(x14551,x14552)),x14552)
% 161.92/161.98 [1474]P18(f59(x14741),x14741)+~P18(x14742,f56(x14741))+E(f345(f94(x14741,x14742),f94(x14741,x14742)),x14742)
% 161.92/161.98 [1509]~P18(x15092,f56(x15091))+E(f345(f59(x15091),f59(x15091)),f58(x15091))+E(f345(f94(x15091,x15092),f94(x15091,x15092)),x15092)
% 161.92/161.98 [1510]~P18(x15102,f56(x15101))+E(f345(f59(x15101),f59(x15101)),f57(x15101))+E(f345(f94(x15101,x15102),f94(x15101,x15102)),x15102)
% 161.92/161.98 [1513]~P1(x15132)+~P18(x15131,f145(x15132))+P18(x15131,f341(x15132,f345(x15132,x15132)))
% 161.92/161.98 [1514]~P25(x15142)+~P32(x15141,f5(x15142))+P32(x15141,f336(x15142,f334(x15142,x15141)))
% 161.92/161.98 [1618]E(x16181,a1)+~P8(x16181,f325(f325(x16182)))+E(f344(x16182,x16182,f324(x16182,x16181)),f346(x16182,f4(x16182,x16181)))
% 161.92/161.98 [1619]E(x16191,a1)+~P8(x16191,f325(f325(x16192)))+E(f344(x16192,x16192,f346(x16192,x16191)),f324(x16192,f4(x16192,x16191)))
% 161.92/161.98 [1856]~P25(x18561)+~P18(x18562,x18561)+E(f345(f345(f174(x18561,x18562),f192(x18561,x18562)),f345(f174(x18561,x18562),f174(x18561,x18562))),x18562)
% 161.92/161.98 [1988]~P25(x19881)+P19(x19881,x19882)+P18(f345(f345(f280(x19881,x19882),f286(x19881,x19882)),f345(f280(x19881,x19882),f280(x19881,x19882))),x19881)
% 161.92/161.98 [1989]~P25(x19891)+P19(x19891,x19892)+P18(f345(f345(f286(x19891,x19892),f280(x19891,x19892)),f345(f286(x19891,x19892),f286(x19891,x19892))),x19891)
% 161.92/161.98 [1990]~P25(x19901)+P21(x19901,x19902)+P18(f345(f345(f305(x19901,x19902),f310(x19901,x19902)),f345(f305(x19901,x19902),f305(x19901,x19902))),x19901)
% 161.92/161.98 [1991]~P25(x19911)+P21(x19911,x19912)+P18(f345(f345(f310(x19911,x19912),f311(x19911,x19912)),f345(f310(x19911,x19912),f310(x19911,x19912))),x19911)
% 161.92/161.98 [2152]~P25(x21521)+P20(x21521,x21522)+~P18(f345(f345(f295(x21521,x21522),f299(x21521,x21522)),f345(f295(x21521,x21522),f295(x21521,x21522))),x21521)
% 161.92/161.98 [2153]~P25(x21531)+P20(x21531,x21532)+~P18(f345(f345(f299(x21531,x21532),f295(x21531,x21532)),f345(f299(x21531,x21532),f299(x21531,x21532))),x21531)
% 161.92/161.98 [2154]~P25(x21541)+P21(x21541,x21542)+~P18(f345(f345(f305(x21541,x21542),f311(x21541,x21542)),f345(f305(x21541,x21542),f305(x21541,x21542))),x21541)
% 161.92/161.98 [2155]~P25(x21551)+P22(x21551,x21552)+~P18(f345(f345(f201(x21551,x21552),f201(x21551,x21552)),f345(f201(x21551,x21552),f201(x21551,x21552))),x21551)
% 161.92/161.98 [1219]~P32(x12193,x12192)+P18(x12191,x12192)+~P18(x12191,x12193)
% 161.92/161.98 [1220]~P32(x12201,x12203)+P32(x12201,x12202)+~P32(x12203,x12202)
% 161.92/161.98 [1221]~P10(x12213,x12212)+P10(x12211,x12212)+~P32(x12211,x12213)
% 161.92/161.98 [1275]~P18(x12752,x12753)+~P18(x12751,x12752)+~P18(x12753,x12751)
% 161.92/161.98 [1276]~P10(x12763,x12762)+~P18(x12761,x12762)+~P18(x12761,x12763)
% 161.92/161.98 [1146]~P32(x11461,x11463)+P18(x11461,x11462)+~E(x11462,f325(x11463))
% 161.92/161.98 [1147]~P18(x11471,x11473)+P32(x11471,x11472)+~E(x11473,f325(x11472))
% 161.92/161.98 [1167]~P18(x11671,x11673)+E(x11671,x11672)+~E(x11673,f345(x11672,x11672))
% 161.92/161.98 [1249]~P4(x12491)+~P18(x12492,x12493)+~P8(x12493,f325(x12491))
% 161.92/161.98 [1283]P18(x12831,x12832)+~P18(x12831,x12833)+~P8(x12833,f325(x12832))
% 161.92/161.98 [1284]P8(x12841,x12842)+~P18(x12841,x12843)+~P8(x12843,f325(x12842))
% 161.92/161.98 [1307]~P32(x13071,x13073)+P18(x13071,f200(x13072))+~P18(x13073,f200(x13072))
% 161.92/161.98 [1308]~P32(x13081,x13083)+P18(x13081,f211(x13082))+~P18(x13083,f211(x13082))
% 161.92/161.98 [1353]~P25(x13532)+P18(x13531,x13532)+~P18(x13531,f335(x13532,x13533))
% 161.92/161.98 [1358]~P18(x13582,x13583)+~P18(x13581,x13583)+P32(f345(x13581,x13582),x13583)
% 161.92/161.98 [1359]~P32(x13592,x13593)+~P32(x13591,x13593)+P32(f341(x13591,x13592),x13593)
% 161.92/161.98 [1397]~P32(x13971,x13973)+~P18(x13973,f211(x13972))+P18(x13971,f236(x13972,x13973))
% 161.92/161.98 [1400]~P25(x14001)+~P32(x14002,x14003)+P32(f336(x14001,x14002),f336(x14001,x14003))
% 161.92/161.98 [1440]~P18(x14401,x14402)+~P18(x14403,x14402)+~P18(x14403,f222(x14401,x14402))
% 161.92/161.98 [1448]~P25(x14483)+~P18(x14481,f335(x14483,x14482))+P18(x14481,f3(x14482,x14482))
% 161.92/161.98 [1471]~P18(x14711,x14712)+~P18(x14711,f343(x14713,x14712))+~P8(x14712,f325(x14713))
% 161.92/161.98 [1494]~P1(x14942)+~P18(x14943,f184(x14941,x14942))+E(f183(x14941,x14942,x14943),x14943)
% 161.92/161.98 [1499]~P18(x14993,f98(x14991,x14992))+E(f95(x14991),f96(x14991))+E(f97(x14991,x14992,x14993),x14993)
% 161.92/161.98 [1500]~P18(x15003,f98(x15001,x15002))+E(f99(x15001),f95(x15001))+E(f97(x15001,x15002,x15003),x15003)
% 161.92/161.98 [1516]~E(f99(x15161),f96(x15161))+~P18(x15163,f98(x15161,x15162))+E(f97(x15161,x15162,x15163),x15163)
% 161.92/161.98 [1522]~P8(x15223,f325(x15221))+~P8(x15222,f325(x15221))+E(f344(x15221,x15222,x15223),f338(x15222,x15223))
% 161.92/161.98 [1537]P18(f100(x15371),x15371)+~P18(x15373,f98(x15371,x15372))+E(f97(x15371,x15372,x15373),x15373)
% 161.92/161.98 [1538]P18(f101(x15381),x15381)+~P18(x15383,f98(x15381,x15382))+E(f97(x15381,x15382,x15383),x15383)
% 161.92/161.98 [1575]~P18(x15751,x15753)+~E(x15753,f337(x15752))+P18(x15751,f288(x15752,x15753,x15751))
% 161.92/161.98 [1576]~P18(x15763,x15762)+~E(x15762,f337(x15761))+P18(f288(x15761,x15762,x15763),x15761)
% 161.92/161.98 [1627]~P1(x16272)+~P18(x16273,f184(x16271,x16272))+P1(f183(x16271,x16272,x16273))
% 161.92/161.98 [1641]~P1(x16412)+~P18(x16413,f184(x16411,x16412))+P18(f183(x16411,x16412,x16413),x16411)
% 161.92/161.98 [1642]~P25(x16423)+~P18(x16421,f334(x16423,x16422))+P18(f203(x16421,x16422,x16423),x16422)
% 161.92/161.98 [1643]~P25(x16433)+~P18(x16431,f336(x16433,x16432))+P18(f204(x16431,x16432,x16433),x16432)
% 161.92/161.98 [1644]~P8(x16443,f325(x16441))+~P8(x16442,f325(x16441))+P8(f344(x16441,x16442,x16443),f325(x16441))
% 161.92/161.98 [1646]~P18(x16463,f98(x16461,x16462))+E(f95(x16461),f96(x16461))+P18(f106(x16461,x16462,x16463),x16461)
% 161.92/161.98 [1647]~P18(x16473,f98(x16471,x16472))+E(f99(x16471),f95(x16471))+P18(f106(x16471,x16472,x16473),x16471)
% 161.92/161.98 [1656]~E(f99(x16561),f96(x16561))+~P18(x16563,f98(x16561,x16562))+P18(f106(x16561,x16562,x16563),x16561)
% 161.92/161.98 [1657]~P25(x16573)+~P18(x16571,f334(x16573,x16572))+P18(f203(x16571,x16572,x16573),f5(x16573))
% 161.92/161.98 [1658]~P25(x16583)+~P18(x16581,f336(x16583,x16582))+P18(f204(x16581,x16582,x16583),f329(x16583))
% 161.92/161.98 [1660]~P18(x16603,f98(x16601,x16602))+P18(f100(x16601),x16601)+P18(f106(x16601,x16602,x16603),x16601)
% 161.92/161.98 [1661]~P18(x16613,f98(x16611,x16612))+P18(f101(x16611),x16611)+P18(f106(x16611,x16612,x16613),x16611)
% 161.92/161.98 [1690]~P18(x16903,f98(x16901,x16902))+E(f95(x16901),f96(x16901))+P18(f97(x16901,x16902,x16903),f3(x16901,x16902))
% 161.92/161.98 [1691]~P18(x16913,f98(x16911,x16912))+E(f99(x16911),f95(x16911))+P18(f97(x16911,x16912,x16913),f3(x16911,x16912))
% 161.92/161.98 [1707]~E(f99(x17071),f96(x17071))+~P18(x17073,f98(x17071,x17072))+P18(f97(x17071,x17072,x17073),f3(x17071,x17072))
% 161.92/161.98 [1727]~P18(x17273,f98(x17271,x17272))+P18(f100(x17271),x17271)+P18(f97(x17271,x17272,x17273),f3(x17271,x17272))
% 161.92/161.98 [1728]~P18(x17283,f98(x17281,x17282))+P18(f101(x17281),x17281)+P18(f97(x17281,x17282,x17283),f3(x17281,x17282))
% 161.92/161.98 [1768]P18(f264(x17682,x17683,x17681),x17681)+P18(f268(x17682,x17683,x17681),x17682)+E(x17681,f3(x17682,x17683))
% 161.92/161.98 [1769]P18(f264(x17692,x17693,x17691),x17691)+P18(f269(x17692,x17693,x17691),x17693)+E(x17691,f3(x17692,x17693))
% 161.92/161.98 [1770]P18(f292(x17702,x17703,x17701),x17701)+P18(f292(x17702,x17703,x17701),x17702)+E(x17701,f338(x17702,x17703))
% 161.92/161.98 [1790]~P33(x17903,x17901,x17902)+P18(f205(x17902,x17901,x17903),x17901)+E(f333(x17901,x17902,x17903),x17901)
% 161.92/161.98 [1791]~P33(x17913,x17911,x17912)+P18(f207(x17911,x17912,x17913),x17912)+E(f340(x17911,x17912,x17913),x17912)
% 161.92/161.98 [1837]~E(f260(x18372,x18373,x18371),x18373)+~P18(f260(x18372,x18373,x18371),x18371)+E(x18371,f345(x18372,x18373))
% 161.92/161.98 [1838]~E(f260(x18382,x18383,x18381),x18382)+~P18(f260(x18382,x18383,x18381),x18381)+E(x18381,f345(x18382,x18383))
% 161.92/161.98 [1877]P18(f292(x18772,x18773,x18771),x18771)+~P18(f292(x18772,x18773,x18771),x18773)+E(x18771,f338(x18772,x18773))
% 161.92/161.98 [1918]~P18(f265(x19182,x19183,x19181),x19181)+~P18(f265(x19182,x19183,x19181),x19183)+E(x19181,f341(x19182,x19183))
% 161.92/161.98 [1919]~P18(f265(x19192,x19193,x19191),x19191)+~P18(f265(x19192,x19193,x19191),x19192)+E(x19191,f341(x19192,x19193))
% 161.92/161.98 [1507]~P32(x15072,x15073)+P18(x15071,x15072)+P32(x15072,f338(x15073,f345(x15071,x15071)))
% 161.92/161.98 [1530]P18(x15301,x15302)+~P25(x15303)+~P18(x15301,f5(f332(x15303,x15302)))
% 161.92/161.98 [1531]P18(x15311,x15312)+~P25(x15313)+~P18(x15311,f331(f335(x15313,x15312)))
% 161.92/161.98 [1532]P18(x15321,x15322)+~P25(x15323)+~P18(x15321,f329(f339(x15322,x15323)))
% 161.92/161.98 [1536]~P32(x15361,x15363)+~P32(x15361,x15362)+P32(x15361,f338(x15362,f338(x15362,x15363)))
% 161.92/161.98 [1543]~P25(x15432)+P18(x15431,f5(x15432))+~P18(x15431,f5(f332(x15432,x15433)))
% 161.92/161.98 [1544]~P25(x15442)+P18(x15441,f331(x15442))+~P18(x15441,f331(f335(x15442,x15443)))
% 161.92/161.98 [1545]~P25(x15452)+P18(x15451,f329(x15452))+~P18(x15451,f329(f339(x15453,x15452)))
% 161.92/161.98 [1567]~P18(x15673,f98(x15671,x15672))+E(f97(x15671,x15672,x15673),x15673)+E(f345(f100(x15671),f100(x15671)),f102(x15671))
% 161.92/161.98 [1568]~P18(x15683,f98(x15681,x15682))+E(f97(x15681,x15682,x15683),x15683)+E(f345(f101(x15681),f101(x15681)),f104(x15681))
% 161.92/161.98 [1602]~P1(x16022)+~P18(x16021,f184(x16023,x16022))+P18(x16021,f341(x16022,f345(x16022,x16022)))
% 161.92/161.98 [1684]~P18(x16843,f98(x16841,x16842))+P18(f106(x16841,x16842,x16843),x16841)+E(f345(f100(x16841),f100(x16841)),f102(x16841))
% 161.92/161.98 [1685]~P18(x16853,f98(x16851,x16852))+P18(f106(x16851,x16852,x16853),x16851)+E(f345(f101(x16851),f101(x16851)),f104(x16851))
% 161.92/161.98 [1741]~P18(x17413,f98(x17411,x17412))+P18(f97(x17411,x17412,x17413),f3(x17411,x17412))+E(f345(f100(x17411),f100(x17411)),f102(x17411))
% 161.92/161.98 [1742]~P18(x17423,f98(x17421,x17422))+P18(f97(x17421,x17422,x17423),f3(x17421,x17422))+E(f345(f101(x17421),f101(x17421)),f104(x17421))
% 161.92/161.98 [1759]~P25(x17592)+P18(x17591,f5(x17592))+~P18(f345(f345(x17591,x17593),f345(x17591,x17591)),x17592)
% 161.92/161.98 [1760]~P25(x17602)+P18(x17601,f331(x17602))+~P18(f345(f345(x17603,x17601),f345(x17603,x17603)),x17602)
% 161.92/161.98 [1761]~P25(x17612)+P18(x17611,f331(x17612))+~P18(f345(f345(x17611,x17613),f345(x17611,x17611)),x17612)
% 161.92/161.98 [1762]~P25(x17622)+P18(x17621,f329(x17622))+~P18(f345(f345(x17623,x17621),f345(x17623,x17623)),x17622)
% 161.92/161.98 [1793]P18(x17931,x17932)+~E(f42(x17932),f43(x17932))+~P18(f345(f345(x17931,x17933),f345(x17931,x17931)),f41(x17932))
% 161.92/161.98 [1794]E(x17941,f345(x17942,x17942))+~E(f42(x17943),f43(x17943))+~P18(f345(f345(x17942,x17941),f345(x17942,x17942)),f41(x17943))
% 161.92/161.98 [1806]P18(x18061,x18062)+P18(f44(x18062),x18062)+~P18(f345(f345(x18061,x18063),f345(x18061,x18061)),f41(x18062))
% 161.92/161.98 [1808]E(x18081,f345(x18082,x18082))+P18(f44(x18083),x18083)+~P18(f345(f345(x18082,x18081),f345(x18082,x18082)),f41(x18083))
% 161.92/161.98 [1820]P18(x18202,x18201)+E(f345(f44(x18201),f44(x18201)),f43(x18201))+~P18(f345(f345(x18202,x18203),f345(x18202,x18202)),f41(x18201))
% 161.92/161.98 [1821]P18(x18212,x18211)+E(f345(f44(x18211),f44(x18211)),f42(x18211))+~P18(f345(f345(x18212,x18213),f345(x18212,x18212)),f41(x18211))
% 161.92/161.98 [1826]E(x18261,f345(x18262,x18262))+~P18(f345(f345(x18262,x18261),f345(x18262,x18262)),f41(x18263))+E(f345(f44(x18263),f44(x18263)),f43(x18263))
% 161.92/161.98 [1827]E(x18271,f345(x18272,x18272))+~P18(f345(f345(x18272,x18271),f345(x18272,x18272)),f41(x18273))+E(f345(f44(x18273),f44(x18273)),f42(x18273))
% 161.92/161.98 [1829]P18(f281(x18292,x18293,x18291),x18291)+P18(f281(x18292,x18293,x18291),x18293)+E(x18291,f338(x18292,f338(x18292,x18293)))
% 161.92/161.98 [1830]P18(f281(x18302,x18303,x18301),x18301)+P18(f281(x18302,x18303,x18301),x18302)+E(x18301,f338(x18302,f338(x18302,x18303)))
% 161.92/161.98 [1890]~P18(x18903,f98(x18901,x18902))+E(f95(x18901),f96(x18901))+E(f345(f106(x18901,x18902,x18903),f106(x18901,x18902,x18903)),f107(x18901,x18902,x18903))
% 161.92/161.98 [1891]~P18(x18913,f98(x18911,x18912))+E(f99(x18911),f95(x18911))+E(f345(f106(x18911,x18912,x18913),f106(x18911,x18912,x18913)),f107(x18911,x18912,x18913))
% 161.92/161.98 [1892]~E(f99(x18921),f96(x18921))+~P18(x18923,f98(x18921,x18922))+E(f345(f106(x18921,x18922,x18923),f106(x18921,x18922,x18923)),f107(x18921,x18922,x18923))
% 161.92/161.98 [1898]P18(f100(x18981),x18981)+~P18(x18983,f98(x18981,x18982))+E(f345(f106(x18981,x18982,x18983),f106(x18981,x18982,x18983)),f107(x18981,x18982,x18983))
% 161.92/161.98 [1899]P18(f101(x18991),x18991)+~P18(x18993,f98(x18991,x18992))+E(f345(f106(x18991,x18992,x18993),f106(x18991,x18992,x18993)),f107(x18991,x18992,x18993))
% 161.92/161.98 [1902]~P18(x19023,f98(x19021,x19022))+E(f345(f100(x19021),f100(x19021)),f102(x19021))+E(f345(f106(x19021,x19022,x19023),f106(x19021,x19022,x19023)),f107(x19021,x19022,x19023))
% 161.92/161.98 [1903]~P18(x19033,f98(x19031,x19032))+E(f345(f101(x19031),f101(x19031)),f104(x19031))+E(f345(f106(x19031,x19032,x19033),f106(x19031,x19032,x19033)),f107(x19031,x19032,x19033))
% 161.92/161.98 [2026]~P25(x20263)+~P18(x20261,f336(x20263,x20262))+P18(f345(f345(x20261,f204(x20261,x20262,x20263)),f345(x20261,x20261)),x20263)
% 161.92/161.98 [1737]~P18(x17373,f98(x17371,x17372))+E(f97(x17371,x17372,x17373),x17373)+E(f345(f345(f100(x17371),f102(x17371)),f345(f100(x17371),f100(x17371))),f96(x17371))
% 161.92/161.98 [1738]~P18(x17383,f98(x17381,x17382))+E(f97(x17381,x17382,x17383),x17383)+E(f345(f345(f101(x17381),f104(x17381)),f345(f101(x17381),f101(x17381))),f99(x17381))
% 161.92/161.98 [1854]~P18(x18543,f98(x18541,x18542))+P18(f106(x18541,x18542,x18543),x18541)+E(f345(f345(f100(x18541),f102(x18541)),f345(f100(x18541),f100(x18541))),f96(x18541))
% 161.92/161.98 [1855]~P18(x18553,f98(x18551,x18552))+P18(f106(x18551,x18552,x18553),x18551)+E(f345(f345(f101(x18551),f104(x18551)),f345(f101(x18551),f101(x18551))),f99(x18551))
% 161.92/161.98 [1880]~P18(x18803,f98(x18801,x18802))+P18(f97(x18801,x18802,x18803),f3(x18801,x18802))+E(f345(f345(f100(x18801),f102(x18801)),f345(f100(x18801),f100(x18801))),f96(x18801))
% 161.92/161.98 [1881]~P18(x18813,f98(x18811,x18812))+P18(f97(x18811,x18812,x18813),f3(x18811,x18812))+E(f345(f345(f101(x18811),f104(x18811)),f345(f101(x18811),f101(x18811))),f99(x18811))
% 161.92/161.98 [1944]~P18(x19443,f98(x19441,x19442))+E(f345(f106(x19441,x19442,x19443),f106(x19441,x19442,x19443)),f107(x19441,x19442,x19443))+E(f345(f345(f100(x19441),f102(x19441)),f345(f100(x19441),f100(x19441))),f96(x19441))
% 161.92/161.98 [1945]~P18(x19453,f98(x19451,x19452))+E(f345(f106(x19451,x19452,x19453),f106(x19451,x19452,x19453)),f107(x19451,x19452,x19453))+E(f345(f345(f101(x19451),f104(x19451)),f345(f101(x19451),f101(x19451))),f99(x19451))
% 161.92/161.98 [2170]~P18(x21703,f98(x21701,x21702))+E(f95(x21701),f96(x21701))+E(f345(f345(f106(x21701,x21702,x21703),f107(x21701,x21702,x21703)),f345(f106(x21701,x21702,x21703),f106(x21701,x21702,x21703))),x21703)
% 161.92/161.98 [2171]~P18(x21713,f98(x21711,x21712))+E(f99(x21711),f95(x21711))+E(f345(f345(f106(x21711,x21712,x21713),f107(x21711,x21712,x21713)),f345(f106(x21711,x21712,x21713),f106(x21711,x21712,x21713))),x21713)
% 161.92/161.98 [2174]~E(f99(x21741),f96(x21741))+~P18(x21743,f98(x21741,x21742))+E(f345(f345(f106(x21741,x21742,x21743),f107(x21741,x21742,x21743)),f345(f106(x21741,x21742,x21743),f106(x21741,x21742,x21743))),x21743)
% 161.92/161.98 [2178]P18(f100(x21781),x21781)+~P18(x21783,f98(x21781,x21782))+E(f345(f345(f106(x21781,x21782,x21783),f107(x21781,x21782,x21783)),f345(f106(x21781,x21782,x21783),f106(x21781,x21782,x21783))),x21783)
% 161.92/161.98 [2179]P18(f101(x21791),x21791)+~P18(x21793,f98(x21791,x21792))+E(f345(f345(f106(x21791,x21792,x21793),f107(x21791,x21792,x21793)),f345(f106(x21791,x21792,x21793),f106(x21791,x21792,x21793))),x21793)
% 161.92/161.98 [2180]~P18(x21803,f98(x21801,x21802))+E(f345(f100(x21801),f100(x21801)),f102(x21801))+E(f345(f345(f106(x21801,x21802,x21803),f107(x21801,x21802,x21803)),f345(f106(x21801,x21802,x21803),f106(x21801,x21802,x21803))),x21803)
% 161.92/161.98 [2181]~P18(x21813,f98(x21811,x21812))+E(f345(f101(x21811),f101(x21811)),f104(x21811))+E(f345(f345(f106(x21811,x21812,x21813),f107(x21811,x21812,x21813)),f345(f106(x21811,x21812,x21813),f106(x21811,x21812,x21813))),x21813)
% 161.92/161.98 [2190]~P18(x21903,f98(x21901,x21902))+E(f345(f345(f100(x21901),f102(x21901)),f345(f100(x21901),f100(x21901))),f96(x21901))+E(f345(f345(f106(x21901,x21902,x21903),f107(x21901,x21902,x21903)),f345(f106(x21901,x21902,x21903),f106(x21901,x21902,x21903))),x21903)
% 161.92/161.98 [2191]~P18(x21913,f98(x21911,x21912))+E(f345(f345(f101(x21911),f104(x21911)),f345(f101(x21911),f101(x21911))),f99(x21911))+E(f345(f345(f106(x21911,x21912,x21913),f107(x21911,x21912,x21913)),f345(f106(x21911,x21912,x21913),f106(x21911,x21912,x21913))),x21913)
% 161.92/161.98 [2192]P18(f264(x21922,x21923,x21921),x21921)+E(x21921,f3(x21922,x21923))+E(f345(f345(f268(x21922,x21923,x21921),f269(x21922,x21923,x21921)),f345(f268(x21922,x21923,x21921),f268(x21922,x21923,x21921))),f264(x21922,x21923,x21921))
% 161.92/161.98 [2252]~P25(x22523)+~P18(x22521,f334(x22523,x22522))+P18(f345(f345(f203(x22521,x22522,x22523),x22521),f345(f203(x22521,x22522,x22523),f203(x22521,x22522,x22523))),x22523)
% 161.92/161.98 [1606]~P33(x16061,x16062,x16064)+P33(x16061,x16062,x16063)+~P32(x16064,x16063)
% 161.92/161.98 [1092]P18(x10921,x10922)+~E(x10921,x10923)+~E(x10922,f345(x10924,x10923))
% 161.92/161.98 [1093]P18(x10931,x10932)+~E(x10931,x10933)+~E(x10932,f345(x10933,x10934))
% 161.92/161.98 [1166]E(x11661,x11662)+E(x11661,x11663)+~E(f345(x11661,x11664),f345(x11663,x11662))
% 161.92/161.98 [1227]~P18(x12271,x12274)+P18(x12271,x12272)+~E(x12272,f341(x12273,x12274))
% 161.92/161.98 [1228]~P18(x12281,x12283)+P18(x12281,x12282)+~E(x12282,f341(x12283,x12284))
% 161.92/161.98 [1229]~P18(x12291,x12293)+P18(x12291,x12292)+~E(x12293,f338(x12292,x12294))
% 161.92/161.98 [1282]~P18(x12824,x12823)+~P18(x12824,x12821)+~E(x12821,f338(x12822,x12823))
% 161.92/161.98 [1453]~P32(x14532,x14534)+~P32(x14531,x14533)+P32(f3(x14531,x14532),f3(x14533,x14534))
% 161.92/161.98 [1620]P33(x16201,x16202,x16203)+~P33(x16201,x16202,x16204)+~P32(f329(x16201),x16203)
% 161.92/161.98 [1968]~P18(x19684,x19683)+~E(x19683,f3(x19681,x19682))+P18(f266(x19681,x19682,x19683,x19684),x19681)
% 161.92/161.98 [1969]~P18(x19694,x19693)+~E(x19693,f3(x19691,x19692))+P18(f267(x19691,x19692,x19693,x19694),x19692)
% 161.92/161.98 [2218]~E(f103(x22182,x22183,x22184,x22181),x22184)+~P18(f103(x22182,x22183,x22184,x22181),x22181)+E(x22181,f347(x22182,x22183,x22184))
% 161.92/161.98 [2219]~E(f103(x22192,x22193,x22194,x22191),x22193)+~P18(f103(x22192,x22193,x22194,x22191),x22191)+E(x22191,f347(x22192,x22193,x22194))
% 161.92/161.98 [2220]~E(f103(x22202,x22203,x22204,x22201),x22202)+~P18(f103(x22202,x22203,x22204,x22201),x22201)+E(x22201,f347(x22202,x22203,x22204))
% 161.92/161.98 [1416]~P18(x14161,x14163)+P18(x14161,x14162)+~E(x14163,f338(x14164,f338(x14164,x14162)))
% 161.92/161.98 [1526]~E(f147(x15262,x15261),x15261)+E(x15261,f326(x15262))+~E(x15262,f345(f345(x15263,x15264),f345(x15263,x15263)))
% 161.92/161.98 [1527]~E(f257(x15272,x15271),x15271)+E(x15271,f327(x15272))+~E(x15272,f345(f345(x15273,x15274),f345(x15273,x15273)))
% 161.92/161.98 [1687]~P18(x16872,x16874)+~P18(x16871,x16873)+P18(f345(f345(x16871,x16872),f345(x16871,x16871)),f3(x16873,x16874))
% 161.92/161.98 [1859]P18(x18591,x18592)+~P25(x18593)+~P18(f345(f345(x18591,x18594),f345(x18591,x18591)),f328(f209(x18592),x18593))
% 161.92/161.98 [1933]~P25(x19333)+P18(f345(f345(x19331,x19332),f345(x19331,x19331)),x19333)+~P18(f345(f345(x19331,x19332),f345(x19331,x19331)),f328(f209(x19334),x19333))
% 161.92/161.98 [2186]~P33(x21863,x21861,x21862)+E(f340(x21861,x21862,x21863),x21862)+~P18(f345(f345(x21864,f207(x21861,x21862,x21863)),f345(x21864,x21864)),x21863)
% 161.92/161.98 [1909]E(x19091,f326(x19092))+~E(x19092,f345(f345(x19093,x19094),f345(x19093,x19093)))+E(f345(f345(f147(x19092,x19091),f167(x19092,x19091)),f345(f147(x19092,x19091),f147(x19092,x19091))),x19092)
% 161.92/161.98 [1910]E(x19101,f327(x19102))+~E(x19102,f345(f345(x19103,x19104),f345(x19103,x19103)))+E(f345(f345(f258(x19102,x19101),f257(x19102,x19101)),f345(f258(x19102,x19101),f258(x19102,x19101))),x19102)
% 161.92/161.98 [2286]~P33(x22863,x22861,x22862)+E(f333(x22861,x22862,x22863),x22861)+~P18(f345(f345(f205(x22862,x22861,x22863),x22864),f345(f205(x22862,x22861,x22863),f205(x22862,x22861,x22863))),x22863)
% 161.92/161.98 [2349]~P18(x23494,x23493)+~E(x23493,f3(x23491,x23492))+E(f345(f345(f266(x23491,x23492,x23493,x23494),f267(x23491,x23492,x23493,x23494)),f345(f266(x23491,x23492,x23493,x23494),f266(x23491,x23492,x23493,x23494))),x23494)
% 161.92/161.98 [1423]P18(x14231,x14232)+~E(x14231,x14233)+~E(x14232,f347(x14234,x14235,x14233))
% 161.92/161.98 [1424]P18(x14241,x14242)+~E(x14241,x14243)+~E(x14242,f347(x14244,x14243,x14245))
% 161.92/161.98 [1425]P18(x14251,x14252)+~E(x14251,x14253)+~E(x14252,f347(x14253,x14254,x14255))
% 161.92/161.98 [1001]~P4(x10011)+~P16(x10011)+~P25(x10011)+P24(x10011)
% 161.92/161.98 [1010]~P16(x10101)+~P25(x10101)+~P24(x10101)+E(f315(x10101),f330(x10101))
% 161.92/161.98 [1012]~E(a235,a1)+~P18(x10121,a237)+~E(f245(x10121),x10121)+P11(a500)
% 161.92/161.98 [1013]~E(a237,a1)+~P18(x10131,a235)+~E(f239(x10131),x10131)+P11(a500)
% 161.92/161.98 [1021]~P16(x10211)+~P25(x10211)+P24(x10211)+~E(f271(x10211),f272(x10211))
% 161.92/161.98 [1022]~P16(x10221)+~P25(x10221)+~P24(x10221)+P16(f330(x10221))
% 161.92/161.98 [1024]~P16(x10241)+~P25(x10241)+~P24(x10241)+P24(f315(x10241))
% 161.92/161.98 [1026]~P18(x10261,a235)+~E(f239(x10261),x10261)+P11(a500)+P1(a238)
% 161.92/161.98 [1081]P18(a1,a6)+~P18(x10811,a237)+~E(f245(x10811),x10811)+P11(a500)
% 161.92/161.98 [1086]~E(a237,a1)+~P18(x10861,a235)+P11(a500)+P18(f239(x10861),a235)
% 161.92/161.98 [1087]~E(a235,a1)+~P18(x10871,a237)+P11(a500)+P18(f245(x10871),a237)
% 161.92/161.98 [1097]~E(a237,a1)+~P18(x10971,a235)+P32(x10971,f239(x10971))+P11(a500)
% 161.92/161.98 [1098]~E(a235,a1)+~P18(x10981,a237)+P32(x10981,f245(x10981))+P11(a500)
% 161.92/161.98 [1099]~P18(x10991,a235)+P11(a500)+P1(a238)+P18(f239(x10991),a235)
% 161.92/161.98 [1121]~P18(x11211,a235)+P32(x11211,f239(x11211))+P11(a500)+P1(a238)
% 161.92/161.98 [1148]~P16(x11481)+~P25(x11481)+P24(x11481)+P18(f272(x11481),f5(x11481))
% 161.92/161.98 [1149]~P16(x11491)+~P25(x11491)+P24(x11491)+P18(f271(x11491),f5(x11491))
% 161.92/161.98 [1173]P18(a1,a6)+~P18(x11731,a237)+P11(a500)+P18(f245(x11731),a237)
% 161.92/161.98 [1188]P18(a1,a6)+~P18(x11881,a237)+P32(x11881,f245(x11881))+P11(a500)
% 161.92/161.98 [1046]~P16(x10461)+~P25(x10461)+~P24(x10461)+E(f329(f315(x10461)),f5(x10461))
% 161.92/161.98 [1047]~P16(x10471)+~P25(x10471)+~P24(x10471)+E(f5(f315(x10471)),f329(x10471))
% 161.92/161.98 [1197]~P18(x11971,a237)+~E(f245(x11971),x11971)+P11(a500)+P8(a235,f325(f325(a1)))
% 161.92/161.98 [1218]P24(x12181)+~P16(x12181)+~P25(x12181)+E(f2(x12181,f271(x12181)),f2(x12181,f272(x12181)))
% 161.92/161.98 [1266]~P18(x12661,a237)+P11(a500)+P18(f245(x12661),a237)+P8(a235,f325(f325(a1)))
% 161.92/161.98 [1269]~P18(x12691,a237)+P32(x12691,f245(x12691))+P11(a500)+P8(a235,f325(f325(a1)))
% 161.92/161.98 [1422]~P18(x14221,a235)+~E(f239(x14221),x14221)+P11(a500)+P18(f341(a238,f345(a238,a238)),a6)
% 161.92/161.98 [1463]~P18(x14631,a235)+P11(a500)+P18(f239(x14631),a235)+P18(f341(a238,f345(a238,a238)),a6)
% 161.92/161.98 [1467]~P18(x14671,a235)+P32(x14671,f239(x14671))+P11(a500)+P18(f341(a238,f345(a238,a238)),a6)
% 161.92/161.98 [1863]~P18(x18631,a235)+~E(f239(x18631),x18631)+P11(a500)+P8(a237,f325(f325(f341(a238,f345(a238,a238)))))
% 161.92/161.98 [1867]~P18(x18671,a235)+P11(a500)+P18(f239(x18671),a235)+P8(a237,f325(f325(f341(a238,f345(a238,a238)))))
% 161.92/161.98 [1870]~P18(x18701,a235)+P32(x18701,f239(x18701))+P11(a500)+P8(a237,f325(f325(f341(a238,f345(a238,a238)))))
% 161.92/161.98 [1103]P29(x11032,x11031)+~P1(x11031)+~P1(x11032)+P29(x11031,x11032)
% 161.92/161.98 [1174]~P1(x11742)+~P2(x11741)+~P28(x11741,x11742)+P18(x11741,x11742)
% 161.92/161.98 [1175]~P1(x11752)+~P1(x11751)+~P32(x11751,x11752)+P29(x11751,x11752)
% 161.92/161.98 [1176]~P1(x11762)+~P1(x11761)+~P29(x11761,x11762)+P32(x11761,x11762)
% 161.92/161.98 [1004]~P16(x10041)+~P25(x10041)+~E(x10041,f209(x10042))+E(f5(x10041),x10042)
% 161.92/161.98 [1181]~P14(x11812)+~P16(x11811)+~P25(x11811)+P14(f334(x11811,x11812))
% 161.92/161.98 [1233]~P25(x12331)+P18(f246(x12332,x12331),x12332)+~E(f331(x12331),x12332)+E(x12331,f323(x12332))
% 161.92/161.98 [1234]~P25(x12341)+P18(f254(x12342,x12341),x12342)+~E(f331(x12341),x12342)+E(x12341,f323(x12342))
% 161.92/161.98 [1239]~P1(x12392)+~P32(x12391,x12392)+E(x12391,a1)+P1(f218(x12391,x12392))
% 161.92/161.98 [1256]~P25(x12562)+~P32(x12561,f329(x12562))+E(x12561,a1)+~E(f336(x12562,x12561),a1)
% 161.92/161.98 [1257]~P25(x12572)+~P25(x12571)+~P32(x12571,x12572)+P32(f5(x12571),f5(x12572))
% 161.92/161.98 [1258]~P25(x12582)+~P25(x12581)+~P32(x12581,x12582)+P32(f329(x12581),f329(x12582))
% 161.92/161.98 [1273]~P1(x12731)+~E(f55(x12731),f108(x12731))+~P18(x12732,f109(x12731))+E(f110(x12731,x12732),x12732)
% 161.92/161.98 [1274]~P1(x12741)+~E(f55(x12741),f108(x12741))+~P18(x12742,f109(x12741))+E(f111(x12741,x12742),x12742)
% 161.92/161.98 [1289]P4(x12891)+~P25(x12892)+E(f45(x12891,x12892),f46(x12891,x12892))+P16(f50(x12891,x12892))
% 161.92/161.98 [1290]P4(x12901)+~P25(x12902)+E(f45(x12901,x12902),f46(x12901,x12902))+P25(f50(x12901,x12902))
% 161.92/161.98 [1291]P4(x12911)+~P25(x12912)+E(f51(x12911,x12912),f45(x12911,x12912))+P16(f50(x12911,x12912))
% 161.92/161.98 [1292]P4(x12921)+~P25(x12922)+E(f51(x12921,x12922),f45(x12921,x12922))+P25(f50(x12921,x12922))
% 161.92/161.98 [1296]~P1(x12962)+~P32(x12961,x12962)+P18(f218(x12961,x12962),x12961)+E(x12961,a1)
% 161.92/161.98 [1314]~P25(x13142)+~P38(x13142)+~P15(x13141,f331(x13142))+P25(f318(x13141,x13142))
% 161.92/161.98 [1336]~P25(x13362)+P4(x13361)+P18(f45(x13361,x13362),x13361)+P16(f50(x13361,x13362))
% 161.92/161.98 [1338]~P25(x13382)+P4(x13381)+P18(f45(x13381,x13382),x13381)+P25(f50(x13381,x13382))
% 161.92/161.98 [1341]~P1(x13411)+~E(f55(x13411),f108(x13411))+~P18(x13412,f109(x13411))+P1(f110(x13411,x13412))
% 161.92/161.98 [1365]~P25(x13652)+P4(x13651)+~E(f47(x13651,x13652),f48(x13651,x13652))+P16(f50(x13651,x13652))
% 161.92/161.98 [1366]~P25(x13662)+P4(x13661)+~E(f47(x13661,x13662),f48(x13661,x13662))+P25(f50(x13661,x13662))
% 161.92/161.98 [1367]~P25(x13672)+~P38(x13672)+~P15(x13671,f331(x13672))+P36(f318(x13671,x13672),x13671)
% 161.92/161.98 [1436]~P25(x14362)+P4(x14361)+P18(f48(x14361,x14362),f46(x14361,x14362))+P16(f50(x14361,x14362))
% 161.92/161.98 [1437]~P25(x14372)+P4(x14371)+P18(f47(x14371,x14372),f51(x14371,x14372))+P16(f50(x14371,x14372))
% 161.92/161.98 [1438]~P25(x14382)+P4(x14381)+P18(f48(x14381,x14382),f46(x14381,x14382))+P25(f50(x14381,x14382))
% 161.92/161.98 [1439]~P25(x14392)+P4(x14391)+P18(f47(x14391,x14392),f51(x14391,x14392))+P25(f50(x14391,x14392))
% 161.92/161.98 [1443]P18(f248(x14431,x14432),x14431)+~P18(f223(x14431,x14432),x14432)+E(x14431,a1)+E(x14432,f342(x14431))
% 161.92/161.98 [1468]~P25(x14681)+P37(x14681)+~P10(f317(x14681,x14682),f243(x14681))+~P18(x14682,f243(x14681))
% 161.92/161.98 [1503]~P1(x15031)+P13(f108(x15031),f55(x15031),f105(x15031))+~P18(x15032,f109(x15031))+E(f110(x15031,x15032),x15032)
% 161.92/161.98 [1504]~P1(x15041)+P13(f108(x15041),f55(x15041),f105(x15041))+~P18(x15042,f109(x15041))+E(f111(x15041,x15042),x15042)
% 161.92/161.98 [1551]~P1(x15511)+P13(f108(x15511),f55(x15511),f105(x15511))+~P18(x15512,f109(x15511))+P1(f110(x15511,x15512))
% 161.92/161.98 [1622]~P18(f223(x16221,x16222),x16222)+~P18(f223(x16221,x16222),f248(x16221,x16222))+E(x16221,a1)+E(x16222,f342(x16221))
% 161.92/161.98 [1322]~P25(x13221)+~P38(x13221)+~P32(x13222,f331(x13221))+E(f331(f335(x13221,x13222)),x13222)
% 161.92/161.98 [1350]P4(x13501)+~P18(x13502,x13501)+P18(f2(f213(x13501),x13502),x13502)+E(f212(x13501),a1)
% 161.92/161.98 [1364]~P1(x13641)+~P1(x13642)+~P5(x13641)+~E(x13641,f341(x13642,f345(x13642,x13642)))
% 161.92/161.98 [1373]~P16(x13731)+~P25(x13731)+~P32(x13732,f329(x13731))+E(f334(x13731,f336(x13731,x13732)),x13732)
% 161.92/161.98 [1386]~P25(x13862)+~P25(x13861)+~P32(f329(x13861),f5(x13862))+E(f5(f328(x13861,x13862)),f5(x13861))
% 161.92/161.98 [1387]~P25(x13871)+~P25(x13872)+~P32(f5(x13872),f329(x13871))+E(f329(f328(x13871,x13872)),f329(x13872))
% 161.92/161.98 [1388]~P18(x13882,x13881)+P18(f178(x13881),x13881)+~E(f179(x13881),f180(x13881))+E(f2(f177(x13881),x13882),f345(x13882,x13882))
% 161.92/161.98 [1410]~P18(x14102,x14101)+P18(f181(x14101),x14101)+P18(f178(x14101),x14101)+E(f2(f177(x14101),x14102),f345(x14102,x14102))
% 161.92/161.98 [1411]~P18(x14112,x14111)+P4(x14111)+P18(f212(x14111),x14111)+P18(f2(f213(x14111),x14112),x14112)
% 161.92/161.98 [1412]~P14(x14122)+P18(f202(x14122,x14121),x14121)+E(x14121,a1)+~P8(x14121,f325(f325(x14122)))
% 161.92/161.98 [1434]~P18(x14342,x14341)+P18(f178(x14341),x14341)+E(f345(f181(x14341),f181(x14341)),f180(x14341))+E(f2(f177(x14341),x14342),f345(x14342,x14342))
% 161.92/161.98 [1435]~P18(x14352,x14351)+P18(f178(x14351),x14351)+E(f345(f181(x14351),f181(x14351)),f179(x14351))+E(f2(f177(x14351),x14352),f345(x14352,x14352))
% 161.92/161.98 [1506]~P1(x15062)+~P1(x15061)+~P18(x15061,x15062)+P29(f341(x15061,f345(x15061,x15061)),x15062)
% 161.92/161.98 [1615]~P1(x16151)+~E(f55(x16151),f108(x16151))+~P18(x16152,f109(x16151))+P18(f111(x16151,x16152),f341(x16151,f345(x16151,x16151)))
% 161.92/161.98 [1621]~P1(x16212)+~P1(x16211)+P18(x16211,x16212)+~P29(f341(x16211,f345(x16211,x16211)),x16212)
% 161.92/161.98 [1640]~P25(x16402)+~P26(x16402)+~P18(x16401,f331(x16402))+P18(f345(f345(x16401,x16401),f345(x16401,x16401)),x16402)
% 161.92/161.98 [1724]~P1(x17241)+P13(f108(x17241),f55(x17241),f105(x17241))+~P18(x17242,f109(x17241))+P18(f111(x17241,x17242),f341(x17241,f345(x17241,x17241)))
% 161.92/161.98 [1993]~P25(x19932)+~P25(x19931)+P32(x19931,x19932)+P18(f345(f345(f275(x19931,x19932),f276(x19931,x19932)),f345(f275(x19931,x19932),f275(x19931,x19932))),x19931)
% 161.92/161.98 [1997]~P25(x19971)+E(f122(x19972,x19971),f232(x19972,x19971))+E(x19971,f209(x19972))+P18(f345(f345(f122(x19972,x19971),f232(x19972,x19971)),f345(f122(x19972,x19971),f122(x19972,x19971))),x19971)
% 161.92/161.98 [2006]~P25(x20061)+P18(f122(x20062,x20061),x20062)+E(x20061,f209(x20062))+P18(f345(f345(f122(x20062,x20061),f232(x20062,x20061)),f345(f122(x20062,x20061),f122(x20062,x20061))),x20061)
% 161.92/161.98 [2007]~P25(x20072)+P18(f284(x20072,x20071),x20071)+E(x20071,f5(x20072))+P18(f345(f345(f284(x20072,x20071),f285(x20072,x20071)),f345(f284(x20072,x20071),f284(x20072,x20071))),x20072)
% 161.92/161.98 [2008]~P25(x20082)+P18(f296(x20082,x20081),x20081)+E(x20081,f329(x20082))+P18(f345(f345(f298(x20082,x20081),f296(x20082,x20081)),f345(f298(x20082,x20081),f298(x20082,x20081))),x20082)
% 161.92/161.98 [2157]~P25(x21572)+~P25(x21571)+P32(x21571,x21572)+~P18(f345(f345(f275(x21571,x21572),f276(x21571,x21572)),f345(f275(x21571,x21572),f275(x21571,x21572))),x21572)
% 161.92/161.98 [1330]~P18(x13303,x13302)+~E(f57(x13302),f58(x13302))+P18(x13301,f56(x13302))+~E(x13301,f345(x13303,x13303))
% 161.92/161.98 [1372]~P18(x13723,x13722)+P18(f59(x13722),x13722)+P18(x13721,f56(x13722))+~E(x13721,f345(x13723,x13723))
% 161.92/161.98 [1502]~P10(x15021,x15023)+~P8(x15023,f325(x15022))+~P8(x15021,f325(x15022))+P32(x15021,f343(x15022,x15023))
% 161.92/161.98 [1520]~P16(x15203)+~P25(x15203)+~P25(x15202)+P25(f66(x15201,x15202,x15203))
% 161.92/161.98 [1524]~P25(x15242)+~P18(x15241,x15242)+~P18(x15241,f3(x15243,x15243))+P18(x15241,f335(x15242,x15243))
% 161.92/161.98 [1550]P10(x15501,x15502)+~P32(x15501,f343(x15503,x15502))+~P8(x15502,f325(x15503))+~P8(x15501,f325(x15503))
% 161.92/161.98 [1555]P18(x15552,x15553)+P18(f220(x15551,x15553,x15552),x15551)+~E(x15553,f342(x15551))+E(x15551,a1)
% 161.92/161.98 [1577]~P1(x15772)+E(f148(x15771,x15772),f153(x15771,x15772))+~P18(x15773,f154(x15771,x15772))+E(f158(x15771,x15772,x15773),x15773)
% 161.92/161.98 [1578]~P1(x15782)+E(f155(x15781,x15782),f148(x15781,x15782))+~P18(x15783,f154(x15781,x15782))+E(f158(x15781,x15782,x15783),x15783)
% 161.92/161.98 [1579]~P1(x15792)+E(f156(x15791,x15792),f153(x15791,x15792))+~P18(x15793,f154(x15791,x15792))+E(f158(x15791,x15792,x15793),x15793)
% 161.92/161.98 [1580]~P1(x15802)+E(f157(x15801,x15802),f155(x15801,x15802))+~P18(x15803,f154(x15801,x15802))+E(f158(x15801,x15802,x15803),x15803)
% 161.92/161.98 [1581]~P1(x15812)+E(f148(x15811,x15812),f153(x15811,x15812))+~P18(x15813,f154(x15811,x15812))+E(f159(x15811,x15812,x15813),x15813)
% 161.92/161.98 [1582]~P1(x15822)+E(f155(x15821,x15822),f148(x15821,x15822))+~P18(x15823,f154(x15821,x15822))+E(f159(x15821,x15822,x15823),x15823)
% 161.92/161.98 [1583]~P1(x15832)+E(f156(x15831,x15832),f153(x15831,x15832))+~P18(x15833,f154(x15831,x15832))+E(f159(x15831,x15832,x15833),x15833)
% 161.92/161.98 [1584]~P1(x15842)+E(f157(x15841,x15842),f155(x15841,x15842))+~P18(x15843,f154(x15841,x15842))+E(f159(x15841,x15842,x15843),x15843)
% 161.92/161.98 [1585]~P18(x15853,x15852)+~P18(f287(x15852,x15851),x15853)+~P18(f287(x15852,x15851),x15851)+E(x15851,f337(x15852))
% 161.92/161.98 [1588]~P1(x15882)+~P18(x15883,f154(x15881,x15882))+E(f158(x15881,x15882,x15883),x15883)+P1(f156(x15881,x15882))
% 161.92/161.98 [1589]~P1(x15892)+~P18(x15893,f154(x15891,x15892))+E(f158(x15891,x15892,x15893),x15893)+P1(f157(x15891,x15892))
% 161.92/161.98 [1590]~P1(x15902)+~P18(x15903,f154(x15901,x15902))+E(f159(x15901,x15902,x15903),x15903)+P1(f156(x15901,x15902))
% 161.92/161.98 [1591]~P1(x15912)+~P18(x15913,f154(x15911,x15912))+E(f159(x15911,x15912,x15913),x15913)+P1(f157(x15911,x15912))
% 161.92/161.98 [1607]~P1(x16072)+P18(f156(x16071,x16072),x16071)+~P18(x16073,f154(x16071,x16072))+E(f158(x16071,x16072,x16073),x16073)
% 161.92/161.98 [1608]~P1(x16082)+P18(f157(x16081,x16082),x16081)+~P18(x16083,f154(x16081,x16082))+E(f158(x16081,x16082,x16083),x16083)
% 161.92/161.98 [1609]~P1(x16092)+P18(f156(x16091,x16092),x16091)+~P18(x16093,f154(x16091,x16092))+E(f159(x16091,x16092,x16093),x16093)
% 161.92/161.98 [1610]~P1(x16102)+P18(f157(x16101,x16102),x16101)+~P18(x16103,f154(x16101,x16102))+E(f159(x16101,x16102,x16103),x16103)
% 161.92/161.98 [1613]~P1(x16132)+~E(f155(x16131,x16132),f153(x16131,x16132))+~P18(x16133,f154(x16131,x16132))+E(f158(x16131,x16132,x16133),x16133)
% 161.92/161.98 [1614]~P1(x16142)+~E(f155(x16141,x16142),f153(x16141,x16142))+~P18(x16143,f154(x16141,x16142))+E(f159(x16141,x16142,x16143),x16143)
% 161.92/161.98 [1638]~P25(x16381)+P23(x16381,x16382)+~P10(f317(x16381,x16383),f273(x16381,x16382))+~P18(x16383,f273(x16381,x16382))
% 161.92/161.98 [1668]~P1(x16682)+~P18(x16683,f154(x16681,x16682))+E(f148(x16681,x16682),f153(x16681,x16682))+P1(f158(x16681,x16682,x16683))
% 161.92/161.98 [1669]~P1(x16692)+~P18(x16693,f154(x16691,x16692))+E(f155(x16691,x16692),f148(x16691,x16692))+P1(f158(x16691,x16692,x16693))
% 161.92/161.98 [1670]~P1(x16702)+~P18(x16703,f154(x16701,x16702))+E(f156(x16701,x16702),f153(x16701,x16702))+P1(f158(x16701,x16702,x16703))
% 161.92/161.98 [1671]~P1(x16712)+~P18(x16713,f154(x16711,x16712))+E(f157(x16711,x16712),f155(x16711,x16712))+P1(f158(x16711,x16712,x16713))
% 161.92/161.98 [1674]~P1(x16742)+~P18(x16743,f154(x16741,x16742))+P1(f156(x16741,x16742))+P1(f158(x16741,x16742,x16743))
% 161.92/161.98 [1675]~P1(x16752)+~P18(x16753,f154(x16751,x16752))+P1(f157(x16751,x16752))+P1(f158(x16751,x16752,x16753))
% 161.92/161.98 [1683]P18(x16832,x16833)+~E(x16833,f342(x16831))+~P18(x16832,f220(x16831,x16833,x16832))+E(x16831,a1)
% 161.92/161.98 [1692]~P1(x16922)+~P18(x16923,f154(x16921,x16922))+E(f148(x16921,x16922),f153(x16921,x16922))+P18(f158(x16921,x16922,x16923),x16921)
% 161.92/161.98 [1693]~P1(x16932)+~P18(x16933,f154(x16931,x16932))+E(f155(x16931,x16932),f148(x16931,x16932))+P18(f158(x16931,x16932,x16933),x16931)
% 161.92/161.98 [1694]~P1(x16942)+~P18(x16943,f154(x16941,x16942))+E(f156(x16941,x16942),f153(x16941,x16942))+P18(f158(x16941,x16942,x16943),x16941)
% 161.92/161.98 [1695]~P1(x16952)+~P18(x16953,f154(x16951,x16952))+E(f157(x16951,x16952),f155(x16951,x16952))+P18(f158(x16951,x16952,x16953),x16951)
% 161.92/161.98 [1699]~P1(x16992)+~P18(x16993,f154(x16991,x16992))+P18(f158(x16991,x16992,x16993),x16991)+P1(f156(x16991,x16992))
% 161.92/161.98 [1700]~P1(x17002)+~P18(x17003,f154(x17001,x17002))+P18(f158(x17001,x17002,x17003),x17001)+P1(f157(x17001,x17002))
% 161.92/161.98 [1701]~P1(x17012)+P18(f156(x17011,x17012),x17011)+~P18(x17013,f154(x17011,x17012))+P1(f158(x17011,x17012,x17013))
% 161.92/161.98 [1702]~P1(x17022)+P18(f157(x17021,x17022),x17021)+~P18(x17023,f154(x17021,x17022))+P1(f158(x17021,x17022,x17023))
% 161.92/161.98 [1716]~P1(x17162)+~E(f155(x17161,x17162),f153(x17161,x17162))+~P18(x17163,f154(x17161,x17162))+P1(f158(x17161,x17162,x17163))
% 161.92/161.98 [1721]~P33(x17213,x17212,x17211)+~P27(x17213,x17212,x17211)+E(f333(x17212,x17211,x17213),x17212)+E(x17211,a1)
% 161.92/161.98 [1722]~P33(x17222,x17223,x17221)+P27(x17222,x17223,x17221)+~E(f333(x17223,x17221,x17222),x17223)+E(x17221,a1)
% 161.92/161.98 [1723]~P33(x17233,x17231,x17232)+~P27(x17233,x17231,x17232)+~E(x17231,a1)+E(f333(x17231,x17232,x17233),x17231)
% 161.92/161.98 [1725]~P33(x17251,x17252,x17253)+P27(x17251,x17252,x17253)+~E(x17252,a1)+~E(f333(x17252,x17253,x17251),x17252)
% 161.92/161.98 [1726]~P25(x17262)+P18(f253(x17262,x17263,x17261),x17261)+~E(f253(x17262,x17263,x17261),x17263)+E(x17261,f317(x17262,x17263))
% 161.92/161.98 [1729]~P1(x17292)+~P18(x17293,f154(x17291,x17292))+P18(f156(x17291,x17292),x17291)+P18(f158(x17291,x17292,x17293),x17291)
% 161.92/161.98 [1730]~P1(x17302)+~P18(x17303,f154(x17301,x17302))+P18(f157(x17301,x17302),x17301)+P18(f158(x17301,x17302,x17303),x17301)
% 161.92/161.98 [1731]~P1(x17312)+~E(f155(x17311,x17312),f153(x17311,x17312))+~P18(x17313,f154(x17311,x17312))+P18(f158(x17311,x17312,x17313),x17311)
% 161.92/161.98 [1748]E(f260(x17482,x17483,x17481),x17483)+E(f260(x17482,x17483,x17481),x17482)+P18(f260(x17482,x17483,x17481),x17481)+E(x17481,f345(x17482,x17483))
% 161.92/161.98 [1795]~P25(x17952)+P18(f49(x17952,x17953,x17951),x17951)+P18(f62(x17952,x17953,x17951),x17953)+E(x17951,f334(x17952,x17953))
% 161.92/161.98 [1796]~P25(x17962)+P18(f76(x17962,x17963,x17961),x17961)+P18(f83(x17962,x17963,x17961),x17963)+E(x17961,f336(x17962,x17963))
% 161.92/161.98 [1906]P18(f265(x19062,x19063,x19061),x19061)+P18(f265(x19062,x19063,x19061),x19063)+P18(f265(x19062,x19063,x19061),x19062)+E(x19061,f341(x19062,x19063))
% 161.92/161.98 [1963]P18(f292(x19632,x19633,x19631),x19633)+~P18(f292(x19632,x19633,x19631),x19631)+~P18(f292(x19632,x19633,x19631),x19632)+E(x19631,f338(x19632,x19633))
% 161.92/161.98 [1389]~P16(x13891)+~P25(x13891)+~P18(x13893,x13892)+E(f2(f332(x13891,x13892),x13893),f2(x13891,x13893))
% 161.92/161.98 [1406]~P18(x14063,x14061)+P18(x14062,f56(x14061))+~E(x14062,f345(x14063,x14063))+E(f345(f59(x14061),f59(x14061)),f58(x14061))
% 161.92/161.98 [1407]~P18(x14073,x14071)+P18(x14072,f56(x14071))+~E(x14072,f345(x14073,x14073))+E(f345(f59(x14071),f59(x14071)),f57(x14071))
% 161.92/161.98 [1459]~P18(x14592,x14591)+~E(f179(x14591),f180(x14591))+E(f2(f177(x14591),x14592),f345(x14592,x14592))+~E(x14593,f345(f178(x14591),f178(x14591)))
% 161.92/161.98 [1475]~P18(x14752,x14751)+P18(f181(x14751),x14751)+E(f2(f177(x14751),x14752),f345(x14752,x14752))+~E(x14753,f345(f178(x14751),f178(x14751)))
% 161.92/161.98 [1511]~P18(x15112,x15111)+E(f345(f181(x15111),f181(x15111)),f180(x15111))+E(f2(f177(x15111),x15112),f345(x15112,x15112))+~E(x15113,f345(f178(x15111),f178(x15111)))
% 161.92/161.98 [1512]~P18(x15122,x15121)+E(f345(f181(x15121),f181(x15121)),f179(x15121))+E(f2(f177(x15121),x15122),f345(x15122,x15122))+~E(x15123,f345(f178(x15121),f178(x15121)))
% 161.92/161.98 [1528]~P25(x15282)+~P18(x15281,x15283)+~P18(x15281,f5(x15282))+P18(x15281,f5(f332(x15282,x15283)))
% 161.92/161.98 [1529]~P25(x15293)+~P18(x15291,x15292)+~P18(x15291,f329(x15293))+P18(x15291,f329(f339(x15292,x15293)))
% 161.92/161.98 [1628]~P16(x16281)+~P25(x16281)+E(f2(f332(x16281,x16282),x16283),f2(x16281,x16283))+~P18(x16283,f5(f332(x16281,x16282)))
% 161.92/161.98 [1651]~P25(x16512)+~P22(x16512,x16513)+~P18(x16511,x16513)+P18(f345(f345(x16511,x16511),f345(x16511,x16511)),x16512)
% 161.92/161.98 [1667]~P18(x16671,x16673)+~E(x16672,f345(x16671,x16671))+~E(f42(x16673),f43(x16673))+P18(f345(f345(x16671,x16672),f345(x16671,x16671)),f41(x16673))
% 161.92/161.98 [1689]~P18(x16892,x16891)+~E(x16893,f345(x16892,x16892))+P18(f44(x16891),x16891)+P18(f345(f345(x16892,x16893),f345(x16892,x16892)),f41(x16891))
% 161.92/161.98 [1717]~P18(x17172,x17171)+~E(x17173,f345(x17172,x17172))+E(f345(f44(x17171),f44(x17171)),f43(x17171))+P18(f345(f345(x17172,x17173),f345(x17172,x17172)),f41(x17171))
% 161.92/161.98 [1718]~P18(x17182,x17181)+~E(x17183,f345(x17182,x17182))+E(f345(f44(x17181),f44(x17181)),f42(x17181))+P18(f345(f345(x17182,x17183),f345(x17182,x17182)),f41(x17181))
% 161.92/161.98 [1745]P8(f313(x17452,x17453,x17451),f325(x17452))+E(x17451,f4(x17452,x17453))+~P8(x17451,f325(f325(x17452)))+~P8(x17453,f325(f325(x17452)))
% 161.92/161.98 [1763]~P16(x17632)+~P25(x17632)+E(x17631,f2(x17632,x17633))+~P18(f345(f345(x17633,x17631),f345(x17633,x17633)),x17632)
% 161.92/161.98 [1843]~P1(x18432)+~P18(x18433,f154(x18431,x18432))+E(f148(x18431,x18432),f153(x18431,x18432))+P18(f159(x18431,x18432,x18433),f341(x18432,f345(x18432,x18432)))
% 161.92/161.98 [1844]~P1(x18442)+~P18(x18443,f154(x18441,x18442))+E(f155(x18441,x18442),f148(x18441,x18442))+P18(f159(x18441,x18442,x18443),f341(x18442,f345(x18442,x18442)))
% 161.92/161.98 [1845]~P1(x18452)+~P18(x18453,f154(x18451,x18452))+E(f156(x18451,x18452),f153(x18451,x18452))+P18(f159(x18451,x18452,x18453),f341(x18452,f345(x18452,x18452)))
% 161.92/161.98 [1846]~P1(x18462)+~P18(x18463,f154(x18461,x18462))+E(f157(x18461,x18462),f155(x18461,x18462))+P18(f159(x18461,x18462,x18463),f341(x18462,f345(x18462,x18462)))
% 161.92/161.98 [1848]~P1(x18482)+~P18(x18483,f154(x18481,x18482))+P18(f159(x18481,x18482,x18483),f341(x18482,f345(x18482,x18482)))+P1(f156(x18481,x18482))
% 161.92/161.98 [1849]~P1(x18492)+~P18(x18493,f154(x18491,x18492))+P18(f159(x18491,x18492,x18493),f341(x18492,f345(x18492,x18492)))+P1(f157(x18491,x18492))
% 161.92/161.98 [1861]~P1(x18612)+~P18(x18613,f154(x18611,x18612))+P18(f156(x18611,x18612),x18611)+P18(f159(x18611,x18612,x18613),f341(x18612,f345(x18612,x18612)))
% 161.92/161.98 [1862]~P1(x18622)+~P18(x18623,f154(x18621,x18622))+P18(f157(x18621,x18622),x18621)+P18(f159(x18621,x18622,x18623),f341(x18622,f345(x18622,x18622)))
% 161.92/161.98 [1864]~P1(x18642)+~E(f155(x18641,x18642),f153(x18641,x18642))+~P18(x18643,f154(x18641,x18642))+P18(f159(x18641,x18642,x18643),f341(x18642,f345(x18642,x18642)))
% 161.92/161.98 [1946]~P25(x19462)+~P18(f296(x19462,x19461),x19461)+E(x19461,f329(x19462))+~P18(f345(f345(x19463,f296(x19462,x19461)),f345(x19463,x19463)),x19462)
% 161.92/161.98 [2004]~P25(x20042)+~P18(x20041,x20043)+~E(x20043,f5(x20042))+P18(f345(f345(x20041,f283(x20042,x20043,x20041)),f345(x20041,x20041)),x20042)
% 161.92/161.98 [2009]~P18(f281(x20092,x20093,x20091),x20091)+~P18(f281(x20092,x20093,x20091),x20093)+~P18(f281(x20092,x20093,x20091),x20092)+E(x20091,f338(x20092,f338(x20092,x20093)))
% 161.92/161.98 [2113]~P25(x21132)+~P18(f284(x21132,x21131),x21131)+E(x21131,f5(x21132))+~P18(f345(f345(f284(x21132,x21131),x21133),f345(f284(x21132,x21131),f284(x21132,x21131))),x21132)
% 161.92/161.98 [2249]~P25(x22491)+~P18(x22493,x22492)+~E(x22492,f329(x22491))+P18(f345(f345(f297(x22491,x22492,x22493),x22493),f345(f297(x22491,x22492,x22493),f297(x22491,x22492,x22493))),x22491)
% 161.92/161.98 [2255]~P25(x22552)+P18(f253(x22552,x22553,x22551),x22551)+E(x22551,f317(x22552,x22553))+P18(f345(f345(f253(x22552,x22553,x22551),x22553),f345(f253(x22552,x22553,x22551),f253(x22552,x22553,x22551))),x22552)
% 161.92/161.98 [2272]~P25(x22722)+P18(f49(x22722,x22723,x22721),x22721)+E(x22721,f334(x22722,x22723))+P18(f345(f345(f62(x22722,x22723,x22721),f49(x22722,x22723,x22721)),f345(f62(x22722,x22723,x22721),f62(x22722,x22723,x22721))),x22722)
% 161.92/161.98 [2273]~P25(x22732)+P18(f76(x22732,x22733,x22731),x22731)+E(x22731,f336(x22732,x22733))+P18(f345(f345(f76(x22732,x22733,x22731),f83(x22732,x22733,x22731)),f345(f76(x22732,x22733,x22731),f76(x22732,x22733,x22731))),x22732)
% 161.92/161.98 [2018]~P1(x20182)+P18(x20181,f325(x20182))+~P18(x20181,f171(x20182,x20183))+~P8(x20183,f325(f325(f341(x20182,f345(x20182,x20182)))))
% 161.92/161.98 [2065]~P1(x20651)+~P18(x20653,f171(x20651,x20652))+P18(f173(x20651,x20652,x20653),x20652)+~P8(x20652,f325(f325(f341(x20651,f345(x20651,x20651)))))
% 161.92/161.98 [2087]~P1(x20871)+~P18(x20873,f171(x20871,x20872))+E(f338(f173(x20871,x20872,x20873),f345(x20871,x20871)),x20873)+~P8(x20872,f325(f325(f341(x20871,f345(x20871,x20871)))))
% 161.92/161.98 [1172]~P18(x11721,x11724)+E(x11721,x11722)+E(x11721,x11723)+~E(x11724,f345(x11723,x11722))
% 161.92/161.98 [1213]~P25(x12134)+~P18(x12131,x12133)+~E(x12131,x12132)+~E(x12133,f317(x12134,x12132))
% 161.92/161.98 [1277]~P18(x12771,x12774)+P18(x12771,x12772)+~P18(x12774,x12773)+~E(x12772,f337(x12773))
% 161.92/161.98 [1309]~P18(x13091,x13094)+P18(x13091,x13092)+P18(x13091,x13093)+~E(x13092,f338(x13094,x13093))
% 161.92/161.98 [1310]~P18(x13101,x13104)+P18(x13101,x13102)+P18(x13101,x13103)+~E(x13104,f341(x13103,x13102))
% 161.92/161.98 [1743]P4(x17431)+~P25(x17434)+~P18(x17432,f160(x17431,x17434,x17433))+P18(x17432,f3(x17431,x17433))
% 161.92/161.98 [1978]~P25(x19781)+~P18(x19784,x19783)+~E(x19783,f334(x19781,x19782))+P18(f31(x19781,x19782,x19783,x19784),x19782)
% 161.92/161.98 [1979]~P25(x19791)+~P18(x19794,x19793)+~E(x19793,f336(x19791,x19792))+P18(f74(x19791,x19792,x19793,x19794),x19792)
% 161.92/161.98 [2046]P4(x20461)+~P25(x20462)+~P18(x20464,f160(x20461,x20462,x20463))+E(f161(x20461,x20462,x20463,x20464),f162(x20461,x20462,x20463,x20464))
% 161.92/161.98 [2053]~P25(x20532)+P4(x20531)+~P18(x20534,f160(x20531,x20532,x20533))+P18(f162(x20531,x20532,x20533,x20534),x20531)
% 161.92/161.98 [2206]~P25(x22062)+P4(x22061)+~P18(x22064,f160(x22061,x22062,x22063))+P18(f163(x22061,x22062,x22063,x22064),f161(x22061,x22062,x22063,x22064))
% 161.92/161.98 [1490]~P18(x14901,x14904)+~P18(x14901,x14903)+P18(x14901,x14902)+~E(x14902,f338(x14903,f338(x14903,x14904)))
% 161.92/161.98 [1659]~P25(x16593)+~P18(x16591,x16594)+~E(x16594,f317(x16593,x16592))+P18(f345(f345(x16591,x16592),f345(x16591,x16591)),x16593)
% 161.92/161.98 [1744]~P25(x17443)+E(x17441,x17442)+~E(x17443,f209(x17444))+~P18(f345(f345(x17441,x17442),f345(x17441,x17441)),x17443)
% 161.92/161.98 [1765]~P25(x17653)+P18(x17651,x17652)+~E(x17652,f329(x17653))+~P18(f345(f345(x17654,x17651),f345(x17654,x17654)),x17653)
% 161.92/161.98 [1766]~P25(x17663)+P18(x17661,x17662)+~E(x17662,f5(x17663))+~P18(f345(f345(x17661,x17664),f345(x17661,x17661)),x17663)
% 161.92/161.98 [1767]~P25(x17673)+P18(x17671,x17672)+~E(x17673,f209(x17672))+~P18(f345(f345(x17671,x17674),f345(x17671,x17671)),x17673)
% 161.92/161.98 [1937]~P25(x19374)+~P18(x19371,x19373)+~P18(f345(f345(x19371,x19372),f345(x19371,x19371)),x19374)+P18(f345(f345(x19371,x19372),f345(x19371,x19371)),f328(f209(x19373),x19374))
% 161.92/161.98 [1943]E(x19431,x19432)+~P16(x19433)+~P18(f345(f345(x19434,x19431),f345(x19434,x19434)),x19433)+~P18(f345(f345(x19434,x19432),f345(x19434,x19434)),x19433)
% 161.92/161.98 [2282]~P25(x22822)+~P18(x22821,x22824)+~E(x22824,f336(x22822,x22823))+P18(f345(f345(x22821,f74(x22822,x22823,x22824,x22821)),f345(x22821,x22821)),x22822)
% 161.92/161.98 [2283]~P18(x22831,x22833)+~P33(x22834,x22833,x22832)+~E(f333(x22833,x22832,x22834),x22833)+P18(f345(f345(x22831,f206(x22832,x22833,x22834,x22831)),f345(x22831,x22831)),x22834)
% 161.92/161.98 [2352]P4(x23521)+~P25(x23522)+~P18(x23524,f160(x23521,x23522,x23523))+E(f345(f345(f162(x23521,x23522,x23523,x23524),f163(x23521,x23522,x23523,x23524)),f345(f162(x23521,x23522,x23523,x23524),f162(x23521,x23522,x23523,x23524))),x23524)
% 161.92/161.98 [2390]~P25(x23901)+~P18(x23904,x23903)+~E(x23903,f334(x23901,x23902))+P18(f345(f345(f31(x23901,x23902,x23903,x23904),x23904),f345(f31(x23901,x23902,x23903,x23904),f31(x23901,x23902,x23903,x23904))),x23901)
% 161.92/161.98 [2391]~P18(x23914,x23912)+~P33(x23913,x23911,x23912)+~E(f340(x23911,x23912,x23913),x23912)+P18(f345(f345(f208(x23911,x23912,x23913,x23914),x23914),f345(f208(x23911,x23912,x23913,x23914),f208(x23911,x23912,x23913,x23914))),x23913)
% 161.92/161.98 [1696]E(x16961,x16962)+~E(x16961,f327(x16963))+~E(x16963,f345(f345(x16964,x16965),f345(x16964,x16964)))+~E(x16963,f345(f345(x16966,x16962),f345(x16966,x16966)))
% 161.92/161.98 [1697]E(x16971,x16972)+~E(x16971,f326(x16973))+~E(x16973,f345(f345(x16974,x16975),f345(x16974,x16974)))+~E(x16973,f345(f345(x16972,x16976),f345(x16972,x16972)))
% 161.92/161.98 [1157]~P1(x11571)+~P5(x11571)+~P18(a1,x11571)+E(x11571,a6)+P1(f278(x11571))
% 161.92/161.98 [1158]~P1(x11581)+~P5(x11581)+~P18(a1,x11581)+E(x11581,a6)+P5(f278(x11581))
% 161.92/161.98 [1205]~P1(x12051)+~P5(x12051)+~P18(a1,x12051)+E(x12051,a6)+P18(a1,f278(x12051))
% 161.92/161.98 [1279]~P1(x12791)+~P5(x12791)+~P18(a1,x12791)+~P32(x12791,f278(x12791))+E(x12791,a6)
% 161.92/161.98 [1150]P18(x11502,x11501)+P18(x11501,x11502)+~P1(x11502)+~P1(x11501)+E(x11501,x11502)
% 161.92/161.98 [1177]~P1(x11772)+~P5(x11772)+P32(x11771,x11772)+~E(x11771,a6)+~P18(a1,x11772)
% 161.92/161.98 [1212]~P16(x12122)+~P25(x12122)+P14(x12121)+~E(f329(x12122),x12121)+~P18(f5(x12122),a6)
% 161.92/161.98 [1214]~P18(x12141,a235)+~P18(x12142,a237)+~E(f239(x12141),x12141)+~E(f245(x12142),x12142)+P11(a500)
% 161.92/161.98 [1216]~P16(x12162)+~P16(x12161)+~P25(x12162)+~P25(x12161)+P16(f328(x12161,x12162))
% 161.92/161.98 [1278]~P16(x12781)+~P25(x12781)+P18(f219(x12782,x12781),x12782)+~E(f5(x12781),x12782)+E(x12781,f209(x12782))
% 161.92/161.98 [1280]~P18(x12801,a235)+~P18(x12802,a237)+~E(f245(x12802),x12802)+P11(a500)+P18(f239(x12801),a235)
% 161.92/161.98 [1281]~P18(x12812,a235)+~P18(x12811,a237)+~E(f239(x12812),x12812)+P11(a500)+P18(f245(x12811),a237)
% 161.92/161.98 [1293]~P18(x12931,a235)+~P18(x12932,a237)+P32(x12931,f239(x12931))+~E(f245(x12932),x12932)+P11(a500)
% 161.92/161.98 [1294]~P18(x12942,a235)+~P18(x12941,a237)+P32(x12941,f245(x12941))+~E(f239(x12942),x12942)+P11(a500)
% 161.92/161.98 [1327]~P18(x13271,a235)+~P18(x13272,a237)+P11(a500)+P18(f239(x13271),a235)+P18(f245(x13272),a237)
% 161.92/161.98 [1332]~P18(x13321,a235)+~P18(x13322,a237)+P32(x13321,f239(x13321))+P11(a500)+P18(f245(x13322),a237)
% 161.92/161.98 [1333]~P18(x13332,a235)+~P18(x13331,a237)+P32(x13331,f245(x13331))+P11(a500)+P18(f239(x13332),a235)
% 161.92/161.98 [1339]~P18(x13391,a235)+~P18(x13392,a237)+P32(x13391,f239(x13391))+P32(x13392,f245(x13392))+P11(a500)
% 161.92/161.98 [1376]~P25(x13762)+~P37(x13762)+~P32(x13761,f331(x13762))+P18(f259(x13762,x13761),x13761)+E(x13761,a1)
% 161.92/161.98 [1428]~P16(x14282)+~P25(x14282)+P18(f290(x14282,x14281),x14281)+P18(f294(x14282,x14281),f5(x14282))+E(x14281,f329(x14282))
% 161.92/161.98 [1444]P4(x14441)+~P25(x14442)+P18(f190(x14441,x14442),x14441)+E(f182(x14441,x14442),f186(x14441,x14442))+P16(f189(x14441,x14442))
% 161.92/161.98 [1445]P4(x14451)+~P25(x14452)+P18(f190(x14451,x14452),x14451)+E(f182(x14451,x14452),f186(x14451,x14452))+P25(f189(x14451,x14452))
% 161.92/161.98 [1446]P4(x14461)+~P25(x14462)+P18(f190(x14461,x14462),x14461)+E(f191(x14461,x14462),f182(x14461,x14462))+P16(f189(x14461,x14462))
% 161.92/161.98 [1447]P4(x14471)+~P25(x14472)+P18(f190(x14471,x14472),x14471)+E(f191(x14471,x14472),f182(x14471,x14472))+P25(f189(x14471,x14472))
% 161.92/161.98 [1480]~P25(x14802)+P4(x14801)+P18(f182(x14801,x14802),x14801)+P18(f190(x14801,x14802),x14801)+P16(f189(x14801,x14802))
% 161.92/161.98 [1481]~P25(x14812)+P4(x14811)+P18(f182(x14811,x14812),x14811)+P18(f190(x14811,x14812),x14811)+P25(f189(x14811,x14812))
% 161.92/161.98 [1497]~P25(x14972)+P4(x14971)+P18(f190(x14971,x14972),x14971)+~E(f187(x14971,x14972),f188(x14971,x14972))+P16(f189(x14971,x14972))
% 161.92/161.98 [1498]~P25(x14982)+P4(x14981)+P18(f190(x14981,x14982),x14981)+~E(f187(x14981,x14982),f188(x14981,x14982))+P25(f189(x14981,x14982))
% 161.92/161.98 [1563]~P25(x15632)+P4(x15631)+P18(f190(x15631,x15632),x15631)+P18(f188(x15631,x15632),f186(x15631,x15632))+P16(f189(x15631,x15632))
% 161.92/161.98 [1564]~P25(x15642)+P4(x15641)+P18(f190(x15641,x15642),x15641)+P18(f187(x15641,x15642),f191(x15641,x15642))+P16(f189(x15641,x15642))
% 161.92/161.98 [1565]~P25(x15652)+P4(x15651)+P18(f190(x15651,x15652),x15651)+P18(f188(x15651,x15652),f186(x15651,x15652))+P25(f189(x15651,x15652))
% 161.92/161.98 [1566]~P25(x15662)+P4(x15661)+P18(f190(x15661,x15662),x15661)+P18(f187(x15661,x15662),f191(x15661,x15662))+P25(f189(x15661,x15662))
% 161.92/161.98 [1451]P4(x14511)+~P25(x14512)+E(f182(x14511,x14512),f186(x14511,x14512))+P18(f190(x14511,x14512),x14511)+E(f5(f189(x14511,x14512)),x14511)
% 161.92/161.99 [1452]P4(x14521)+~P25(x14522)+E(f191(x14521,x14522),f182(x14521,x14522))+P18(f190(x14521,x14522),x14521)+E(f5(f189(x14521,x14522)),x14521)
% 161.92/161.99 [1457]~P16(x14571)+~P25(x14571)+~E(f5(x14571),x14572)+E(x14571,f209(x14572))+~E(f2(x14571,f219(x14572,x14571)),f219(x14572,x14571))
% 161.92/161.99 [1460]~P16(x14602)+~P25(x14602)+P18(f290(x14602,x14601),x14601)+E(x14601,f329(x14602))+E(f2(x14602,f294(x14602,x14601)),f290(x14602,x14601))
% 161.92/161.99 [1487]P4(x14871)+~P25(x14872)+P18(f182(x14871,x14872),x14871)+P18(f190(x14871,x14872),x14871)+E(f5(f189(x14871,x14872)),x14871)
% 161.92/161.99 [1501]P4(x15011)+~P25(x15012)+P18(f190(x15011,x15012),x15011)+~E(f187(x15011,x15012),f188(x15011,x15012))+E(f5(f189(x15011,x15012)),x15011)
% 161.92/161.99 [1534]~P1(x15341)+~P1(x15342)+~P5(x15342)+~P18(x15341,x15342)+P18(f341(x15341,f345(x15341,x15341)),x15342)
% 161.92/161.99 [1539]~P25(x15392)+~P37(x15392)+~P32(x15391,f331(x15392))+E(x15391,a1)+P10(f317(x15392,f259(x15392,x15391)),x15391)
% 161.92/161.99 [1570]P4(x15701)+~P25(x15702)+P18(f190(x15701,x15702),x15701)+P18(f188(x15701,x15702),f186(x15701,x15702))+E(f5(f189(x15701,x15702)),x15701)
% 161.92/161.99 [1571]P4(x15711)+~P25(x15712)+P18(f190(x15711,x15712),x15711)+P18(f187(x15711,x15712),f191(x15711,x15712))+E(f5(f189(x15711,x15712)),x15711)
% 161.92/161.99 [1431]~P16(x14311)+~P25(x14311)+~P24(x14311)+~P18(x14312,f329(x14311))+E(f2(x14311,f2(f315(x14311),x14312)),x14312)
% 161.92/161.99 [1432]~P16(x14321)+~P25(x14321)+~P24(x14321)+~P18(x14322,f329(x14321))+E(f2(f328(f315(x14321),x14321),x14322),x14322)
% 161.92/161.99 [2028]~P25(x20281)+P32(f246(x20282,x20281),f254(x20282,x20281))+~E(f331(x20281),x20282)+E(x20281,f323(x20282))+P18(f345(f345(f246(x20282,x20281),f254(x20282,x20281)),f345(f246(x20282,x20281),f246(x20282,x20281))),x20281)
% 161.92/161.99 [2175]~P25(x21751)+~E(f122(x21752,x21751),f232(x21752,x21751))+~P18(f122(x21752,x21751),x21752)+E(x21751,f209(x21752))+~P18(f345(f345(f122(x21752,x21751),f232(x21752,x21751)),f345(f122(x21752,x21751),f122(x21752,x21751))),x21751)
% 161.92/161.99 [2176]~P25(x21761)+~E(f331(x21761),x21762)+~P32(f246(x21762,x21761),f254(x21762,x21761))+E(x21761,f323(x21762))+~P18(f345(f345(f246(x21762,x21761),f254(x21762,x21761)),f345(f246(x21762,x21761),f246(x21762,x21761))),x21761)
% 161.92/161.99 [2200]~P25(x22002)+~P25(x22001)+E(x22001,x22002)+P18(f345(f345(f261(x22001,x22002),f263(x22001,x22002)),f345(f261(x22001,x22002),f261(x22001,x22002))),x22002)+P18(f345(f345(f261(x22001,x22002),f263(x22001,x22002)),f345(f261(x22001,x22002),f261(x22001,x22002))),x22001)
% 161.92/161.99 [2201]~P25(x22011)+~P25(x22012)+E(x22011,f330(x22012))+P18(f345(f345(f301(x22012,x22011),f302(x22012,x22011)),f345(f301(x22012,x22011),f301(x22012,x22011))),x22011)+P18(f345(f345(f302(x22012,x22011),f301(x22012,x22011)),f345(f302(x22012,x22011),f302(x22012,x22011))),x22012)
% 161.92/161.99 [2262]~P25(x22622)+~P25(x22621)+E(x22621,x22622)+~P18(f345(f345(f261(x22621,x22622),f263(x22621,x22622)),f345(f261(x22621,x22622),f261(x22621,x22622))),x22622)+~P18(f345(f345(f261(x22621,x22622),f263(x22621,x22622)),f345(f261(x22621,x22622),f261(x22621,x22622))),x22621)
% 161.92/161.99 [2263]~P25(x22631)+~P25(x22632)+E(x22631,f330(x22632))+~P18(f345(f345(f301(x22632,x22631),f302(x22632,x22631)),f345(f301(x22632,x22631),f301(x22632,x22631))),x22631)+~P18(f345(f345(f302(x22632,x22631),f301(x22632,x22631)),f345(f302(x22632,x22631),f302(x22632,x22631))),x22632)
% 161.92/161.99 [1558]~P33(x15582,x15581,x15583)+P27(x15582,x15581,x15583)+~E(x15583,a1)+~E(x15582,a1)+E(x15581,a1)
% 161.92/161.99 [1626]~P33(x16262,x16261,x16263)+~P27(x16262,x16261,x16263)+E(x16261,a1)+E(x16262,a1)+~E(x16263,a1)
% 161.92/161.99 [1185]~P16(x11852)+~P25(x11852)+P18(x11853,f5(x11852))+~E(x11851,a1)+E(x11851,f2(x11852,x11853))
% 161.92/161.99 [1203]~P1(x12031)+~P18(x12033,x12032)+~E(x12033,x12031)+E(a132,a137)+P18(x12031,f138(x12032))
% 161.92/161.99 [1204]~P1(x12041)+~P18(x12043,x12042)+~E(x12043,x12041)+E(a139,a132)+P18(x12041,f138(x12042))
% 161.92/161.99 [1206]~P1(x12061)+~P18(x12063,x12062)+~E(x12063,x12061)+~E(a139,a137)+P18(x12061,f138(x12062))
% 161.92/161.99 [1210]~P1(x12101)+~P18(x12103,x12102)+~E(x12103,x12101)+P18(x12101,f138(x12102))+P1(a137)
% 161.92/161.99 [1211]~P1(x12111)+~P18(x12113,x12112)+~E(x12113,x12111)+P18(x12111,f138(x12112))+P1(a139)
% 161.92/161.99 [1223]~P16(x12233)+~P25(x12233)+~E(x12231,f2(x12233,x12232))+E(x12231,a1)+P18(x12232,f5(x12233))
% 161.92/161.99 [1225]~P16(x12251)+~P25(x12251)+~P18(x12252,x12253)+E(f2(x12251,x12252),x12252)+~E(x12251,f209(x12253))
% 161.92/161.99 [1331]~P1(x13312)+~P18(x13313,x13311)+~P18(x13312,x13311)+~P1(x13313)+P29(f54(x13311),x13312)
% 161.92/161.99 [1442]~P18(x14423,x14421)+P18(f223(x14421,x14422),x14422)+E(x14421,a1)+E(x14422,f342(x14421))+P18(f223(x14421,x14422),x14423)
% 161.92/161.99 [1449]~P8(x14492,x14491)+P18(x14492,x14493)+P18(x14492,f343(x14491,x14493))+~P8(x14493,f325(x14491))+E(x14491,a1)
% 161.92/161.99 [1617]~P16(x16171)+~P25(x16171)+~P18(x16173,x16172)+~E(x16172,f329(x16171))+P18(f291(x16171,x16172,x16173),f5(x16171))
% 161.92/161.99 [1624]~P25(x16242)+~P32(x16241,x16243)+~P23(x16242,x16243)+P18(f277(x16242,x16243,x16241),x16241)+E(x16241,a1)
% 161.92/161.99 [1676]P4(x16761)+~P25(x16762)+~P18(x16763,f72(x16761,x16762))+E(f67(x16761,x16762),f68(x16761,x16762))+E(f71(x16761,x16762,x16763),f75(x16761,x16762,x16763))
% 161.92/161.99 [1677]P4(x16771)+~P25(x16772)+~P18(x16773,f72(x16771,x16772))+E(f73(x16771,x16772),f67(x16771,x16772))+E(f71(x16771,x16772,x16773),f75(x16771,x16772,x16773))
% 161.92/161.99 [1709]P4(x17091)+~P25(x17092)+~P18(x17093,f72(x17091,x17092))+E(f67(x17091,x17092),f68(x17091,x17092))+P18(x17093,f75(x17091,x17092,x17093))
% 161.92/161.99 [1710]P4(x17101)+~P25(x17102)+~P18(x17103,f72(x17101,x17102))+E(f73(x17101,x17102),f67(x17101,x17102))+P18(x17103,f75(x17101,x17102,x17103))
% 161.92/161.99 [1711]P4(x17111)+~P25(x17112)+~P18(x17113,f72(x17111,x17112))+E(f67(x17111,x17112),f68(x17111,x17112))+P18(f71(x17111,x17112,x17113),x17111)
% 161.92/161.99 [1712]P4(x17121)+~P25(x17122)+~P18(x17123,f72(x17121,x17122))+E(f73(x17121,x17122),f67(x17121,x17122))+P18(f71(x17121,x17122,x17123),x17121)
% 161.92/161.99 [1714]P4(x17141)+~P25(x17142)+P18(f67(x17141,x17142),x17141)+~P18(x17143,f72(x17141,x17142))+E(f71(x17141,x17142,x17143),f75(x17141,x17142,x17143))
% 161.92/161.99 [1720]P4(x17201)+~P25(x17202)+~E(f69(x17201,x17202),f70(x17201,x17202))+~P18(x17203,f72(x17201,x17202))+E(f71(x17201,x17202,x17203),f75(x17201,x17202,x17203))
% 161.92/161.99 [1733]~P25(x17332)+P4(x17331)+~P18(x17333,f72(x17331,x17332))+P18(f67(x17331,x17332),x17331)+P18(x17333,f75(x17331,x17332,x17333))
% 161.92/161.99 [1735]~P25(x17352)+P4(x17351)+~P18(x17353,f72(x17351,x17352))+P18(f67(x17351,x17352),x17351)+P18(f71(x17351,x17352,x17353),x17351)
% 161.92/161.99 [1739]~P25(x17393)+P4(x17391)+~E(f69(x17391,x17393),f70(x17391,x17393))+~P18(x17392,f72(x17391,x17393))+P18(x17392,f75(x17391,x17393,x17392))
% 161.92/161.99 [1740]~P25(x17402)+P4(x17401)+~E(f69(x17401,x17402),f70(x17401,x17402))+~P18(x17403,f72(x17401,x17402))+P18(f71(x17401,x17402,x17403),x17401)
% 161.92/161.99 [1751]P4(x17511)+~P25(x17512)+P18(f70(x17511,x17512),f68(x17511,x17512))+~P18(x17513,f72(x17511,x17512))+E(f71(x17511,x17512,x17513),f75(x17511,x17512,x17513))
% 161.92/161.99 [1752]P4(x17521)+~P25(x17522)+P18(f69(x17521,x17522),f73(x17521,x17522))+~P18(x17523,f72(x17521,x17522))+E(f71(x17521,x17522,x17523),f75(x17521,x17522,x17523))
% 161.92/161.99 [1786]~P25(x17863)+P4(x17861)+P18(f70(x17861,x17863),f68(x17861,x17863))+~P18(x17862,f72(x17861,x17863))+P18(x17862,f75(x17861,x17863,x17862))
% 161.92/161.99 [1787]~P25(x17873)+P4(x17871)+P18(f69(x17871,x17873),f73(x17871,x17873))+~P18(x17872,f72(x17871,x17873))+P18(x17872,f75(x17871,x17873,x17872))
% 161.92/161.99 [1788]~P25(x17882)+P4(x17881)+P18(f70(x17881,x17882),f68(x17881,x17882))+~P18(x17883,f72(x17881,x17882))+P18(f71(x17881,x17882,x17883),x17881)
% 161.92/161.99 [1789]~P25(x17892)+P4(x17891)+P18(f69(x17891,x17892),f73(x17891,x17892))+~P18(x17893,f72(x17891,x17892))+P18(f71(x17891,x17892,x17893),x17891)
% 161.92/161.99 [1809]~P16(x18092)+~P25(x18092)+P18(f293(x18092,x18093,x18091),x18091)+P18(f300(x18092,x18093,x18091),x18093)+E(x18091,f334(x18092,x18093))
% 161.92/161.99 [1814]~P16(x18142)+~P25(x18142)+P18(f293(x18142,x18143,x18141),x18141)+P18(f300(x18142,x18143,x18141),f5(x18142))+E(x18141,f334(x18142,x18143))
% 161.92/161.99 [1815]~P16(x18152)+~P25(x18152)+P18(f18(x18152,x18153,x18151),x18151)+P18(f18(x18152,x18153,x18151),f5(x18152))+E(x18151,f336(x18152,x18153))
% 161.92/161.99 [1611]~P16(x16111)+~P25(x16111)+~P18(x16113,x16112)+~E(x16112,f329(x16111))+E(f2(x16111,f291(x16111,x16112,x16113)),x16113)
% 161.92/161.99 [1682]~P16(x16823)+~P25(x16823)+~E(x16822,f2(x16823,x16821))+~P18(x16821,f5(x16823))+P18(f345(f345(x16821,x16822),f345(x16821,x16821)),x16823)
% 161.92/161.99 [1860]~P25(x18602)+~P32(x18601,x18603)+~P23(x18602,x18603)+E(x18601,a1)+P10(f317(x18602,f277(x18602,x18603,x18601)),x18601)
% 161.92/161.99 [1876]~P16(x18762)+~P25(x18762)+P18(f293(x18762,x18763,x18761),x18761)+E(x18761,f334(x18762,x18763))+E(f2(x18762,f300(x18762,x18763,x18761)),f293(x18762,x18763,x18761))
% 161.92/161.99 [1921]~P16(x19212)+~P25(x19212)+P18(f18(x19212,x19213,x19211),x19211)+E(x19211,f336(x19212,x19213))+P18(f2(x19212,f18(x19212,x19213,x19211)),x19213)
% 161.92/161.99 [1948]~P6(x19483)+E(x19481,x19482)+~P25(x19483)+~P18(f345(f345(x19482,x19481),f345(x19482,x19482)),x19483)+~P18(f345(f345(x19481,x19482),f345(x19481,x19481)),x19483)
% 161.92/161.99 [1958]P18(f313(x19582,x19583,x19581),x19581)+E(x19581,f4(x19582,x19583))+P18(f343(x19582,f313(x19582,x19583,x19581)),x19583)+~P8(x19581,f325(f325(x19582)))+~P8(x19583,f325(f325(x19582)))
% 161.92/161.99 [2051]~P18(f313(x20512,x20513,x20511),x20511)+E(x20511,f4(x20512,x20513))+~P8(x20511,f325(f325(x20512)))+~P8(x20513,f325(f325(x20512)))+~P18(f343(x20512,f313(x20512,x20513,x20511)),x20513)
% 161.92/161.99 [1974]~P25(x19742)+P4(x19741)+~P18(x19743,f46(x19741,x19742))+P16(f50(x19741,x19742))+P18(f345(f345(f48(x19741,x19742),x19743),f345(f48(x19741,x19742),f48(x19741,x19742))),x19742)
% 161.92/161.99 [1975]~P25(x19752)+P4(x19751)+~P18(x19753,f51(x19751,x19752))+P16(f50(x19751,x19752))+P18(f345(f345(f47(x19751,x19752),x19753),f345(f47(x19751,x19752),f47(x19751,x19752))),x19752)
% 161.92/161.99 [1976]~P25(x19762)+P4(x19761)+~P18(x19763,f46(x19761,x19762))+P25(f50(x19761,x19762))+P18(f345(f345(f48(x19761,x19762),x19763),f345(f48(x19761,x19762),f48(x19761,x19762))),x19762)
% 161.92/161.99 [1977]~P25(x19772)+P4(x19771)+~P18(x19773,f51(x19771,x19772))+P25(f50(x19771,x19772))+P18(f345(f345(f47(x19771,x19772),x19773),f345(f47(x19771,x19772),f47(x19771,x19772))),x19772)
% 161.92/161.99 [2274]~P25(x22741)+~P25(x22742)+P18(f262(x22742,x22743,x22741),x22743)+E(x22741,f332(x22742,x22743))+P18(f345(f345(f262(x22742,x22743,x22741),f270(x22742,x22743,x22741)),f345(f262(x22742,x22743,x22741),f262(x22742,x22743,x22741))),x22741)
% 161.92/161.99 [2275]~P25(x22751)+~P25(x22753)+P18(f322(x22752,x22753,x22751),x22752)+E(x22751,f339(x22752,x22753))+P18(f345(f345(f312(x22752,x22753,x22751),f322(x22752,x22753,x22751)),f345(f312(x22752,x22753,x22751),f312(x22752,x22753,x22751))),x22751)
% 161.92/161.99 [2288]~P25(x22882)+E(f253(x22882,x22883,x22881),x22883)+~P18(f253(x22882,x22883,x22881),x22881)+E(x22881,f317(x22882,x22883))+~P18(f345(f345(f253(x22882,x22883,x22881),x22883),f345(f253(x22882,x22883,x22881),f253(x22882,x22883,x22881))),x22882)
% 161.92/161.99 [2337]~P25(x23371)+~P25(x23372)+E(x23371,f332(x23372,x23373))+P18(f345(f345(f262(x23372,x23373,x23371),f270(x23372,x23373,x23371)),f345(f262(x23372,x23373,x23371),f262(x23372,x23373,x23371))),x23371)+P18(f345(f345(f262(x23372,x23373,x23371),f270(x23372,x23373,x23371)),f345(f262(x23372,x23373,x23371),f262(x23372,x23373,x23371))),x23372)
% 161.92/161.99 [2338]~P25(x23381)+~P25(x23383)+E(x23381,f339(x23382,x23383))+P18(f345(f345(f312(x23382,x23383,x23381),f322(x23382,x23383,x23381)),f345(f312(x23382,x23383,x23381),f312(x23382,x23383,x23381))),x23381)+P18(f345(f345(f312(x23382,x23383,x23381),f322(x23382,x23383,x23381)),f345(f312(x23382,x23383,x23381),f312(x23382,x23383,x23381))),x23383)
% 161.92/161.99 [2043]~P1(x20431)+E(f115(x20431,x20432),f117(x20431,x20432))+~P18(x20433,f124(x20431,x20432))+E(f123(x20431,x20432,x20433),x20433)+~P8(x20432,f325(f325(f341(x20431,f345(x20431,x20431)))))
% 161.92/161.99 [2044]~P1(x20441)+E(f118(x20441,x20442),f115(x20441,x20442))+~P18(x20443,f124(x20441,x20442))+E(f123(x20441,x20442,x20443),x20443)+~P8(x20442,f325(f325(f341(x20441,f345(x20441,x20441)))))
% 161.92/161.99 [2049]~P1(x20491)+P18(f119(x20491,x20492),x20492)+~P18(x20493,f124(x20491,x20492))+E(f123(x20491,x20492,x20493),x20493)+~P8(x20492,f325(f325(f341(x20491,f345(x20491,x20491)))))
% 161.92/161.99 [2050]~P1(x20501)+P18(f120(x20501,x20502),x20502)+~P18(x20503,f124(x20501,x20502))+E(f123(x20501,x20502,x20503),x20503)+~P8(x20502,f325(f325(f341(x20501,f345(x20501,x20501)))))
% 161.92/161.99 [2056]~P1(x20561)+~E(f118(x20561,x20562),f117(x20561,x20562))+~P18(x20563,f124(x20561,x20562))+E(f123(x20561,x20562,x20563),x20563)+~P8(x20562,f325(f325(f341(x20561,f345(x20561,x20561)))))
% 161.92/161.99 [2077]~P1(x20771)+~P18(x20773,f124(x20771,x20772))+E(f123(x20771,x20772,x20773),x20773)+E(f338(f119(x20771,x20772),f345(x20771,x20771)),f117(x20771,x20772))+~P8(x20772,f325(f325(f341(x20771,f345(x20771,x20771)))))
% 161.92/161.99 [2078]~P1(x20781)+~P18(x20783,f124(x20781,x20782))+E(f123(x20781,x20782,x20783),x20783)+E(f338(f120(x20781,x20782),f345(x20781,x20781)),f118(x20781,x20782))+~P8(x20782,f325(f325(f341(x20781,f345(x20781,x20781)))))
% 161.92/161.99 [2088]~P1(x20881)+~P18(x20883,f124(x20881,x20882))+E(f115(x20881,x20882),f117(x20881,x20882))+P18(f125(x20881,x20882,x20883),x20882)+~P8(x20882,f325(f325(f341(x20881,f345(x20881,x20881)))))
% 161.92/161.99 [2089]~P1(x20891)+~P18(x20893,f124(x20891,x20892))+E(f118(x20891,x20892),f115(x20891,x20892))+P18(f125(x20891,x20892,x20893),x20892)+~P8(x20892,f325(f325(f341(x20891,f345(x20891,x20891)))))
% 161.92/161.99 [2097]~P1(x20971)+~P18(x20973,f124(x20971,x20972))+E(f115(x20971,x20972),f117(x20971,x20972))+P18(f123(x20971,x20972,x20973),f325(x20971))+~P8(x20972,f325(f325(f341(x20971,f345(x20971,x20971)))))
% 161.92/161.99 [2098]~P1(x20981)+~P18(x20983,f124(x20981,x20982))+E(f118(x20981,x20982),f115(x20981,x20982))+P18(f123(x20981,x20982,x20983),f325(x20981))+~P8(x20982,f325(f325(f341(x20981,f345(x20981,x20981)))))
% 161.92/161.99 [2099]~P1(x20991)+~P18(x20993,f124(x20991,x20992))+P18(f119(x20991,x20992),x20992)+P18(f125(x20991,x20992,x20993),x20992)+~P8(x20992,f325(f325(f341(x20991,f345(x20991,x20991)))))
% 161.92/161.99 [2100]~P1(x21001)+~P18(x21003,f124(x21001,x21002))+P18(f120(x21001,x21002),x21002)+P18(f125(x21001,x21002,x21003),x21002)+~P8(x21002,f325(f325(f341(x21001,f345(x21001,x21001)))))
% 161.92/161.99 [2105]~P1(x21051)+~E(f118(x21051,x21052),f117(x21051,x21052))+~P18(x21053,f124(x21051,x21052))+P18(f125(x21051,x21052,x21053),x21052)+~P8(x21052,f325(f325(f341(x21051,f345(x21051,x21051)))))
% 161.92/161.99 [2106]~P1(x21061)+~P18(x21063,f124(x21061,x21062))+P18(f119(x21061,x21062),x21062)+P18(f123(x21061,x21062,x21063),f325(x21061))+~P8(x21062,f325(f325(f341(x21061,f345(x21061,x21061)))))
% 161.92/161.99 [2107]~P1(x21071)+~P18(x21073,f124(x21071,x21072))+P18(f120(x21071,x21072),x21072)+P18(f123(x21071,x21072,x21073),f325(x21071))+~P8(x21072,f325(f325(f341(x21071,f345(x21071,x21071)))))
% 161.92/161.99 [2110]~P1(x21101)+~E(f118(x21101,x21102),f117(x21101,x21102))+~P18(x21103,f124(x21101,x21102))+P18(f123(x21101,x21102,x21103),f325(x21101))+~P8(x21102,f325(f325(f341(x21101,f345(x21101,x21101)))))
% 161.92/161.99 [2111]~P1(x21111)+~P18(x21113,f124(x21111,x21112))+E(f115(x21111,x21112),f117(x21111,x21112))+E(f338(f125(x21111,x21112,x21113),f345(x21111,x21111)),x21113)+~P8(x21112,f325(f325(f341(x21111,f345(x21111,x21111)))))
% 161.92/161.99 [2112]~P1(x21121)+~P18(x21123,f124(x21121,x21122))+E(f118(x21121,x21122),f115(x21121,x21122))+E(f338(f125(x21121,x21122,x21123),f345(x21121,x21121)),x21123)+~P8(x21122,f325(f325(f341(x21121,f345(x21121,x21121)))))
% 161.92/161.99 [2118]~P1(x21181)+P18(f119(x21181,x21182),x21182)+~P18(x21183,f124(x21181,x21182))+E(f338(f125(x21181,x21182,x21183),f345(x21181,x21181)),x21183)+~P8(x21182,f325(f325(f341(x21181,f345(x21181,x21181)))))
% 161.92/161.99 [2119]~P1(x21191)+P18(f120(x21191,x21192),x21192)+~P18(x21193,f124(x21191,x21192))+E(f338(f125(x21191,x21192,x21193),f345(x21191,x21191)),x21193)+~P8(x21192,f325(f325(f341(x21191,f345(x21191,x21191)))))
% 161.92/161.99 [2122]~P1(x21221)+~E(f118(x21221,x21222),f117(x21221,x21222))+~P18(x21223,f124(x21221,x21222))+E(f338(f125(x21221,x21222,x21223),f345(x21221,x21221)),x21223)+~P8(x21222,f325(f325(f341(x21221,f345(x21221,x21221)))))
% 161.92/161.99 [2125]~P1(x21251)+~P18(x21253,f124(x21251,x21252))+P18(f125(x21251,x21252,x21253),x21252)+E(f338(f119(x21251,x21252),f345(x21251,x21251)),f117(x21251,x21252))+~P8(x21252,f325(f325(f341(x21251,f345(x21251,x21251)))))
% 161.92/161.99 [2126]~P1(x21261)+~P18(x21263,f124(x21261,x21262))+P18(f125(x21261,x21262,x21263),x21262)+E(f338(f120(x21261,x21262),f345(x21261,x21261)),f118(x21261,x21262))+~P8(x21262,f325(f325(f341(x21261,f345(x21261,x21261)))))
% 161.92/161.99 [2131]~P1(x21311)+~P18(x21313,f124(x21311,x21312))+P18(f123(x21311,x21312,x21313),f325(x21311))+E(f338(f119(x21311,x21312),f345(x21311,x21311)),f117(x21311,x21312))+~P8(x21312,f325(f325(f341(x21311,f345(x21311,x21311)))))
% 161.92/161.99 [2132]~P1(x21321)+~P18(x21323,f124(x21321,x21322))+P18(f123(x21321,x21322,x21323),f325(x21321))+E(f338(f120(x21321,x21322),f345(x21321,x21321)),f118(x21321,x21322))+~P8(x21322,f325(f325(f341(x21321,f345(x21321,x21321)))))
% 161.92/161.99 [2139]~P1(x21391)+~P18(x21393,f124(x21391,x21392))+E(f338(f119(x21391,x21392),f345(x21391,x21391)),f117(x21391,x21392))+E(f338(f125(x21391,x21392,x21393),f345(x21391,x21391)),x21393)+~P8(x21392,f325(f325(f341(x21391,f345(x21391,x21391)))))
% 161.92/161.99 [2140]~P1(x21401)+~P18(x21403,f124(x21401,x21402))+E(f338(f120(x21401,x21402),f345(x21401,x21401)),f118(x21401,x21402))+E(f338(f125(x21401,x21402,x21403),f345(x21401,x21401)),x21403)+~P8(x21402,f325(f325(f341(x21401,f345(x21401,x21401)))))
% 161.92/161.99 [1287]~P18(x12873,x12871)+~P18(x12872,x12874)+P18(x12872,x12873)+E(x12871,a1)+~E(x12874,f342(x12871))
% 161.92/161.99 [1334]~P16(x13342)+~P25(x13342)+~P18(x13341,x13343)+P18(x13341,f5(x13342))+~E(x13343,f336(x13342,x13344))
% 161.92/161.99 [1414]~P16(x14141)+~P25(x14141)+~P18(x14142,x14144)+P18(f2(x14141,x14142),x14143)+~E(x14144,f336(x14141,x14143))
% 161.92/161.99 [1753]~P25(x17533)+~P16(x17533)+~P25(x17534)+~P18(x17531,f168(x17532,x17534,x17533))+P18(x17531,f3(x17532,x17532))
% 161.92/161.99 [1952]P4(x19521)+~P25(x19522)+E(f77(x19521,x19522),f79(x19521,x19522))+~P18(x19524,f85(x19521,x19522,x19523))+E(f84(x19521,x19522,x19523,x19524),x19524)
% 161.92/161.99 [1953]P4(x19531)+~P25(x19532)+E(f80(x19531,x19532),f77(x19531,x19532))+~P18(x19534,f85(x19531,x19532,x19533))+E(f84(x19531,x19532,x19533,x19534),x19534)
% 161.92/161.99 [1954]P4(x19541)+~P25(x19542)+E(f81(x19541,x19542),f86(x19541,x19542))+~P18(x19544,f85(x19541,x19542,x19543))+E(f84(x19541,x19542,x19543,x19544),x19544)
% 161.92/161.99 [1955]P4(x19551)+~P25(x19552)+E(f87(x19551,x19552),f88(x19551,x19552))+~P18(x19554,f85(x19551,x19552,x19553))+E(f84(x19551,x19552,x19553,x19554),x19554)
% 161.92/161.99 [1956]P4(x19561)+~P25(x19562)+P18(f81(x19561,x19562),x19561)+~P18(x19564,f85(x19561,x19562,x19563))+E(f84(x19561,x19562,x19563,x19564),x19564)
% 161.92/161.99 [1957]P4(x19571)+~P25(x19572)+P18(f87(x19571,x19572),x19571)+~P18(x19574,f85(x19571,x19572,x19573))+E(f84(x19571,x19572,x19573,x19574),x19574)
% 161.92/161.99 [1959]P4(x19591)+~P25(x19592)+~E(f80(x19591,x19592),f79(x19591,x19592))+~P18(x19594,f85(x19591,x19592,x19593))+E(f84(x19591,x19592,x19593,x19594),x19594)
% 161.92/161.99 [1961]P4(x19611)+~P25(x19612)+P18(f82(x19611,x19612),f86(x19611,x19612))+~P18(x19614,f85(x19611,x19612,x19613))+E(f84(x19611,x19612,x19613,x19614),x19614)
% 161.92/161.99 [1962]P4(x19621)+~P25(x19622)+P18(f89(x19621,x19622),f88(x19621,x19622))+~P18(x19624,f85(x19621,x19622,x19623))+E(f84(x19621,x19622,x19623,x19624),x19624)
% 161.92/161.99 [1982]~P16(x19821)+~P25(x19821)+~P18(x19824,x19823)+~E(x19823,f334(x19821,x19822))+P18(f282(x19821,x19822,x19823,x19824),x19822)
% 161.92/161.99 [1987]~P16(x19871)+~P25(x19871)+~P18(x19874,x19873)+~E(x19873,f334(x19871,x19872))+P18(f282(x19871,x19872,x19873,x19874),f5(x19871))
% 161.92/161.99 [2061]P4(x20611)+~P25(x20612)+~P18(x20614,f85(x20611,x20612,x20613))+E(f77(x20611,x20612),f79(x20611,x20612))+E(f90(x20611,x20612,x20613,x20614),f91(x20611,x20612,x20613,x20614))
% 161.92/161.99 [2062]P4(x20621)+~P25(x20622)+~P18(x20624,f85(x20621,x20622,x20623))+E(f80(x20621,x20622),f77(x20621,x20622))+E(f90(x20621,x20622,x20623,x20624),f91(x20621,x20622,x20623,x20624))
% 161.92/161.99 [2063]P4(x20631)+~P25(x20632)+~P18(x20634,f85(x20631,x20632,x20633))+E(f81(x20631,x20632),f86(x20631,x20632))+E(f90(x20631,x20632,x20633,x20634),f91(x20631,x20632,x20633,x20634))
% 161.92/161.99 [2064]P4(x20641)+~P25(x20642)+~P18(x20644,f85(x20641,x20642,x20643))+E(f87(x20641,x20642),f88(x20641,x20642))+E(f90(x20641,x20642,x20643,x20644),f91(x20641,x20642,x20643,x20644))
% 161.92/161.99 [2066]P4(x20661)+~P25(x20662)+~P18(x20664,f85(x20661,x20662,x20663))+E(f77(x20661,x20662),f79(x20661,x20662))+P18(f91(x20661,x20662,x20663,x20664),x20661)
% 161.92/161.99 [2067]P4(x20671)+~P25(x20672)+~P18(x20674,f85(x20671,x20672,x20673))+E(f80(x20671,x20672),f77(x20671,x20672))+P18(f91(x20671,x20672,x20673,x20674),x20671)
% 161.92/161.99 [2068]P4(x20681)+~P25(x20682)+~P18(x20684,f85(x20681,x20682,x20683))+E(f81(x20681,x20682),f86(x20681,x20682))+P18(f91(x20681,x20682,x20683,x20684),x20681)
% 161.92/161.99 [2069]P4(x20691)+~P25(x20692)+~P18(x20694,f85(x20691,x20692,x20693))+E(f87(x20691,x20692),f88(x20691,x20692))+P18(f91(x20691,x20692,x20693,x20694),x20691)
% 161.92/161.99 [2070]P4(x20701)+~P25(x20702)+P18(f81(x20701,x20702),x20701)+~P18(x20704,f85(x20701,x20702,x20703))+E(f90(x20701,x20702,x20703,x20704),f91(x20701,x20702,x20703,x20704))
% 161.92/161.99 [2071]P4(x20711)+~P25(x20712)+P18(f87(x20711,x20712),x20711)+~P18(x20714,f85(x20711,x20712,x20713))+E(f90(x20711,x20712,x20713,x20714),f91(x20711,x20712,x20713,x20714))
% 161.92/161.99 [2076]P4(x20761)+~P25(x20762)+~E(f80(x20761,x20762),f79(x20761,x20762))+~P18(x20764,f85(x20761,x20762,x20763))+E(f90(x20761,x20762,x20763,x20764),f91(x20761,x20762,x20763,x20764))
% 161.92/161.99 [2079]~P25(x20792)+P4(x20791)+~P18(x20794,f85(x20791,x20792,x20793))+P18(f81(x20791,x20792),x20791)+P18(f91(x20791,x20792,x20793,x20794),x20791)
% 161.92/161.99 [2080]~P25(x20802)+P4(x20801)+~P18(x20804,f85(x20801,x20802,x20803))+P18(f87(x20801,x20802),x20801)+P18(f91(x20801,x20802,x20803,x20804),x20801)
% 161.92/161.99 [2083]~P25(x20832)+P4(x20831)+~E(f80(x20831,x20832),f79(x20831,x20832))+~P18(x20834,f85(x20831,x20832,x20833))+P18(f91(x20831,x20832,x20833,x20834),x20831)
% 161.92/161.99 [2090]P4(x20901)+~P25(x20902)+~P18(x20904,f85(x20901,x20902,x20903))+E(f77(x20901,x20902),f79(x20901,x20902))+P18(f84(x20901,x20902,x20903,x20904),f3(x20901,x20903))
% 161.92/161.99 [2091]P4(x20911)+~P25(x20912)+~P18(x20914,f85(x20911,x20912,x20913))+E(f80(x20911,x20912),f77(x20911,x20912))+P18(f84(x20911,x20912,x20913,x20914),f3(x20911,x20913))
% 161.92/161.99 [2092]P4(x20921)+~P25(x20922)+~P18(x20924,f85(x20921,x20922,x20923))+E(f81(x20921,x20922),f86(x20921,x20922))+P18(f84(x20921,x20922,x20923,x20924),f3(x20921,x20923))
% 161.92/161.99 [2093]P4(x20931)+~P25(x20932)+~P18(x20934,f85(x20931,x20932,x20933))+E(f87(x20931,x20932),f88(x20931,x20932))+P18(f84(x20931,x20932,x20933,x20934),f3(x20931,x20933))
% 161.92/161.99 [2094]P4(x20941)+~P25(x20942)+P18(f82(x20941,x20942),f86(x20941,x20942))+~P18(x20944,f85(x20941,x20942,x20943))+E(f90(x20941,x20942,x20943,x20944),f91(x20941,x20942,x20943,x20944))
% 161.92/161.99 [2095]P4(x20951)+~P25(x20952)+P18(f89(x20951,x20952),f88(x20951,x20952))+~P18(x20954,f85(x20951,x20952,x20953))+E(f90(x20951,x20952,x20953,x20954),f91(x20951,x20952,x20953,x20954))
% 161.92/161.99 [2101]~P25(x21012)+P4(x21011)+~P18(x21014,f85(x21011,x21012,x21013))+P18(f81(x21011,x21012),x21011)+P18(f84(x21011,x21012,x21013,x21014),f3(x21011,x21013))
% 161.92/161.99 [2102]~P25(x21022)+P4(x21021)+~P18(x21024,f85(x21021,x21022,x21023))+P18(f87(x21021,x21022),x21021)+P18(f84(x21021,x21022,x21023,x21024),f3(x21021,x21023))
% 161.92/161.99 [2103]~P25(x21032)+P4(x21031)+P18(f82(x21031,x21032),f86(x21031,x21032))+~P18(x21034,f85(x21031,x21032,x21033))+P18(f91(x21031,x21032,x21033,x21034),x21031)
% 161.92/161.99 [2104]~P25(x21042)+P4(x21041)+P18(f89(x21041,x21042),f88(x21041,x21042))+~P18(x21044,f85(x21041,x21042,x21043))+P18(f91(x21041,x21042,x21043,x21044),x21041)
% 161.92/161.99 [2108]~P25(x21082)+P4(x21081)+~E(f80(x21081,x21082),f79(x21081,x21082))+~P18(x21084,f85(x21081,x21082,x21083))+P18(f84(x21081,x21082,x21083,x21084),f3(x21081,x21083))
% 161.92/161.99 [2120]~P25(x21202)+P4(x21201)+~P18(x21204,f85(x21201,x21202,x21203))+P18(f82(x21201,x21202),f86(x21201,x21202))+P18(f84(x21201,x21202,x21203,x21204),f3(x21201,x21203))
% 161.92/161.99 [2121]~P25(x21212)+P4(x21211)+~P18(x21214,f85(x21211,x21212,x21213))+P18(f89(x21211,x21212),f88(x21211,x21212))+P18(f84(x21211,x21212,x21213,x21214),f3(x21211,x21213))
% 161.92/161.99 [2212]P4(x22121)+~P25(x22122)+~P18(x22124,f85(x22121,x22122,x22123))+E(f77(x22121,x22122),f79(x22121,x22122))+P18(f92(x22121,x22122,x22123,x22124),f90(x22121,x22122,x22123,x22124))
% 161.92/161.99 [2213]P4(x22131)+~P25(x22132)+~P18(x22134,f85(x22131,x22132,x22133))+E(f80(x22131,x22132),f77(x22131,x22132))+P18(f92(x22131,x22132,x22133,x22134),f90(x22131,x22132,x22133,x22134))
% 161.92/161.99 [2214]P4(x22141)+~P25(x22142)+~P18(x22144,f85(x22141,x22142,x22143))+E(f81(x22141,x22142),f86(x22141,x22142))+P18(f92(x22141,x22142,x22143,x22144),f90(x22141,x22142,x22143,x22144))
% 161.92/161.99 [2215]P4(x22151)+~P25(x22152)+~P18(x22154,f85(x22151,x22152,x22153))+E(f87(x22151,x22152),f88(x22151,x22152))+P18(f92(x22151,x22152,x22153,x22154),f90(x22151,x22152,x22153,x22154))
% 161.92/161.99 [2216]~P25(x22162)+P4(x22161)+~P18(x22164,f85(x22161,x22162,x22163))+P18(f92(x22161,x22162,x22163,x22164),f90(x22161,x22162,x22163,x22164))+P18(f81(x22161,x22162),x22161)
% 161.92/161.99 [2217]~P25(x22172)+P4(x22171)+~P18(x22174,f85(x22171,x22172,x22173))+P18(f92(x22171,x22172,x22173,x22174),f90(x22171,x22172,x22173,x22174))+P18(f87(x22171,x22172),x22171)
% 161.92/161.99 [2221]~P25(x22212)+P4(x22211)+~E(f80(x22211,x22212),f79(x22211,x22212))+~P18(x22214,f85(x22211,x22212,x22213))+P18(f92(x22211,x22212,x22213,x22214),f90(x22211,x22212,x22213,x22214))
% 161.92/161.99 [2229]~P25(x22292)+P4(x22291)+~P18(x22294,f85(x22291,x22292,x22293))+P18(f82(x22291,x22292),f86(x22291,x22292))+P18(f92(x22291,x22292,x22293,x22294),f90(x22291,x22292,x22293,x22294))
% 161.92/161.99 [2230]~P25(x22302)+P4(x22301)+~P18(x22304,f85(x22301,x22302,x22303))+P18(f89(x22301,x22302),f88(x22301,x22302))+P18(f92(x22301,x22302,x22303,x22304),f90(x22301,x22302,x22303,x22304))
% 161.92/161.99 [2239]E(f103(x22392,x22393,x22394,x22391),x22394)+E(f103(x22392,x22393,x22394,x22391),x22393)+E(f103(x22392,x22393,x22394,x22391),x22392)+P18(f103(x22392,x22393,x22394,x22391),x22391)+E(x22391,f347(x22392,x22393,x22394))
% 161.92/161.99 [1634]~E(x16341,x16342)+~P25(x16343)+~P18(x16341,x16344)+~E(x16343,f209(x16344))+P18(f345(f345(x16341,x16342),f345(x16341,x16341)),x16343)
% 161.92/161.99 [1813]~P25(x18134)+E(x18131,x18132)+P18(x18131,x18133)+~E(x18133,f317(x18134,x18132))+~P18(f345(f345(x18131,x18132),f345(x18131,x18131)),x18134)
% 161.92/161.99 [1834]~P16(x18342)+~P25(x18342)+~P18(x18341,f185(x18344,x18343,x18342))+P18(x18341,f325(f5(x18342)))+~P8(x18343,f325(f325(x18344)))
% 161.92/161.99 [1842]~P16(x18421)+~P25(x18421)+~P18(x18422,f185(x18424,x18423,x18421))+P18(f334(x18421,x18422),x18423)+~P8(x18423,f325(f325(x18424)))
% 161.92/161.99 [1868]P4(x18681)+~P25(x18682)+P18(x18683,x18681)+E(f45(x18681,x18682),f46(x18681,x18682))+~P18(f345(f345(x18683,x18684),f345(x18683,x18683)),f50(x18681,x18682))
% 161.92/161.99 [1869]P4(x18691)+~P25(x18692)+P18(x18693,x18691)+E(f51(x18691,x18692),f45(x18691,x18692))+~P18(f345(f345(x18693,x18694),f345(x18693,x18693)),f50(x18691,x18692))
% 161.92/161.99 [1878]~P25(x18782)+~P18(x18784,x18783)+~P18(x18784,f5(x18782))+P18(x18781,f334(x18782,x18783))+~P18(f345(f345(x18784,x18781),f345(x18784,x18784)),x18782)
% 161.92/161.99 [1879]~P25(x18792)+~P18(x18794,x18793)+~P18(x18794,f329(x18792))+P18(x18791,f336(x18792,x18793))+~P18(f345(f345(x18791,x18794),f345(x18791,x18791)),x18792)
% 161.92/161.99 [1883]~P25(x18833)+P4(x18831)+P18(x18832,x18831)+P18(f45(x18831,x18833),x18831)+~P18(f345(f345(x18832,x18834),f345(x18832,x18832)),f50(x18831,x18833))
% 161.92/161.99 [1884]~P25(x18843)+P4(x18841)+P18(x18842,x18841)+~E(f47(x18841,x18843),f48(x18841,x18843))+~P18(f345(f345(x18842,x18844),f345(x18842,x18842)),f50(x18841,x18843))
% 161.92/161.99 [1893]~P25(x18933)+P4(x18931)+P18(x18932,x18931)+P18(f48(x18931,x18933),f46(x18931,x18933))+~P18(f345(f345(x18932,x18934),f345(x18932,x18932)),f50(x18931,x18933))
% 161.92/161.99 [1894]~P25(x18943)+P4(x18941)+P18(x18942,x18941)+P18(f47(x18941,x18943),f51(x18941,x18943))+~P18(f345(f345(x18942,x18944),f345(x18942,x18942)),f50(x18941,x18943))
% 161.92/161.99 [1916]~P25(x19163)+~P25(x19164)+~E(x19163,f330(x19164))+~P18(f345(f345(x19162,x19161),f345(x19162,x19162)),x19164)+P18(f345(f345(x19161,x19162),f345(x19161,x19161)),x19163)
% 161.92/161.99 [1917]~P25(x19173)+~P25(x19174)+~E(x19174,f330(x19173))+~P18(f345(f345(x19172,x19171),f345(x19172,x19172)),x19174)+P18(f345(f345(x19171,x19172),f345(x19171,x19171)),x19173)
% 161.92/161.99 [1970]P4(x19701)+~P25(x19702)+E(f45(x19701,x19702),f46(x19701,x19702))+E(f52(x19701,x19702,x19703,x19704),x19703)+~P18(f345(f345(x19703,x19704),f345(x19703,x19703)),f50(x19701,x19702))
% 161.92/161.99 [1971]P4(x19711)+~P25(x19712)+E(f51(x19711,x19712),f45(x19711,x19712))+E(f52(x19711,x19712,x19713,x19714),x19713)+~P18(f345(f345(x19713,x19714),f345(x19713,x19713)),f50(x19711,x19712))
% 161.92/161.99 [1981]P4(x19811)+~P25(x19812)+P18(f45(x19811,x19812),x19811)+E(f52(x19811,x19812,x19813,x19814),x19813)+~P18(f345(f345(x19813,x19814),f345(x19813,x19813)),f50(x19811,x19812))
% 161.92/161.99 [1983]~P16(x19831)+~P25(x19831)+~P18(x19834,x19833)+~E(x19833,f334(x19831,x19832))+E(f2(x19831,f282(x19831,x19832,x19833,x19834)),x19834)
% 161.92/161.99 [1986]P4(x19861)+~P25(x19862)+~E(f47(x19861,x19862),f48(x19861,x19862))+E(f52(x19861,x19862,x19863,x19864),x19863)+~P18(f345(f345(x19863,x19864),f345(x19863,x19863)),f50(x19861,x19862))
% 161.92/161.99 [1994]P4(x19941)+~P25(x19942)+P18(f48(x19941,x19942),f46(x19941,x19942))+E(f52(x19941,x19942,x19943,x19944),x19943)+~P18(f345(f345(x19943,x19944),f345(x19943,x19943)),f50(x19941,x19942))
% 161.92/161.99 [1995]P4(x19951)+~P25(x19952)+P18(f47(x19951,x19952),f51(x19951,x19952))+E(f52(x19951,x19952,x19953,x19954),x19953)+~P18(f345(f345(x19953,x19954),f345(x19953,x19953)),f50(x19951,x19952))
% 161.92/161.99 [2005]~P25(x20053)+~P31(x20053)+~P18(f345(f345(x20051,x20054),f345(x20051,x20051)),x20053)+P18(f345(f345(x20051,x20052),f345(x20051,x20051)),x20053)+~P18(f345(f345(x20054,x20052),f345(x20054,x20054)),x20053)
% 161.92/161.99 [2127]P4(x21271)+~P25(x21272)+E(f45(x21271,x21272),f46(x21271,x21272))+P18(x21273,f52(x21271,x21272,x21274,x21273))+~P18(f345(f345(x21274,x21273),f345(x21274,x21274)),f50(x21271,x21272))
% 161.92/161.99 [2128]P4(x21281)+~P25(x21282)+E(f51(x21281,x21282),f45(x21281,x21282))+P18(x21283,f52(x21281,x21282,x21284,x21283))+~P18(f345(f345(x21284,x21283),f345(x21284,x21284)),f50(x21281,x21282))
% 161.92/161.99 [2135]~P25(x21352)+P4(x21351)+P18(f45(x21351,x21352),x21351)+P18(x21353,f52(x21351,x21352,x21354,x21353))+~P18(f345(f345(x21354,x21353),f345(x21354,x21354)),f50(x21351,x21352))
% 161.92/161.99 [2137]~P25(x21373)+P4(x21371)+~E(f47(x21371,x21373),f48(x21371,x21373))+P18(x21372,f52(x21371,x21373,x21374,x21372))+~P18(f345(f345(x21374,x21372),f345(x21374,x21374)),f50(x21371,x21373))
% 161.92/161.99 [2142]~P25(x21423)+P4(x21421)+P18(f48(x21421,x21423),f46(x21421,x21423))+P18(x21422,f52(x21421,x21423,x21424,x21422))+~P18(f345(f345(x21424,x21422),f345(x21424,x21424)),f50(x21421,x21423))
% 161.92/161.99 [2143]~P25(x21433)+P4(x21431)+P18(f47(x21431,x21433),f51(x21431,x21433))+P18(x21432,f52(x21431,x21433,x21434,x21432))+~P18(f345(f345(x21434,x21432),f345(x21434,x21434)),f50(x21431,x21433))
% 161.92/161.99 [2199]~P25(x21992)+~P18(x21994,x21993)+~P18(f49(x21992,x21993,x21991),x21991)+E(x21991,f334(x21992,x21993))+~P18(f345(f345(x21994,f49(x21992,x21993,x21991)),f345(x21994,x21994)),x21992)
% 161.92/161.99 [2072]P4(x20721)+~P25(x20722)+~P18(x20724,f85(x20721,x20722,x20723))+E(f84(x20721,x20722,x20723,x20724),x20724)+E(f345(f345(f81(x20721,x20722),f82(x20721,x20722)),f345(f81(x20721,x20722),f81(x20721,x20722))),f79(x20721,x20722))
% 161.92/161.99 [2073]P4(x20731)+~P25(x20732)+~P18(x20734,f85(x20731,x20732,x20733))+E(f84(x20731,x20732,x20733,x20734),x20734)+E(f345(f345(f87(x20731,x20732),f89(x20731,x20732)),f345(f87(x20731,x20732),f87(x20731,x20732))),f80(x20731,x20732))
% 161.92/161.99 [2167]P4(x21671)+~P25(x21672)+~P18(x21674,f85(x21671,x21672,x21673))+E(f90(x21671,x21672,x21673,x21674),f91(x21671,x21672,x21673,x21674))+E(f345(f345(f81(x21671,x21672),f82(x21671,x21672)),f345(f81(x21671,x21672),f81(x21671,x21672))),f79(x21671,x21672))
% 161.92/161.99 [2168]P4(x21681)+~P25(x21682)+~P18(x21684,f85(x21681,x21682,x21683))+E(f90(x21681,x21682,x21683,x21684),f91(x21681,x21682,x21683,x21684))+E(f345(f345(f87(x21681,x21682),f89(x21681,x21682)),f345(f87(x21681,x21682),f87(x21681,x21682))),f80(x21681,x21682))
% 161.92/161.99 [2172]P4(x21721)+~P25(x21722)+~P18(x21724,f85(x21721,x21722,x21723))+P18(f91(x21721,x21722,x21723,x21724),x21721)+E(f345(f345(f81(x21721,x21722),f82(x21721,x21722)),f345(f81(x21721,x21722),f81(x21721,x21722))),f79(x21721,x21722))
% 161.92/161.99 [2173]P4(x21731)+~P25(x21732)+~P18(x21734,f85(x21731,x21732,x21733))+P18(f91(x21731,x21732,x21733,x21734),x21731)+E(f345(f345(f87(x21731,x21732),f89(x21731,x21732)),f345(f87(x21731,x21732),f87(x21731,x21732))),f80(x21731,x21732))
% 161.92/161.99 [2182]P4(x21821)+~P25(x21822)+~P18(x21824,f85(x21821,x21822,x21823))+P18(f84(x21821,x21822,x21823,x21824),f3(x21821,x21823))+E(f345(f345(f81(x21821,x21822),f82(x21821,x21822)),f345(f81(x21821,x21822),f81(x21821,x21822))),f79(x21821,x21822))
% 161.92/161.99 [2183]P4(x21831)+~P25(x21832)+~P18(x21834,f85(x21831,x21832,x21833))+P18(f84(x21831,x21832,x21833,x21834),f3(x21831,x21833))+E(f345(f345(f87(x21831,x21832),f89(x21831,x21832)),f345(f87(x21831,x21832),f87(x21831,x21832))),f80(x21831,x21832))
% 161.92/161.99 [2250]P4(x22501)+~P25(x22502)+~P18(x22504,f85(x22501,x22502,x22503))+P18(f92(x22501,x22502,x22503,x22504),f90(x22501,x22502,x22503,x22504))+E(f345(f345(f81(x22501,x22502),f82(x22501,x22502)),f345(f81(x22501,x22502),f81(x22501,x22502))),f79(x22501,x22502))
% 161.92/161.99 [2251]P4(x22511)+~P25(x22512)+~P18(x22514,f85(x22511,x22512,x22513))+P18(f92(x22511,x22512,x22513,x22514),f90(x22511,x22512,x22513,x22514))+E(f345(f345(f87(x22511,x22512),f89(x22511,x22512)),f345(f87(x22511,x22512),f87(x22511,x22512))),f80(x22511,x22512))
% 161.92/161.99 [2253]~P13(x22534,x22533,x22532)+P18(f251(x22532,x22533,x22534,x22531),x22531)+E(x22531,a1)+~P18(f249(x22532,x22533,x22534),a6)+~P8(x22531,f325(f325(f249(x22532,x22533,x22534))))
% 161.92/161.99 [2254]~P13(x22544,x22543,x22542)+P18(f252(x22542,x22543,x22544,x22541),x22541)+E(x22541,a1)+~P18(f250(x22542,x22543,x22544),a6)+~P8(x22541,f325(f325(f250(x22542,x22543,x22544))))
% 161.92/161.99 [2287]~P25(x22872)+~P18(x22874,x22873)+~P18(f76(x22872,x22873,x22871),x22871)+E(x22871,f336(x22872,x22873))+~P18(f345(f345(f76(x22872,x22873,x22871),x22874),f345(f76(x22872,x22873,x22871),f76(x22872,x22873,x22871))),x22872)
% 161.92/161.99 [2353]~P16(x23533)+~P25(x23533)+~P25(x23532)+~P18(x23534,f168(x23531,x23532,x23533))+E(f345(f345(f175(x23531,x23532,x23533,x23534),f176(x23531,x23532,x23533,x23534)),f345(f175(x23531,x23532,x23533,x23534),f175(x23531,x23532,x23533,x23534))),x23534)
% 161.92/161.99 [2354]P4(x23541)+~P25(x23542)+~P18(x23544,f85(x23541,x23542,x23543))+E(f77(x23541,x23542),f79(x23541,x23542))+E(f345(f345(f91(x23541,x23542,x23543,x23544),f92(x23541,x23542,x23543,x23544)),f345(f91(x23541,x23542,x23543,x23544),f91(x23541,x23542,x23543,x23544))),x23544)
% 161.92/161.99 [2355]P4(x23551)+~P25(x23552)+~P18(x23554,f85(x23551,x23552,x23553))+E(f80(x23551,x23552),f77(x23551,x23552))+E(f345(f345(f91(x23551,x23552,x23553,x23554),f92(x23551,x23552,x23553,x23554)),f345(f91(x23551,x23552,x23553,x23554),f91(x23551,x23552,x23553,x23554))),x23554)
% 161.92/161.99 [2356]P4(x23561)+~P25(x23562)+~P18(x23564,f85(x23561,x23562,x23563))+E(f81(x23561,x23562),f86(x23561,x23562))+E(f345(f345(f91(x23561,x23562,x23563,x23564),f92(x23561,x23562,x23563,x23564)),f345(f91(x23561,x23562,x23563,x23564),f91(x23561,x23562,x23563,x23564))),x23564)
% 161.92/161.99 [2357]P4(x23571)+~P25(x23572)+~P18(x23574,f85(x23571,x23572,x23573))+E(f87(x23571,x23572),f88(x23571,x23572))+E(f345(f345(f91(x23571,x23572,x23573,x23574),f92(x23571,x23572,x23573,x23574)),f345(f91(x23571,x23572,x23573,x23574),f91(x23571,x23572,x23573,x23574))),x23574)
% 161.92/161.99 [2358]P4(x23581)+~P25(x23582)+P18(f81(x23581,x23582),x23581)+~P18(x23584,f85(x23581,x23582,x23583))+E(f345(f345(f91(x23581,x23582,x23583,x23584),f92(x23581,x23582,x23583,x23584)),f345(f91(x23581,x23582,x23583,x23584),f91(x23581,x23582,x23583,x23584))),x23584)
% 161.92/161.99 [2359]P4(x23591)+~P25(x23592)+P18(f87(x23591,x23592),x23591)+~P18(x23594,f85(x23591,x23592,x23593))+E(f345(f345(f91(x23591,x23592,x23593,x23594),f92(x23591,x23592,x23593,x23594)),f345(f91(x23591,x23592,x23593,x23594),f91(x23591,x23592,x23593,x23594))),x23594)
% 161.92/161.99 [2360]P4(x23601)+~P25(x23602)+~E(f80(x23601,x23602),f79(x23601,x23602))+~P18(x23604,f85(x23601,x23602,x23603))+E(f345(f345(f91(x23601,x23602,x23603,x23604),f92(x23601,x23602,x23603,x23604)),f345(f91(x23601,x23602,x23603,x23604),f91(x23601,x23602,x23603,x23604))),x23604)
% 161.92/161.99 [2361]P4(x23611)+~P25(x23612)+P18(f82(x23611,x23612),f86(x23611,x23612))+~P18(x23614,f85(x23611,x23612,x23613))+E(f345(f345(f91(x23611,x23612,x23613,x23614),f92(x23611,x23612,x23613,x23614)),f345(f91(x23611,x23612,x23613,x23614),f91(x23611,x23612,x23613,x23614))),x23614)
% 161.92/161.99 [2362]P4(x23621)+~P25(x23622)+P18(f89(x23621,x23622),f88(x23621,x23622))+~P18(x23624,f85(x23621,x23622,x23623))+E(f345(f345(f91(x23621,x23622,x23623,x23624),f92(x23621,x23622,x23623,x23624)),f345(f91(x23621,x23622,x23623,x23624),f91(x23621,x23622,x23623,x23624))),x23624)
% 161.92/161.99 [2368]P4(x23681)+~P25(x23682)+~P18(x23684,f85(x23681,x23682,x23683))+E(f345(f345(f81(x23681,x23682),f82(x23681,x23682)),f345(f81(x23681,x23682),f81(x23681,x23682))),f79(x23681,x23682))+E(f345(f345(f91(x23681,x23682,x23683,x23684),f92(x23681,x23682,x23683,x23684)),f345(f91(x23681,x23682,x23683,x23684),f91(x23681,x23682,x23683,x23684))),x23684)
% 161.92/161.99 [2369]P4(x23691)+~P25(x23692)+~P18(x23694,f85(x23691,x23692,x23693))+E(f345(f345(f87(x23691,x23692),f89(x23691,x23692)),f345(f87(x23691,x23692),f87(x23691,x23692))),f80(x23691,x23692))+E(f345(f345(f91(x23691,x23692,x23693,x23694),f92(x23691,x23692,x23693,x23694)),f345(f91(x23691,x23692,x23693,x23694),f91(x23691,x23692,x23693,x23694))),x23694)
% 161.92/161.99 [2428]~P16(x24281)+~P25(x24283)+~P25(x24281)+~P18(x24284,f168(x24282,x24283,x24281))+P18(f345(f345(f2(x24281,f175(x24282,x24283,x24281,x24284)),f2(x24281,f176(x24282,x24283,x24281,x24284))),f345(f2(x24281,f175(x24282,x24283,x24281,x24284)),f2(x24281,f175(x24282,x24283,x24281,x24284)))),x24283)
% 161.92/161.99 [1466]~P18(x14661,x14665)+E(x14661,x14662)+E(x14661,x14663)+E(x14661,x14664)+~E(x14665,f347(x14664,x14663,x14662))
% 161.92/161.99 [1764]~P18(x17645,x17642)+~P18(x17641,f3(x17642,x17643))+P18(x17641,f146(x17642,x17643))+~E(x17644,f345(x17645,x17645))+~E(f345(f345(x17645,x17644),f345(x17645,x17645)),x17641)
% 161.92/161.99 [1816]~P25(x18164)+~P25(x18163)+P18(x18161,x18162)+~E(x18163,f332(x18164,x18162))+~P18(f345(f345(x18161,x18165),f345(x18161,x18161)),x18163)
% 161.92/161.99 [1817]~P25(x18174)+~P25(x18173)+P18(x18171,x18172)+~E(x18173,f339(x18172,x18174))+~P18(f345(f345(x18175,x18171),f345(x18175,x18175)),x18173)
% 161.92/161.99 [1840]~P25(x18403)+P18(x18401,x18402)+~P18(x18405,x18404)+~E(x18402,f334(x18403,x18404))+~P18(f345(f345(x18405,x18401),f345(x18405,x18405)),x18403)
% 161.92/161.99 [1841]~P25(x18413)+P18(x18411,x18412)+~P18(x18415,x18414)+~E(x18412,f336(x18413,x18414))+~P18(f345(f345(x18411,x18415),f345(x18411,x18411)),x18413)
% 161.92/161.99 [1925]~P25(x19254)+~P25(x19253)+~E(x19254,f332(x19253,x19255))+~P18(f345(f345(x19251,x19252),f345(x19251,x19251)),x19254)+P18(f345(f345(x19251,x19252),f345(x19251,x19251)),x19253)
% 161.92/161.99 [1926]~P25(x19264)+~P25(x19263)+~E(x19264,f339(x19265,x19263))+~P18(f345(f345(x19261,x19262),f345(x19261,x19261)),x19264)+P18(f345(f345(x19261,x19262),f345(x19261,x19261)),x19263)
% 161.92/161.99 [1929]~P25(x19293)+P18(x19291,x19292)+~P16(x19293)+~P25(x19294)+~P18(f345(f345(x19295,x19291),f345(x19295,x19295)),f66(x19292,x19294,x19293))
% 161.92/161.99 [1930]~P25(x19303)+P18(x19301,x19302)+~P16(x19303)+~P25(x19304)+~P18(f345(f345(x19301,x19305),f345(x19301,x19301)),f66(x19302,x19304,x19303))
% 161.92/161.99 [1938]~P18(x19385,x19383)+~P18(x19384,x19382)+~P18(f264(x19382,x19383,x19381),x19381)+E(x19381,f3(x19382,x19383))+~E(f264(x19382,x19383,x19381),f345(f345(x19384,x19385),f345(x19384,x19384)))
% 161.92/161.99 [2165]~P16(x21651)+~P25(x21654)+~P25(x21651)+~P18(f345(f345(x21652,x21653),f345(x21652,x21652)),f66(x21655,x21654,x21651))+P18(f345(f345(f2(x21651,x21652),f2(x21651,x21653)),f345(f2(x21651,x21652),f2(x21651,x21652))),x21654)
% 161.92/161.99 [2392]~P25(x23922)+P4(x23921)+~P18(x23924,f160(x23921,x23922,x23923))+~P18(x23925,f161(x23921,x23922,x23923,x23924))+P18(f345(f345(f163(x23921,x23922,x23923,x23924),x23925),f345(f163(x23921,x23922,x23923,x23924),f163(x23921,x23922,x23923,x23924))),x23922)
% 161.92/161.99 [1639]~P18(x16396,x16394)+~P18(x16395,x16393)+P18(x16391,x16392)+~E(x16392,f3(x16393,x16394))+~E(x16391,f345(f345(x16395,x16396),f345(x16395,x16395)))
% 161.92/161.99 [1344]~E(a235,a1)+P18(f240(x13441),x13441)+E(x13441,a1)+P11(a500)+~P18(a238,a6)+~P8(x13441,f325(f325(a238)))
% 161.92/161.99 [1396]P18(a1,a6)+P18(f240(x13961),x13961)+E(x13961,a1)+~P18(a238,a6)+P11(a500)+~P8(x13961,f325(f325(a238)))
% 161.92/161.99 [1433]~P18(a238,a6)+P18(f240(x14331),x14331)+E(x14331,a1)+P11(a500)+~P8(x14331,f325(f325(a238)))+P8(a235,f325(f325(a1)))
% 161.92/161.99 [1479]~P1(x14792)+~P18(x14792,a6)+P18(f197(x14792,x14791),x14791)+E(x14791,a1)+~E(a198,a1)+~P8(x14791,f325(f325(x14792)))
% 161.92/161.99 [1489]~P1(x14892)+~P18(x14892,a6)+P18(f197(x14892,x14891),x14891)+E(x14891,a1)+P1(a195)+~P8(x14891,f325(f325(x14892)))
% 161.92/161.99 [1518]~P1(x15182)+~P18(x15182,a6)+P18(f197(x15182,x15181),x15181)+E(x15181,a1)+P18(a195,a6)+~P8(x15181,f325(f325(x15182)))
% 161.92/161.99 [1556]~P1(x15562)+~P18(x15562,a6)+P18(f197(x15562,x15561),x15561)+E(x15561,a1)+~P8(x15561,f325(f325(x15562)))+P8(a198,f325(f325(a195)))
% 161.92/161.99 [1343]P18(x13432,x13431)+P18(x13431,x13432)+~P18(x13432,x13433)+~P18(x13431,x13433)+E(x13431,x13432)+~P3(x13433)
% 161.92/161.99 [1472]~P16(x14721)+~P25(x14721)+~P35(x14723,x14722,x14721)+P24(x14721)+~P25(x14722)+~P25(x14723)
% 161.92/161.99 [1508]~P25(x15083)+~P25(x15081)+~P25(x15082)+~P35(x15082,x15081,x15083)+P12(x15081,x15082)+~P16(x15083)
% 161.92/161.99 [1187]~P16(x11873)+~P25(x11873)+~P24(x11873)+P15(x11871,x11872)+~E(f329(x11873),x11872)+~E(f5(x11873),x11871)
% 161.92/161.99 [1415]~P1(x14152)+~P1(x14153)+~P18(x14153,x14151)+~P32(x14151,x14152)+E(x14151,a1)+P29(f218(x14151,x14152),x14153)
% 161.92/161.99 [1482]~P16(x14822)+~P25(x14821)+~P25(x14822)+~P35(x14821,x14823,x14822)+~P25(x14823)+E(f331(x14821),f5(x14822))
% 161.92/161.99 [1483]~P16(x14831)+~P25(x14832)+~P25(x14831)+~P35(x14833,x14832,x14831)+~P25(x14833)+E(f329(x14831),f331(x14832))
% 161.92/161.99 [1593]P4(x15931)+~P25(x15932)+~P18(x15933,x15931)+E(f182(x15931,x15932),f186(x15931,x15932))+P18(f190(x15931,x15932),x15931)+E(f194(x15931,x15932,x15933),x15933)
% 161.92/161.99 [1594]P4(x15941)+~P25(x15942)+~P18(x15943,x15941)+E(f191(x15941,x15942),f182(x15941,x15942))+P18(f190(x15941,x15942),x15941)+E(f194(x15941,x15942,x15943),x15943)
% 161.92/161.99 [1595]~P16(x15952)+~P25(x15952)+~P18(x15953,f5(x15952))+~P18(f290(x15952,x15951),x15951)+~E(f290(x15952,x15951),f2(x15952,x15953))+E(x15951,f329(x15952))
% 161.92/161.99 [1616]P4(x16161)+~P25(x16162)+~P18(x16163,x16161)+P18(f182(x16161,x16162),x16161)+P18(f190(x16161,x16162),x16161)+E(f194(x16161,x16162,x16163),x16163)
% 161.92/161.99 [1623]P4(x16231)+~P25(x16232)+~P18(x16233,x16231)+P18(f190(x16231,x16232),x16231)+~E(f187(x16231,x16232),f188(x16231,x16232))+E(f194(x16231,x16232,x16233),x16233)
% 161.92/161.99 [1625]~P16(x16253)+~P25(x16253)+~P25(x16251)+~P25(x16252)+~P35(x16252,x16251,x16253)+P35(x16251,x16252,f315(x16253))
% 161.92/161.99 [1652]P4(x16521)+~P25(x16522)+~P18(x16523,x16521)+P18(f190(x16521,x16522),x16521)+P18(f188(x16521,x16522),f186(x16521,x16522))+E(f194(x16521,x16522,x16523),x16523)
% 161.92/161.99 [1653]P4(x16531)+~P25(x16532)+~P18(x16533,x16531)+P18(f190(x16531,x16532),x16531)+P18(f187(x16531,x16532),f191(x16531,x16532))+E(f194(x16531,x16532,x16533),x16533)
% 161.92/161.99 [1542]~P16(x15422)+~P16(x15421)+~P25(x15422)+~P25(x15421)+~P18(x15423,f5(x15421))+E(f2(f328(x15421,x15422),x15423),f2(x15422,f2(x15421,x15423)))
% 161.92/161.99 [1598]~P14(x15983)+~P18(x15982,x15981)+E(x15981,a1)+E(x15982,f202(x15983,x15981))+~P32(f202(x15983,x15981),x15982)+~P8(x15981,f325(f325(x15983)))
% 161.92/161.99 [1603]~P16(x16032)+~P25(x16033)+~P25(x16032)+~P16(x16033)+P18(x16031,f5(x16032))+~P18(x16031,f5(f328(x16032,x16033)))
% 161.92/161.99 [1637]~P16(x16373)+~P16(x16371)+~P25(x16373)+~P25(x16371)+P18(f2(x16371,x16372),f5(x16373))+~P18(x16372,f5(f328(x16371,x16373)))
% 161.92/161.99 [1650]~E(x16501,x16502)+~P1(x16503)+~P1(x16501)+P18(x16501,a6)+P18(x16502,f145(x16503))+~P18(x16502,f341(x16503,f345(x16503,x16503)))
% 161.92/161.99 [1704]~P16(x17041)+~P16(x17042)+~P25(x17041)+~P25(x17042)+E(f2(f328(x17041,x17042),x17043),f2(x17042,f2(x17041,x17043)))+~P18(x17043,f5(f328(x17041,x17042)))
% 161.92/161.99 [1802]~P1(x18023)+~P1(x18022)+~E(x18021,x18023)+P18(x18021,f145(x18022))+~E(f169(x18022,x18021,x18023),a1)+~P18(x18021,f341(x18022,f345(x18022,x18022)))
% 161.92/161.99 [1851]P4(x18511)+~P25(x18512)+~P18(x18513,x18511)+P18(f190(x18511,x18512),x18511)+E(f182(x18511,x18512),f186(x18511,x18512))+P18(f2(f189(x18511,x18512),x18513),f194(x18511,x18512,x18513))
% 161.92/161.99 [1852]P4(x18521)+~P25(x18522)+~P18(x18523,x18521)+P18(f190(x18521,x18522),x18521)+E(f191(x18521,x18522),f182(x18521,x18522))+P18(f2(f189(x18521,x18522),x18523),f194(x18521,x18522,x18523))
% 161.92/161.99 [1865]~P25(x18652)+~P18(x18653,x18651)+P4(x18651)+P18(f190(x18651,x18652),x18651)+P18(f182(x18651,x18652),x18651)+P18(f2(f189(x18651,x18652),x18653),f194(x18651,x18652,x18653))
% 161.92/161.99 [1866]~P25(x18662)+~P18(x18663,x18661)+P4(x18661)+~E(f187(x18661,x18662),f188(x18661,x18662))+P18(f190(x18661,x18662),x18661)+P18(f2(f189(x18661,x18662),x18663),f194(x18661,x18662,x18663))
% 161.92/161.99 [1871]~E(x18711,x18713)+~P1(x18713)+~P1(x18712)+P18(x18711,f145(x18712))+~P18(x18711,f341(x18712,f345(x18712,x18712)))+P8(f169(x18712,x18711,x18713),f325(f325(x18713)))
% 161.92/161.99 [1886]~P25(x18862)+~P18(x18863,x18861)+P4(x18861)+P18(f188(x18861,x18862),f186(x18861,x18862))+P18(f190(x18861,x18862),x18861)+P18(f2(f189(x18861,x18862),x18863),f194(x18861,x18862,x18863))
% 161.92/161.99 [1887]~P25(x18872)+~P18(x18873,x18871)+P4(x18871)+P18(f187(x18871,x18872),f191(x18871,x18872))+P18(f190(x18871,x18872),x18871)+P18(f2(f189(x18871,x18872),x18873),f194(x18871,x18872,x18873))
% 161.92/161.99 [2133]~P16(x21332)+~P25(x21332)+~P18(f18(x21332,x21333,x21331),x21331)+~P18(f18(x21332,x21333,x21331),f5(x21332))+E(x21331,f336(x21332,x21333))+~P18(f2(x21332,f18(x21332,x21333,x21331)),x21333)
% 161.92/161.99 [1462]~P16(x14622)+~P16(x14621)+~P25(x14622)+~P25(x14621)+~E(x14621,f332(x14622,x14623))+E(f5(x14621),f338(f5(x14622),f338(f5(x14622),x14623)))
% 161.92/161.99 [1934]~P1(x19342)+~P18(x19343,f145(x19342))+P18(f170(x19342,x19343,x19341),x19341)+E(x19341,a1)+~P18(f144(x19342,x19343),a6)+~P8(x19341,f325(f325(f144(x19342,x19343))))
% 161.92/161.99 [1998]~P25(x19982)+P4(x19981)+P18(f190(x19981,x19982),x19981)+~P18(x19983,f186(x19981,x19982))+P16(f189(x19981,x19982))+P18(f345(f345(f188(x19981,x19982),x19983),f345(f188(x19981,x19982),f188(x19981,x19982))),x19982)
% 161.92/161.99 [1999]~P25(x19992)+P4(x19991)+P18(f190(x19991,x19992),x19991)+~P18(x19993,f191(x19991,x19992))+P16(f189(x19991,x19992))+P18(f345(f345(f187(x19991,x19992),x19993),f345(f187(x19991,x19992),f187(x19991,x19992))),x19992)
% 161.92/161.99 [2000]~P25(x20002)+P4(x20001)+P18(f190(x20001,x20002),x20001)+~P18(x20003,f186(x20001,x20002))+P25(f189(x20001,x20002))+P18(f345(f345(f188(x20001,x20002),x20003),f345(f188(x20001,x20002),f188(x20001,x20002))),x20002)
% 161.92/161.99 [2001]~P25(x20012)+P4(x20011)+P18(f190(x20011,x20012),x20011)+~P18(x20013,f191(x20011,x20012))+P25(f189(x20011,x20012))+P18(f345(f345(f187(x20011,x20012),x20013),f345(f187(x20011,x20012),f187(x20011,x20012))),x20012)
% 161.92/161.99 [2002]P4(x20021)+~P25(x20022)+P18(f190(x20021,x20022),x20021)+~P18(x20023,f186(x20021,x20022))+E(f5(f189(x20021,x20022)),x20021)+P18(f345(f345(f188(x20021,x20022),x20023),f345(f188(x20021,x20022),f188(x20021,x20022))),x20022)
% 161.92/161.99 [2003]P4(x20031)+~P25(x20032)+P18(f190(x20031,x20032),x20031)+~P18(x20033,f191(x20031,x20032))+E(f5(f189(x20031,x20032)),x20031)+P18(f345(f345(f187(x20031,x20032),x20033),f345(f187(x20031,x20032),f187(x20031,x20032))),x20032)
% 161.92/161.99 [2339]~P25(x23391)+~P25(x23393)+~P25(x23392)+E(x23391,f328(x23392,x23393))+P18(f345(f345(f306(x23392,x23393,x23391),f308(x23392,x23393,x23391)),f345(f306(x23392,x23393,x23391),f306(x23392,x23393,x23391))),x23391)+P18(f345(f345(f306(x23392,x23393,x23391),f309(x23392,x23393,x23391)),f345(f306(x23392,x23393,x23391),f306(x23392,x23393,x23391))),x23392)
% 161.92/161.99 [2340]~P25(x23401)+~P25(x23403)+~P25(x23402)+E(x23401,f328(x23402,x23403))+P18(f345(f345(f306(x23402,x23403,x23401),f308(x23402,x23403,x23401)),f345(f306(x23402,x23403,x23401),f306(x23402,x23403,x23401))),x23401)+P18(f345(f345(f309(x23402,x23403,x23401),f308(x23402,x23403,x23401)),f345(f309(x23402,x23403,x23401),f309(x23402,x23403,x23401))),x23403)
% 161.92/161.99 [2387]~P25(x23871)+~P25(x23872)+~P18(f262(x23872,x23873,x23871),x23873)+E(x23871,f332(x23872,x23873))+~P18(f345(f345(f262(x23872,x23873,x23871),f270(x23872,x23873,x23871)),f345(f262(x23872,x23873,x23871),f262(x23872,x23873,x23871))),x23871)+~P18(f345(f345(f262(x23872,x23873,x23871),f270(x23872,x23873,x23871)),f345(f262(x23872,x23873,x23871),f262(x23872,x23873,x23871))),x23872)
% 161.92/161.99 [2388]~P25(x23881)+~P25(x23883)+~P18(f322(x23882,x23883,x23881),x23882)+E(x23881,f339(x23882,x23883))+~P18(f345(f345(f312(x23882,x23883,x23881),f322(x23882,x23883,x23881)),f345(f312(x23882,x23883,x23881),f312(x23882,x23883,x23881))),x23881)+~P18(f345(f345(f312(x23882,x23883,x23881),f322(x23882,x23883,x23881)),f345(f312(x23882,x23883,x23881),f312(x23882,x23883,x23881))),x23883)
% 161.92/161.99 [1776]~P16(x17762)+~P32(x17761,x17764)+~P33(x17762,x17763,x17761)+~P27(x17762,x17763,x17761)+P27(x17762,x17763,x17764)+E(x17761,a1)
% 161.92/161.99 [1781]~P16(x17811)+~P33(x17811,x17812,x17814)+~P27(x17811,x17812,x17814)+P27(x17811,x17812,x17813)+~P32(x17814,x17813)+~E(x17812,a1)
% 161.92/161.99 [1395]~P16(x13953)+~P25(x13953)+P18(x13951,x13952)+~P18(x13954,f5(x13953))+~E(x13951,f2(x13953,x13954))+~E(x13952,f329(x13953))
% 161.92/161.99 [1561]~P16(x15613)+~P25(x15613)+P18(x15611,x15612)+~P18(x15611,f5(x15613))+~P18(f2(x15613,x15611),x15614)+~E(x15612,f336(x15613,x15614))
% 161.92/161.99 [1750]~P16(x17502)+~P33(x17502,x17504,x17501)+~P27(x17502,x17504,x17501)+~P18(x17503,x17504)+E(x17501,a1)+P18(f2(x17502,x17503),f329(x17502))
% 161.92/161.99 [1984]~P16(x19843)+~P25(x19843)+~P25(x19842)+E(f121(x19841,x19842,x19843),f126(x19841,x19842,x19843))+~P18(x19844,f134(x19841,x19842,x19843))+E(f133(x19841,x19842,x19843,x19844),x19844)
% 161.92/161.99 [1985]~P16(x19853)+~P25(x19853)+~P25(x19852)+E(f127(x19851,x19852,x19853),f121(x19851,x19852,x19853))+~P18(x19854,f134(x19851,x19852,x19853))+E(f133(x19851,x19852,x19853,x19854),x19854)
% 161.92/161.99 [2019]~P16(x20193)+~P25(x20193)+~P25(x20192)+~E(f127(x20191,x20192,x20193),f126(x20191,x20192,x20193))+~P18(x20194,f134(x20191,x20192,x20193))+E(f133(x20191,x20192,x20193,x20194),x20194)
% 161.92/161.99 [2146]~P16(x21463)+~P25(x21463)+~P25(x21462)+~P18(x21464,f134(x21461,x21462,x21463))+E(f121(x21461,x21462,x21463),f126(x21461,x21462,x21463))+P18(f133(x21461,x21462,x21463,x21464),f3(x21461,x21461))
% 161.92/161.99 [2147]~P16(x21473)+~P25(x21473)+~P25(x21472)+~P18(x21474,f134(x21471,x21472,x21473))+E(f127(x21471,x21472,x21473),f121(x21471,x21472,x21473))+P18(f133(x21471,x21472,x21473,x21474),f3(x21471,x21471))
% 161.92/161.99 [2158]~P16(x21583)+~P25(x21583)+~P25(x21582)+~E(f127(x21581,x21582,x21583),f126(x21581,x21582,x21583))+~P18(x21584,f134(x21581,x21582,x21583))+P18(f133(x21581,x21582,x21583,x21584),f3(x21581,x21581))
% 161.92/161.99 [1703]~P18(x17032,x17034)+~P8(x17032,f325(x17031))+P18(f343(x17031,x17032),x17033)+~E(x17034,f4(x17031,x17033))+~P8(x17033,f325(f325(x17031)))+~P8(x17034,f325(f325(x17031)))
% 161.92/161.99 [1715]~P1(x17154)+~P1(x17153)+~P18(x17154,x17152)+~E(x17151,x17154)+P18(x17151,f184(x17152,x17153))+~P18(x17151,f341(x17153,f345(x17153,x17153)))
% 161.92/161.99 [1719]~P25(x17193)+~P18(x17192,x17194)+~P18(x17191,x17194)+~P32(x17191,x17192)+~E(x17193,f323(x17194))+P18(f345(f345(x17191,x17192),f345(x17191,x17191)),x17193)
% 161.92/161.99 [1736]P18(x17361,x17362)+~P8(x17361,f325(x17363))+~P18(f343(x17363,x17361),x17364)+~E(x17362,f4(x17363,x17364))+~P8(x17362,f325(f325(x17363)))+~P8(x17364,f325(f325(x17363)))
% 161.92/161.99 [1850]~P25(x18503)+~P18(x18502,x18504)+~P18(x18501,x18504)+P32(x18501,x18502)+~E(x18503,f323(x18504))+~P18(f345(f345(x18501,x18502),f345(x18501,x18501)),x18503)
% 161.92/161.99 [1853]~P16(x18534)+~P25(x18534)+~P18(f334(x18534,x18531),x18533)+P18(x18531,f185(x18532,x18533,x18534))+~P18(x18531,f325(f5(x18534)))+~P8(x18533,f325(f325(x18532)))
% 161.92/161.99 [1922]~P16(x19223)+~P25(x19223)+~P18(x19224,f150(x19221,x19222,x19223))+E(f141(x19221,x19222,x19223),f149(x19221,x19222,x19223))+P18(f334(x19223,x19224),x19222)+~P8(x19222,f325(f325(x19221)))
% 161.92/161.99 [1923]~P16(x19233)+~P25(x19233)+~P18(x19234,f150(x19231,x19232,x19233))+E(f151(x19231,x19232,x19233),f141(x19231,x19232,x19233))+P18(f334(x19233,x19234),x19232)+~P8(x19232,f325(f325(x19231)))
% 161.92/161.99 [1935]P4(x19351)+~P25(x19352)+~P18(x19353,f72(x19351,x19352))+~P18(x19354,f75(x19351,x19352,x19353))+E(f67(x19351,x19352),f68(x19351,x19352))+P18(f345(f345(x19353,x19354),f345(x19353,x19353)),x19352)
% 161.92/161.99 [1936]P4(x19361)+~P25(x19362)+~P18(x19363,f72(x19361,x19362))+~P18(x19364,f75(x19361,x19362,x19363))+E(f73(x19361,x19362),f67(x19361,x19362))+P18(f345(f345(x19363,x19364),f345(x19363,x19363)),x19362)
% 161.92/161.99 [1940]~P25(x19402)+P4(x19401)+~P18(x19403,f72(x19401,x19402))+~P18(x19404,f75(x19401,x19402,x19403))+P18(f67(x19401,x19402),x19401)+P18(f345(f345(x19403,x19404),f345(x19403,x19403)),x19402)
% 161.92/161.99 [1942]~P25(x19424)+P4(x19421)+~E(f69(x19421,x19424),f70(x19421,x19424))+~P18(x19422,f72(x19421,x19424))+~P18(x19423,f75(x19421,x19424,x19422))+P18(f345(f345(x19422,x19423),f345(x19422,x19422)),x19424)
% 161.92/161.99 [1947]~P16(x19471)+~P25(x19471)+~P18(x19472,f150(x19474,x19473,x19471))+~E(f151(x19474,x19473,x19471),f149(x19474,x19473,x19471))+P18(f334(x19471,x19472),x19473)+~P8(x19473,f325(f325(x19474)))
% 161.92/161.99 [1949]~P25(x19492)+P4(x19491)+~P18(x19493,f72(x19491,x19492))+~P18(x19494,f75(x19491,x19492,x19493))+P18(f70(x19491,x19492),f68(x19491,x19492))+P18(f345(f345(x19493,x19494),f345(x19493,x19493)),x19492)
% 161.92/161.99 [1950]~P25(x19502)+P4(x19501)+~P18(x19503,f72(x19501,x19502))+~P18(x19504,f75(x19501,x19502,x19503))+P18(f69(x19501,x19502),f73(x19501,x19502))+P18(f345(f345(x19503,x19504),f345(x19503,x19503)),x19502)
% 161.92/161.99 [1966]~P16(x19661)+~P25(x19661)+~P18(x19662,f150(x19664,x19663,x19661))+P18(f334(x19661,x19662),x19663)+~P8(x19663,f325(f325(x19664)))+P18(f334(x19661,f149(x19664,x19663,x19661)),x19663)
% 161.92/161.99 [1967]~P16(x19671)+~P25(x19671)+~P18(x19672,f150(x19674,x19673,x19671))+P18(f334(x19671,x19672),x19673)+~P8(x19673,f325(f325(x19674)))+P18(f334(x19671,f151(x19674,x19673,x19671)),x19673)
% 161.92/161.99 [2010]~P16(x20103)+~P25(x20103)+E(f141(x20101,x20102,x20103),f149(x20101,x20102,x20103))+~P18(x20104,f150(x20101,x20102,x20103))+E(f152(x20101,x20102,x20103,x20104),x20104)+~P8(x20102,f325(f325(x20101)))
% 161.92/161.99 [2011]~P16(x20113)+~P25(x20113)+E(f151(x20111,x20112,x20113),f141(x20111,x20112,x20113))+~P18(x20114,f150(x20111,x20112,x20113))+E(f152(x20111,x20112,x20113,x20114),x20114)+~P8(x20112,f325(f325(x20111)))
% 161.92/161.99 [2040]~P16(x20403)+~P25(x20403)+~E(f151(x20401,x20402,x20403),f149(x20401,x20402,x20403))+~P18(x20404,f150(x20401,x20402,x20403))+E(f152(x20401,x20402,x20403,x20404),x20404)+~P8(x20402,f325(f325(x20401)))
% 161.92/161.99 [2085]~P16(x20853)+~P25(x20853)+~P18(x20854,f150(x20851,x20852,x20853))+E(f152(x20851,x20852,x20853,x20854),x20854)+P18(f334(x20853,f149(x20851,x20852,x20853)),x20852)+~P8(x20852,f325(f325(x20851)))
% 161.92/161.99 [2086]~P16(x20863)+~P25(x20863)+~P18(x20864,f150(x20861,x20862,x20863))+E(f152(x20861,x20862,x20863,x20864),x20864)+P18(f334(x20863,f151(x20861,x20862,x20863)),x20862)+~P8(x20862,f325(f325(x20861)))
% 161.92/161.99 [2149]~P16(x21493)+~P25(x21493)+~P18(x21494,f150(x21491,x21492,x21493))+E(f141(x21491,x21492,x21493),f149(x21491,x21492,x21493))+~P8(x21492,f325(f325(x21491)))+P18(f152(x21491,x21492,x21493,x21494),f325(f5(x21493)))
% 161.92/161.99 [2150]~P16(x21503)+~P25(x21503)+~P18(x21504,f150(x21501,x21502,x21503))+E(f151(x21501,x21502,x21503),f141(x21501,x21502,x21503))+~P8(x21502,f325(f325(x21501)))+P18(f152(x21501,x21502,x21503,x21504),f325(f5(x21503)))
% 161.92/161.99 [2161]~P16(x21613)+~P25(x21613)+~E(f151(x21611,x21612,x21613),f149(x21611,x21612,x21613))+~P18(x21614,f150(x21611,x21612,x21613))+~P8(x21612,f325(f325(x21611)))+P18(f152(x21611,x21612,x21613,x21614),f325(f5(x21613)))
% 161.92/161.99 [2184]~P16(x21841)+~P25(x21841)+~P18(x21844,f150(x21842,x21843,x21841))+~P8(x21843,f325(f325(x21842)))+P18(f334(x21841,f149(x21842,x21843,x21841)),x21843)+P18(f152(x21842,x21843,x21841,x21844),f325(f5(x21841)))
% 161.92/161.99 [2185]~P16(x21851)+~P25(x21851)+~P18(x21854,f150(x21852,x21853,x21851))+~P8(x21853,f325(f325(x21852)))+P18(f334(x21851,f151(x21852,x21853,x21851)),x21853)+P18(f152(x21852,x21853,x21851,x21854),f325(f5(x21851)))
% 161.92/161.99 [2047]P4(x20471)+~P25(x20472)+~P18(x20474,f68(x20471,x20472))+~P18(x20473,f72(x20471,x20472))+E(f71(x20471,x20472,x20473),f75(x20471,x20472,x20473))+P18(f345(f345(f70(x20471,x20472),x20474),f345(f70(x20471,x20472),f70(x20471,x20472))),x20472)
% 161.92/161.99 [2048]P4(x20481)+~P25(x20482)+~P18(x20484,f73(x20481,x20482))+~P18(x20483,f72(x20481,x20482))+E(f71(x20481,x20482,x20483),f75(x20481,x20482,x20483))+P18(f345(f345(f69(x20481,x20482),x20484),f345(f69(x20481,x20482),f69(x20481,x20482))),x20482)
% 161.92/161.99 [2057]~P25(x20573)+P4(x20571)+~P18(x20574,f68(x20571,x20573))+~P18(x20572,f72(x20571,x20573))+P18(x20572,f75(x20571,x20573,x20572))+P18(f345(f345(f70(x20571,x20573),x20574),f345(f70(x20571,x20573),f70(x20571,x20573))),x20573)
% 161.92/161.99 [2058]~P25(x20583)+P4(x20581)+~P18(x20584,f73(x20581,x20583))+~P18(x20582,f72(x20581,x20583))+P18(x20582,f75(x20581,x20583,x20582))+P18(f345(f345(f69(x20581,x20583),x20584),f345(f69(x20581,x20583),f69(x20581,x20583))),x20583)
% 161.92/161.99 [2059]~P25(x20592)+P4(x20591)+~P18(x20594,f68(x20591,x20592))+~P18(x20593,f72(x20591,x20592))+P18(f71(x20591,x20592,x20593),x20591)+P18(f345(f345(f70(x20591,x20592),x20594),f345(f70(x20591,x20592),f70(x20591,x20592))),x20592)
% 161.92/161.99 [2060]~P25(x20602)+P4(x20601)+~P18(x20604,f73(x20601,x20602))+~P18(x20603,f72(x20601,x20602))+P18(f71(x20601,x20602,x20603),x20601)+P18(f345(f345(f69(x20601,x20602),x20604),f345(f69(x20601,x20602),f69(x20601,x20602))),x20602)
% 161.92/161.99 [2247]~P16(x22473)+~P25(x22473)+~P25(x22472)+~P18(x22474,f134(x22471,x22472,x22473))+E(f133(x22471,x22472,x22473,x22474),x22474)+E(f345(f345(f128(x22471,x22472,x22473),f129(x22471,x22472,x22473)),f345(f128(x22471,x22472,x22473),f128(x22471,x22472,x22473))),f126(x22471,x22472,x22473))
% 161.92/161.99 [2248]~P16(x22483)+~P25(x22483)+~P25(x22482)+~P18(x22484,f134(x22481,x22482,x22483))+E(f133(x22481,x22482,x22483,x22484),x22484)+E(f345(f345(f130(x22481,x22482,x22483),f131(x22481,x22482,x22483)),f345(f130(x22481,x22482,x22483),f130(x22481,x22482,x22483))),f127(x22481,x22482,x22483))
% 161.92/161.99 [2256]~P16(x22563)+~P25(x22563)+~P25(x22562)+~P18(x22564,f134(x22561,x22562,x22563))+P18(f133(x22561,x22562,x22563,x22564),f3(x22561,x22561))+E(f345(f345(f128(x22561,x22562,x22563),f129(x22561,x22562,x22563)),f345(f128(x22561,x22562,x22563),f128(x22561,x22562,x22563))),f126(x22561,x22562,x22563))
% 161.92/161.99 [2257]~P16(x22573)+~P25(x22573)+~P25(x22572)+~P18(x22574,f134(x22571,x22572,x22573))+P18(f133(x22571,x22572,x22573,x22574),f3(x22571,x22571))+E(f345(f345(f130(x22571,x22572,x22573),f131(x22571,x22572,x22573)),f345(f130(x22571,x22572,x22573),f130(x22571,x22572,x22573))),f127(x22571,x22572,x22573))
% 161.92/161.99 [2363]~P16(x23633)+~P25(x23633)+~P25(x23632)+~P18(x23634,f134(x23631,x23632,x23633))+E(f121(x23631,x23632,x23633),f126(x23631,x23632,x23633))+E(f345(f345(f135(x23631,x23632,x23633,x23634),f136(x23631,x23632,x23633,x23634)),f345(f135(x23631,x23632,x23633,x23634),f135(x23631,x23632,x23633,x23634))),x23634)
% 161.92/161.99 [2364]~P16(x23643)+~P25(x23643)+~P25(x23642)+~P18(x23644,f134(x23641,x23642,x23643))+E(f127(x23641,x23642,x23643),f121(x23641,x23642,x23643))+E(f345(f345(f135(x23641,x23642,x23643,x23644),f136(x23641,x23642,x23643,x23644)),f345(f135(x23641,x23642,x23643,x23644),f135(x23641,x23642,x23643,x23644))),x23644)
% 161.92/161.99 [2365]~P16(x23653)+~P25(x23653)+~P25(x23652)+~E(f127(x23651,x23652,x23653),f126(x23651,x23652,x23653))+~P18(x23654,f134(x23651,x23652,x23653))+E(f345(f345(f135(x23651,x23652,x23653,x23654),f136(x23651,x23652,x23653,x23654)),f345(f135(x23651,x23652,x23653,x23654),f135(x23651,x23652,x23653,x23654))),x23654)
% 161.92/161.99 [2384]~P16(x23843)+~P25(x23843)+~P25(x23842)+~P18(x23844,f134(x23841,x23842,x23843))+E(f345(f345(f128(x23841,x23842,x23843),f129(x23841,x23842,x23843)),f345(f128(x23841,x23842,x23843),f128(x23841,x23842,x23843))),f126(x23841,x23842,x23843))+E(f345(f345(f135(x23841,x23842,x23843,x23844),f136(x23841,x23842,x23843,x23844)),f345(f135(x23841,x23842,x23843,x23844),f135(x23841,x23842,x23843,x23844))),x23844)
% 161.92/161.99 [2385]~P16(x23853)+~P25(x23853)+~P25(x23852)+~P18(x23854,f134(x23851,x23852,x23853))+E(f345(f345(f130(x23851,x23852,x23853),f131(x23851,x23852,x23853)),f345(f130(x23851,x23852,x23853),f130(x23851,x23852,x23853))),f127(x23851,x23852,x23853))+E(f345(f345(f135(x23851,x23852,x23853,x23854),f136(x23851,x23852,x23853,x23854)),f345(f135(x23851,x23852,x23853,x23854),f135(x23851,x23852,x23853,x23854))),x23854)
% 161.92/161.99 [2052]~P1(x20522)+~P18(x20524,x20523)+~P18(x20521,f325(x20522))+P18(x20521,f171(x20522,x20523))+~E(x20521,f338(x20524,f345(x20522,x20522)))+~P8(x20523,f325(f325(f341(x20522,f345(x20522,x20522)))))
% 161.92/161.99 [2366]~P16(x23663)+~P25(x23663)+~P25(x23662)+~P18(x23664,f134(x23661,x23662,x23663))+E(f133(x23661,x23662,x23663,x23664),x23664)+P18(f345(f345(f2(x23663,f128(x23661,x23662,x23663)),f2(x23663,f129(x23661,x23662,x23663))),f345(f2(x23663,f128(x23661,x23662,x23663)),f2(x23663,f128(x23661,x23662,x23663)))),x23662)
% 161.92/161.99 [2367]~P16(x23673)+~P25(x23673)+~P25(x23672)+~P18(x23674,f134(x23671,x23672,x23673))+E(f133(x23671,x23672,x23673,x23674),x23674)+P18(f345(f345(f2(x23673,f130(x23671,x23672,x23673)),f2(x23673,f131(x23671,x23672,x23673))),f345(f2(x23673,f130(x23671,x23672,x23673)),f2(x23673,f130(x23671,x23672,x23673)))),x23672)
% 161.92/161.99 [2374]~P16(x23743)+~P25(x23743)+~P25(x23742)+~P18(x23744,f134(x23741,x23742,x23743))+P18(f133(x23741,x23742,x23743,x23744),f3(x23741,x23741))+P18(f345(f345(f2(x23743,f128(x23741,x23742,x23743)),f2(x23743,f129(x23741,x23742,x23743))),f345(f2(x23743,f128(x23741,x23742,x23743)),f2(x23743,f128(x23741,x23742,x23743)))),x23742)
% 161.92/161.99 [2375]~P16(x23753)+~P25(x23753)+~P25(x23752)+~P18(x23754,f134(x23751,x23752,x23753))+P18(f133(x23751,x23752,x23753,x23754),f3(x23751,x23751))+P18(f345(f345(f2(x23753,f130(x23751,x23752,x23753)),f2(x23753,f131(x23751,x23752,x23753))),f345(f2(x23753,f130(x23751,x23752,x23753)),f2(x23753,f130(x23751,x23752,x23753)))),x23752)
% 161.92/161.99 [2406]~P16(x24063)+~P25(x24063)+~P25(x24062)+~P18(x24064,f134(x24061,x24062,x24063))+E(f345(f345(f135(x24061,x24062,x24063,x24064),f136(x24061,x24062,x24063,x24064)),f345(f135(x24061,x24062,x24063,x24064),f135(x24061,x24062,x24063,x24064))),x24064)+P18(f345(f345(f2(x24063,f128(x24061,x24062,x24063)),f2(x24063,f129(x24061,x24062,x24063))),f345(f2(x24063,f128(x24061,x24062,x24063)),f2(x24063,f128(x24061,x24062,x24063)))),x24062)
% 161.92/161.99 [2407]~P16(x24073)+~P25(x24073)+~P25(x24072)+~P18(x24074,f134(x24071,x24072,x24073))+E(f345(f345(f135(x24071,x24072,x24073,x24074),f136(x24071,x24072,x24073,x24074)),f345(f135(x24071,x24072,x24073,x24074),f135(x24071,x24072,x24073,x24074))),x24074)+P18(f345(f345(f2(x24073,f130(x24071,x24072,x24073)),f2(x24073,f131(x24071,x24072,x24073))),f345(f2(x24073,f130(x24071,x24072,x24073)),f2(x24073,f130(x24071,x24072,x24073)))),x24072)
% 161.92/161.99 [2429]~P16(x24293)+~P25(x24292)+~P25(x24293)+~P18(x24294,f134(x24291,x24292,x24293))+E(f121(x24291,x24292,x24293),f126(x24291,x24292,x24293))+P18(f345(f345(f2(x24293,f135(x24291,x24292,x24293,x24294)),f2(x24293,f136(x24291,x24292,x24293,x24294))),f345(f2(x24293,f135(x24291,x24292,x24293,x24294)),f2(x24293,f135(x24291,x24292,x24293,x24294)))),x24292)
% 161.92/161.99 [2430]~P16(x24303)+~P25(x24302)+~P25(x24303)+~P18(x24304,f134(x24301,x24302,x24303))+E(f127(x24301,x24302,x24303),f121(x24301,x24302,x24303))+P18(f345(f345(f2(x24303,f135(x24301,x24302,x24303,x24304)),f2(x24303,f136(x24301,x24302,x24303,x24304))),f345(f2(x24303,f135(x24301,x24302,x24303,x24304)),f2(x24303,f135(x24301,x24302,x24303,x24304)))),x24302)
% 161.92/161.99 [2431]~P16(x24311)+~P25(x24313)+~P25(x24311)+~E(f127(x24312,x24313,x24311),f126(x24312,x24313,x24311))+~P18(x24314,f134(x24312,x24313,x24311))+P18(f345(f345(f2(x24311,f135(x24312,x24313,x24311,x24314)),f2(x24311,f136(x24312,x24313,x24311,x24314))),f345(f2(x24311,f135(x24312,x24313,x24311,x24314)),f2(x24311,f135(x24312,x24313,x24311,x24314)))),x24313)
% 161.92/161.99 [2432]~P16(x24323)+~P25(x24322)+~P25(x24323)+~P18(x24324,f134(x24321,x24322,x24323))+E(f345(f345(f128(x24321,x24322,x24323),f129(x24321,x24322,x24323)),f345(f128(x24321,x24322,x24323),f128(x24321,x24322,x24323))),f126(x24321,x24322,x24323))+P18(f345(f345(f2(x24323,f135(x24321,x24322,x24323,x24324)),f2(x24323,f136(x24321,x24322,x24323,x24324))),f345(f2(x24323,f135(x24321,x24322,x24323,x24324)),f2(x24323,f135(x24321,x24322,x24323,x24324)))),x24322)
% 161.92/161.99 [2433]~P16(x24333)+~P25(x24332)+~P25(x24333)+~P18(x24334,f134(x24331,x24332,x24333))+E(f345(f345(f130(x24331,x24332,x24333),f131(x24331,x24332,x24333)),f345(f130(x24331,x24332,x24333),f130(x24331,x24332,x24333))),f127(x24331,x24332,x24333))+P18(f345(f345(f2(x24333,f135(x24331,x24332,x24333,x24334)),f2(x24333,f136(x24331,x24332,x24333,x24334))),f345(f2(x24333,f135(x24331,x24332,x24333,x24334)),f2(x24333,f135(x24331,x24332,x24333,x24334)))),x24332)
% 161.92/161.99 [2434]~P16(x24341)+~P25(x24343)+~P25(x24341)+~P18(x24344,f134(x24342,x24343,x24341))+P18(f345(f345(f2(x24341,f128(x24342,x24343,x24341)),f2(x24341,f129(x24342,x24343,x24341))),f345(f2(x24341,f128(x24342,x24343,x24341)),f2(x24341,f128(x24342,x24343,x24341)))),x24343)+P18(f345(f345(f2(x24341,f135(x24342,x24343,x24341,x24344)),f2(x24341,f136(x24342,x24343,x24341,x24344))),f345(f2(x24341,f135(x24342,x24343,x24341,x24344)),f2(x24341,f135(x24342,x24343,x24341,x24344)))),x24343)
% 161.92/161.99 [2435]~P16(x24351)+~P25(x24353)+~P25(x24351)+~P18(x24354,f134(x24352,x24353,x24351))+P18(f345(f345(f2(x24351,f130(x24352,x24353,x24351)),f2(x24351,f131(x24352,x24353,x24351))),f345(f2(x24351,f130(x24352,x24353,x24351)),f2(x24351,f130(x24352,x24353,x24351)))),x24353)+P18(f345(f345(f2(x24351,f135(x24352,x24353,x24351,x24354)),f2(x24351,f136(x24352,x24353,x24351,x24354))),f345(f2(x24351,f135(x24352,x24353,x24351,x24354)),f2(x24351,f135(x24352,x24353,x24351,x24354)))),x24353)
% 161.92/161.99 [1779]~P33(x17794,x17793,x17791)+~P27(x17794,x17793,x17791)+P18(x17792,x17793)+~P16(x17794)+E(x17791,a1)+~P18(x17792,f336(x17794,x17795))
% 161.92/161.99 [1831]~P16(x18312)+~P27(x18312,x18315,x18311)+~P33(x18312,x18315,x18311)+~P18(x18313,f336(x18312,x18314))+E(x18311,a1)+P18(f2(x18312,x18313),x18314)
% 161.92/161.99 [1931]~P25(x19313)+~P25(x19315)+~P18(x19312,x19314)+~E(x19313,f339(x19314,x19315))+~P18(f345(f345(x19311,x19312),f345(x19311,x19311)),x19315)+P18(f345(f345(x19311,x19312),f345(x19311,x19311)),x19313)
% 161.92/161.99 [1932]~P25(x19323)+~P25(x19324)+~P18(x19321,x19325)+~E(x19323,f332(x19324,x19325))+~P18(f345(f345(x19321,x19322),f345(x19321,x19321)),x19324)+P18(f345(f345(x19321,x19322),f345(x19321,x19321)),x19323)
% 161.92/161.99 [2222]P4(x22221)+~P25(x22222)+E(f45(x22221,x22222),f46(x22221,x22222))+~P18(x22224,f52(x22221,x22222,x22225,x22223))+~P18(f345(f345(x22225,x22223),f345(x22225,x22225)),f50(x22221,x22222))+P18(f345(f345(x22223,x22224),f345(x22223,x22223)),x22222)
% 161.92/161.99 [2223]P4(x22231)+~P25(x22232)+E(f51(x22231,x22232),f45(x22231,x22232))+~P18(x22234,f52(x22231,x22232,x22235,x22233))+~P18(f345(f345(x22235,x22233),f345(x22235,x22235)),f50(x22231,x22232))+P18(f345(f345(x22233,x22234),f345(x22233,x22233)),x22232)
% 161.92/161.99 [2227]~P25(x22272)+P4(x22271)+P18(f45(x22271,x22272),x22271)+~P18(x22274,f52(x22271,x22272,x22275,x22273))+~P18(f345(f345(x22275,x22273),f345(x22275,x22275)),f50(x22271,x22272))+P18(f345(f345(x22273,x22274),f345(x22273,x22273)),x22272)
% 161.92/161.99 [2228]~P25(x22284)+P4(x22281)+~E(f47(x22281,x22284),f48(x22281,x22284))+~P18(x22283,f52(x22281,x22284,x22285,x22282))+~P18(f345(f345(x22285,x22282),f345(x22285,x22285)),f50(x22281,x22284))+P18(f345(f345(x22282,x22283),f345(x22282,x22282)),x22284)
% 161.92/161.99 [2231]~P25(x22312)+P4(x22311)+P18(f48(x22311,x22312),f46(x22311,x22312))+~P18(x22314,f52(x22311,x22312,x22315,x22313))+~P18(f345(f345(x22315,x22313),f345(x22315,x22315)),f50(x22311,x22312))+P18(f345(f345(x22313,x22314),f345(x22313,x22313)),x22312)
% 161.92/161.99 [2232]~P25(x22322)+P4(x22321)+P18(f47(x22321,x22322),f51(x22321,x22322))+~P18(x22324,f52(x22321,x22322,x22325,x22323))+~P18(f345(f345(x22325,x22323),f345(x22325,x22325)),f50(x22321,x22322))+P18(f345(f345(x22323,x22324),f345(x22323,x22323)),x22322)
% 161.92/161.99 [2409]~P25(x24094)+~P25(x24093)+~P25(x24092)+~E(x24094,f328(x24092,x24093))+~P18(f345(f345(x24091,x24095),f345(x24091,x24091)),x24094)+P18(f345(f345(x24091,f307(x24092,x24093,x24094,x24091,x24095)),f345(x24091,x24091)),x24092)
% 161.92/161.99 [2123]~P25(x21233)+P4(x21231)+P18(x21232,x21231)+~P18(x21234,f46(x21231,x21233))+~P18(f345(f345(x21232,x21235),f345(x21232,x21232)),f50(x21231,x21233))+P18(f345(f345(f48(x21231,x21233),x21234),f345(f48(x21231,x21233),f48(x21231,x21233))),x21233)
% 161.92/161.99 [2124]~P25(x21243)+P4(x21241)+P18(x21242,x21241)+~P18(x21244,f51(x21241,x21243))+~P18(f345(f345(x21242,x21245),f345(x21242,x21242)),f50(x21241,x21243))+P18(f345(f345(f47(x21241,x21243),x21244),f345(f47(x21241,x21243),f47(x21241,x21243))),x21243)
% 161.92/161.99 [2163]P4(x21631)+~P25(x21632)+~P18(x21635,f86(x21631,x21632))+~P18(x21634,f85(x21631,x21632,x21633))+E(f84(x21631,x21632,x21633,x21634),x21634)+P18(f345(f345(f82(x21631,x21632),x21635),f345(f82(x21631,x21632),f82(x21631,x21632))),x21632)
% 161.92/161.99 [2164]P4(x21641)+~P25(x21642)+~P18(x21645,f88(x21641,x21642))+~P18(x21644,f85(x21641,x21642,x21643))+E(f84(x21641,x21642,x21643,x21644),x21644)+P18(f345(f345(f89(x21641,x21642),x21645),f345(f89(x21641,x21642),f89(x21641,x21642))),x21642)
% 161.92/161.99 [2187]P4(x21871)+~P25(x21872)+~P18(x21875,f46(x21871,x21872))+E(f52(x21871,x21872,x21873,x21874),x21873)+~P18(f345(f345(x21873,x21874),f345(x21873,x21873)),f50(x21871,x21872))+P18(f345(f345(f48(x21871,x21872),x21875),f345(f48(x21871,x21872),f48(x21871,x21872))),x21872)
% 161.92/161.99 [2188]P4(x21881)+~P25(x21882)+~P18(x21885,f51(x21881,x21882))+E(f52(x21881,x21882,x21883,x21884),x21883)+~P18(f345(f345(x21883,x21884),f345(x21883,x21883)),f50(x21881,x21882))+P18(f345(f345(f47(x21881,x21882),x21885),f345(f47(x21881,x21882),f47(x21881,x21882))),x21882)
% 161.92/161.99 [2208]P4(x22081)+~P25(x22082)+~P18(x22085,f86(x22081,x22082))+~P18(x22084,f85(x22081,x22082,x22083))+E(f90(x22081,x22082,x22083,x22084),f91(x22081,x22082,x22083,x22084))+P18(f345(f345(f82(x22081,x22082),x22085),f345(f82(x22081,x22082),f82(x22081,x22082))),x22082)
% 161.92/161.99 [2209]P4(x22091)+~P25(x22092)+~P18(x22095,f88(x22091,x22092))+~P18(x22094,f85(x22091,x22092,x22093))+E(f90(x22091,x22092,x22093,x22094),f91(x22091,x22092,x22093,x22094))+P18(f345(f345(f89(x22091,x22092),x22095),f345(f89(x22091,x22092),f89(x22091,x22092))),x22092)
% 161.92/161.99 [2210]~P25(x22102)+P4(x22101)+~P18(x22105,f86(x22101,x22102))+~P18(x22104,f85(x22101,x22102,x22103))+P18(f91(x22101,x22102,x22103,x22104),x22101)+P18(f345(f345(f82(x22101,x22102),x22105),f345(f82(x22101,x22102),f82(x22101,x22102))),x22102)
% 161.92/161.99 [2211]~P25(x22112)+P4(x22111)+~P18(x22115,f88(x22111,x22112))+~P18(x22114,f85(x22111,x22112,x22113))+P18(f91(x22111,x22112,x22113,x22114),x22111)+P18(f345(f345(f89(x22111,x22112),x22115),f345(f89(x22111,x22112),f89(x22111,x22112))),x22112)
% 161.92/161.99 [2224]~P25(x22242)+P4(x22241)+~P18(x22245,f86(x22241,x22242))+~P18(x22244,f85(x22241,x22242,x22243))+P18(f84(x22241,x22242,x22243,x22244),f3(x22241,x22243))+P18(f345(f345(f82(x22241,x22242),x22245),f345(f82(x22241,x22242),f82(x22241,x22242))),x22242)
% 161.92/161.99 [2225]~P25(x22252)+P4(x22251)+~P18(x22255,f88(x22251,x22252))+~P18(x22254,f85(x22251,x22252,x22253))+P18(f84(x22251,x22252,x22253,x22254),f3(x22251,x22253))+P18(f345(f345(f89(x22251,x22252),x22255),f345(f89(x22251,x22252),f89(x22251,x22252))),x22252)
% 161.92/161.99 [2235]~P25(x22353)+P4(x22351)+~P18(x22355,f46(x22351,x22353))+P18(x22352,f52(x22351,x22353,x22354,x22352))+~P18(f345(f345(x22354,x22352),f345(x22354,x22354)),f50(x22351,x22353))+P18(f345(f345(f48(x22351,x22353),x22355),f345(f48(x22351,x22353),f48(x22351,x22353))),x22353)
% 161.92/161.99 [2236]~P25(x22363)+P4(x22361)+~P18(x22365,f51(x22361,x22363))+P18(x22362,f52(x22361,x22363,x22364,x22362))+~P18(f345(f345(x22364,x22362),f345(x22364,x22364)),f50(x22361,x22363))+P18(f345(f345(f47(x22361,x22363),x22365),f345(f47(x22361,x22363),f47(x22361,x22363))),x22363)
% 161.92/161.99 [2258]~P25(x22582)+P4(x22581)+~P18(x22585,f86(x22581,x22582))+~P18(x22584,f85(x22581,x22582,x22583))+P18(f92(x22581,x22582,x22583,x22584),f90(x22581,x22582,x22583,x22584))+P18(f345(f345(f82(x22581,x22582),x22585),f345(f82(x22581,x22582),f82(x22581,x22582))),x22582)
% 161.92/161.99 [2259]~P25(x22592)+P4(x22591)+~P18(x22595,f88(x22591,x22592))+~P18(x22594,f85(x22591,x22592,x22593))+P18(f92(x22591,x22592,x22593,x22594),f90(x22591,x22592,x22593,x22594))+P18(f345(f345(f89(x22591,x22592),x22595),f345(f89(x22591,x22592),f89(x22591,x22592))),x22592)
% 161.92/161.99 [2376]P4(x23761)+~P25(x23762)+~P18(x23765,f86(x23761,x23762))+~P18(x23764,f85(x23761,x23762,x23763))+E(f345(f345(f91(x23761,x23762,x23763,x23764),f92(x23761,x23762,x23763,x23764)),f345(f91(x23761,x23762,x23763,x23764),f91(x23761,x23762,x23763,x23764))),x23764)+P18(f345(f345(f82(x23761,x23762),x23765),f345(f82(x23761,x23762),f82(x23761,x23762))),x23762)
% 161.92/161.99 [2377]P4(x23771)+~P25(x23772)+~P18(x23775,f88(x23771,x23772))+~P18(x23774,f85(x23771,x23772,x23773))+E(f345(f345(f91(x23771,x23772,x23773,x23774),f92(x23771,x23772,x23773,x23774)),f345(f91(x23771,x23772,x23773,x23774),f91(x23771,x23772,x23773,x23774))),x23774)+P18(f345(f345(f89(x23771,x23772),x23775),f345(f89(x23771,x23772),f89(x23771,x23772))),x23772)
% 161.92/161.99 [2393]P4(x23931)+~P25(x23932)+~P18(x23934,f85(x23931,x23932,x23933))+~P18(x23935,f90(x23931,x23932,x23933,x23934))+E(f77(x23931,x23932),f79(x23931,x23932))+P18(f345(f345(f92(x23931,x23932,x23933,x23934),x23935),f345(f92(x23931,x23932,x23933,x23934),f92(x23931,x23932,x23933,x23934))),x23932)
% 161.92/161.99 [2394]P4(x23941)+~P25(x23942)+~P18(x23944,f85(x23941,x23942,x23943))+~P18(x23945,f90(x23941,x23942,x23943,x23944))+E(f80(x23941,x23942),f77(x23941,x23942))+P18(f345(f345(f92(x23941,x23942,x23943,x23944),x23945),f345(f92(x23941,x23942,x23943,x23944),f92(x23941,x23942,x23943,x23944))),x23942)
% 161.92/161.99 [2395]P4(x23951)+~P25(x23952)+~P18(x23954,f85(x23951,x23952,x23953))+~P18(x23955,f90(x23951,x23952,x23953,x23954))+E(f81(x23951,x23952),f86(x23951,x23952))+P18(f345(f345(f92(x23951,x23952,x23953,x23954),x23955),f345(f92(x23951,x23952,x23953,x23954),f92(x23951,x23952,x23953,x23954))),x23952)
% 161.92/161.99 [2396]P4(x23961)+~P25(x23962)+~P18(x23964,f85(x23961,x23962,x23963))+~P18(x23965,f90(x23961,x23962,x23963,x23964))+E(f87(x23961,x23962),f88(x23961,x23962))+P18(f345(f345(f92(x23961,x23962,x23963,x23964),x23965),f345(f92(x23961,x23962,x23963,x23964),f92(x23961,x23962,x23963,x23964))),x23962)
% 161.92/161.99 [2397]~P25(x23972)+P4(x23971)+~P18(x23974,f85(x23971,x23972,x23973))+~P18(x23975,f90(x23971,x23972,x23973,x23974))+P18(f81(x23971,x23972),x23971)+P18(f345(f345(f92(x23971,x23972,x23973,x23974),x23975),f345(f92(x23971,x23972,x23973,x23974),f92(x23971,x23972,x23973,x23974))),x23972)
% 161.92/161.99 [2398]~P25(x23982)+P4(x23981)+~P18(x23984,f85(x23981,x23982,x23983))+~P18(x23985,f90(x23981,x23982,x23983,x23984))+P18(f87(x23981,x23982),x23981)+P18(f345(f345(f92(x23981,x23982,x23983,x23984),x23985),f345(f92(x23981,x23982,x23983,x23984),f92(x23981,x23982,x23983,x23984))),x23982)
% 161.92/161.99 [2399]~P25(x23992)+P4(x23991)+~E(f80(x23991,x23992),f79(x23991,x23992))+~P18(x23994,f85(x23991,x23992,x23993))+~P18(x23995,f90(x23991,x23992,x23993,x23994))+P18(f345(f345(f92(x23991,x23992,x23993,x23994),x23995),f345(f92(x23991,x23992,x23993,x23994),f92(x23991,x23992,x23993,x23994))),x23992)
% 161.92/161.99 [2400]~P25(x24002)+P4(x24001)+~P18(x24004,f85(x24001,x24002,x24003))+~P18(x24005,f90(x24001,x24002,x24003,x24004))+P18(f82(x24001,x24002),f86(x24001,x24002))+P18(f345(f345(f92(x24001,x24002,x24003,x24004),x24005),f345(f92(x24001,x24002,x24003,x24004),f92(x24001,x24002,x24003,x24004))),x24002)
% 161.92/161.99 [2401]~P25(x24012)+P4(x24011)+~P18(x24014,f85(x24011,x24012,x24013))+~P18(x24015,f90(x24011,x24012,x24013,x24014))+P18(f89(x24011,x24012),f88(x24011,x24012))+P18(f345(f345(f92(x24011,x24012,x24013,x24014),x24015),f345(f92(x24011,x24012,x24013,x24014),f92(x24011,x24012,x24013,x24014))),x24012)
% 161.92/161.99 [2402]P4(x24021)+~P25(x24022)+~P18(x24024,f85(x24021,x24022,x24023))+~P18(x24025,f90(x24021,x24022,x24023,x24024))+E(f345(f345(f81(x24021,x24022),f82(x24021,x24022)),f345(f81(x24021,x24022),f81(x24021,x24022))),f79(x24021,x24022))+P18(f345(f345(f92(x24021,x24022,x24023,x24024),x24025),f345(f92(x24021,x24022,x24023,x24024),f92(x24021,x24022,x24023,x24024))),x24022)
% 161.92/161.99 [2403]P4(x24031)+~P25(x24032)+~P18(x24034,f85(x24031,x24032,x24033))+~P18(x24035,f90(x24031,x24032,x24033,x24034))+E(f345(f345(f87(x24031,x24032),f89(x24031,x24032)),f345(f87(x24031,x24032),f87(x24031,x24032))),f80(x24031,x24032))+P18(f345(f345(f92(x24031,x24032,x24033,x24034),x24035),f345(f92(x24031,x24032,x24033,x24034),f92(x24031,x24032,x24033,x24034))),x24032)
% 161.92/161.99 [2436]~P25(x24363)+~P25(x24362)+~P25(x24361)+~E(x24363,f328(x24361,x24362))+~P18(f345(f345(x24364,x24365),f345(x24364,x24364)),x24363)+P18(f345(f345(f307(x24361,x24362,x24363,x24364,x24365),x24365),f345(f307(x24361,x24362,x24363,x24364,x24365),f307(x24361,x24362,x24363,x24364,x24365))),x24362)
% 161.92/161.99 [1161]~P25(x11611)+~P6(x11611)+~P9(x11611)+~P31(x11611)+~P37(x11611)+~P26(x11611)+P38(x11611)
% 161.92/161.99 [1533]~P25(x15331)+~P19(x15331,x15332)+~P20(x15331,x15332)+~P21(x15331,x15332)+~P22(x15331,x15332)+~P23(x15331,x15332)+P36(x15331,x15332)
% 161.92/161.99 [1186]~P16(x11861)+~P16(x11862)+~P25(x11861)+~P25(x11862)+~P24(x11861)+~E(x11862,f315(x11861))+E(f329(x11861),f5(x11862))
% 161.92/161.99 [1450]~P18(a238,a6)+P18(f240(x14501),x14501)+~P18(x14502,a235)+E(x14501,a1)+~E(f239(x14502),x14502)+P11(a500)+~P8(x14501,f325(f325(a238)))
% 161.92/161.99 [1478]~P18(a238,a6)+P18(f240(x14781),x14781)+~P18(x14782,a235)+E(x14781,a1)+P11(a500)+P18(f239(x14782),a235)+~P8(x14781,f325(f325(a238)))
% 161.92/161.99 [1484]~P1(x14842)+~P18(x14842,a6)+P18(f60(x14842,x14841),x14841)+E(x14841,a1)+~E(a61,a1)+~P11(a500)+~P8(x14841,f325(f325(x14842)))
% 161.92/161.99 [1485]~P1(x14852)+~P18(x14852,a6)+P18(f60(x14852,x14851),x14851)+E(x14851,a1)+~E(a63,a1)+~P11(a500)+~P8(x14851,f325(f325(x14852)))
% 161.92/161.99 [1486]~P18(a238,a6)+P18(f240(x14861),x14861)+~P18(x14862,a235)+E(x14861,a1)+P32(x14862,f239(x14862))+P11(a500)+~P8(x14861,f325(f325(a238)))
% 161.92/161.99 [1491]~P1(x14912)+~P18(x14912,a6)+P18(f60(x14912,x14911),x14911)+E(x14911,a1)+P1(a61)+~P11(a500)+~P8(x14911,f325(f325(x14912)))
% 161.92/161.99 [1492]~P1(x14922)+~P18(x14922,a6)+P18(f60(x14922,x14921),x14921)+E(x14921,a1)+P5(a61)+~P11(a500)+~P8(x14921,f325(f325(x14922)))
% 161.92/161.99 [1523]~P1(x15232)+~P18(x15232,a6)+P18(f60(x15232,x15231),x15231)+E(x15231,a1)+P18(a61,a6)+~P11(a500)+~P8(x15231,f325(f325(x15232)))
% 161.92/161.99 [1557]~P1(x15572)+~P18(x15572,a6)+P18(f60(x15572,x15571),x15571)+E(x15571,a1)+~P11(a500)+~P8(x15571,f325(f325(x15572)))+P8(a63,f325(f325(a61)))
% 161.92/161.99 [1496]~P25(x14962)+~P25(x14961)+~P38(x14963)+~P35(x14963,x14961,x14962)+P38(x14961)+~P16(x14962)+~P25(x14963)
% 161.92/161.99 [1521]~P16(x15213)+~P25(x15213)+~P24(x15213)+E(x15211,x15212)+~P18(x15212,f5(x15213))+~P18(x15211,f5(x15213))+~E(f2(x15213,x15211),f2(x15213,x15212))
% 161.92/161.99 [1572]~P1(x15722)+~P18(x15723,a198)+~P18(x15722,a6)+P18(f197(x15722,x15721),x15721)+E(x15721,a1)+~E(f199(x15723),x15723)+~P8(x15721,f325(f325(x15722)))
% 161.92/161.99 [1596]~P1(x15963)+~P18(x15962,a198)+~P18(x15963,a6)+E(x15961,a1)+P18(f197(x15963,x15961),x15961)+~P8(x15961,f325(f325(x15963)))+P18(f199(x15962),a198)
% 161.92/161.99 [1599]~P1(x15993)+~P18(x15992,a198)+~P18(x15993,a6)+E(x15991,a1)+P32(x15992,f199(x15992))+P18(f197(x15993,x15991),x15991)+~P8(x15991,f325(f325(x15993)))
% 161.92/161.99 [1662]~P16(x16623)+~P16(x16622)+~P25(x16623)+~P25(x16622)+~P18(x16621,f5(x16622))+~P18(f2(x16622,x16621),f5(x16623))+P18(x16621,f5(f328(x16622,x16623)))
% 161.92/161.99 [1900]~P25(x19003)+~P9(x19003)+E(x19001,x19002)+~P18(x19002,f331(x19003))+~P18(x19001,f331(x19003))+P18(f345(f345(x19001,x19002),f345(x19001,x19001)),x19003)+P18(f345(f345(x19002,x19001),f345(x19002,x19002)),x19003)
% 161.92/161.99 [1801]~P16(x18012)+~P16(x18011)+~P25(x18012)+~P25(x18011)+P18(f231(x18013,x18011,x18012),f5(x18011))+E(x18011,f332(x18012,x18013))+~E(f5(x18011),f338(f5(x18012),f338(f5(x18012),x18013)))
% 161.92/161.99 [1941]~P1(x19412)+~E(f55(x19412),f108(x19412))+~P18(x19413,f109(x19412))+P18(f114(x19412,x19413,x19411),x19411)+E(x19411,a1)+~P18(f110(x19412,x19413),a6)+~P8(x19411,f325(f325(f110(x19412,x19413))))
% 161.92/161.99 [1960]~P1(x19602)+P13(f108(x19602),f55(x19602),f105(x19602))+~P18(x19603,f109(x19602))+P18(f114(x19602,x19603,x19601),x19601)+E(x19601,a1)+~P18(f110(x19602,x19603),a6)+~P8(x19601,f325(f325(f110(x19602,x19603))))
% 161.92/161.99 [1964]~P16(x19642)+~P16(x19641)+~P25(x19642)+~P25(x19641)+E(x19641,f332(x19642,x19643))+~E(f2(x19641,f231(x19643,x19641,x19642)),f2(x19642,f231(x19643,x19641,x19642)))+~E(f5(x19641),f338(f5(x19642),f338(f5(x19642),x19643)))
% 161.92/161.99 [1458]~P16(x14583)+~P16(x14581)+~P25(x14583)+~P25(x14581)+~P18(x14582,f5(x14581))+E(f2(x14581,x14582),f2(x14583,x14582))+~E(x14581,f332(x14583,x14584))
% 161.92/161.99 [1907]~P16(x19072)+~P25(x19072)+~P18(x19074,x19073)+~P18(x19074,f5(x19072))+~P18(f293(x19072,x19073,x19071),x19071)+~E(f293(x19072,x19073,x19071),f2(x19072,x19074))+E(x19071,f334(x19072,x19073))
% 161.92/161.99 [2012]P4(x20121)+~P25(x20122)+~P18(x20123,x20124)+~E(f190(x20121,x20122),x20124)+E(f182(x20121,x20122),f186(x20121,x20122))+P18(f193(x20121,x20122,x20123,x20124),x20124)+P16(f189(x20121,x20122))
% 161.92/161.99 [2013]P4(x20131)+~P25(x20132)+~P18(x20133,x20134)+~E(f190(x20131,x20132),x20134)+E(f182(x20131,x20132),f186(x20131,x20132))+P18(f193(x20131,x20132,x20133,x20134),x20134)+P25(f189(x20131,x20132))
% 161.92/161.99 [2014]P4(x20141)+~P25(x20142)+~P18(x20143,x20144)+~E(f190(x20141,x20142),x20144)+E(f191(x20141,x20142),f182(x20141,x20142))+P18(f193(x20141,x20142,x20143,x20144),x20144)+P16(f189(x20141,x20142))
% 161.92/161.99 [2015]P4(x20151)+~P25(x20152)+~P18(x20153,x20154)+~E(f190(x20151,x20152),x20154)+E(f191(x20151,x20152),f182(x20151,x20152))+P18(f193(x20151,x20152,x20153,x20154),x20154)+P25(f189(x20151,x20152))
% 161.92/161.99 [2020]~P25(x20202)+~P18(x20203,x20204)+P4(x20201)+P18(f182(x20201,x20202),x20201)+~E(f190(x20201,x20202),x20204)+P18(f193(x20201,x20202,x20203,x20204),x20204)+P16(f189(x20201,x20202))
% 161.92/161.99 [2021]~P25(x20212)+~P18(x20213,x20214)+P4(x20211)+P18(f182(x20211,x20212),x20211)+~E(f190(x20211,x20212),x20214)+P18(f193(x20211,x20212,x20213,x20214),x20214)+P25(f189(x20211,x20212))
% 161.92/161.99 [2023]~P25(x20232)+~P18(x20233,x20234)+P4(x20231)+~E(f190(x20231,x20232),x20234)+~E(f187(x20231,x20232),f188(x20231,x20232))+P18(f193(x20231,x20232,x20233,x20234),x20234)+P16(f189(x20231,x20232))
% 161.92/161.99 [2024]~P25(x20242)+~P18(x20243,x20244)+P4(x20241)+~E(f190(x20241,x20242),x20244)+~E(f187(x20241,x20242),f188(x20241,x20242))+P18(f193(x20241,x20242,x20243,x20244),x20244)+P25(f189(x20241,x20242))
% 161.92/161.99 [2032]~P25(x20322)+~P18(x20323,x20324)+P4(x20321)+P18(f188(x20321,x20322),f186(x20321,x20322))+~E(f190(x20321,x20322),x20324)+P18(f193(x20321,x20322,x20323,x20324),x20324)+P16(f189(x20321,x20322))
% 161.92/161.99 [2033]~P25(x20332)+~P18(x20333,x20334)+P4(x20331)+P18(f187(x20331,x20332),f191(x20331,x20332))+~E(f190(x20331,x20332),x20334)+P18(f193(x20331,x20332,x20333,x20334),x20334)+P16(f189(x20331,x20332))
% 161.92/161.99 [2034]~P25(x20342)+~P18(x20343,x20344)+P4(x20341)+P18(f188(x20341,x20342),f186(x20341,x20342))+~E(f190(x20341,x20342),x20344)+P18(f193(x20341,x20342,x20343,x20344),x20344)+P25(f189(x20341,x20342))
% 161.92/161.99 [2035]~P25(x20352)+~P18(x20353,x20354)+P4(x20351)+P18(f187(x20351,x20352),f191(x20351,x20352))+~E(f190(x20351,x20352),x20354)+P18(f193(x20351,x20352,x20353,x20354),x20354)+P25(f189(x20351,x20352))
% 161.92/161.99 [1897]~P25(x18973)+~P18(x18971,x18974)+~P20(x18973,x18974)+E(x18971,x18972)+~P18(x18972,x18974)+P18(f345(f345(x18971,x18972),f345(x18971,x18971)),x18973)+P18(f345(f345(x18972,x18971),f345(x18972,x18972)),x18973)
% 161.92/161.99 [1965]~P18(x19651,x19654)+~P19(x19653,x19654)+E(x19651,x19652)+~P18(x19652,x19654)+~P25(x19653)+~P18(f345(f345(x19652,x19651),f345(x19652,x19652)),x19653)+~P18(f345(f345(x19651,x19652),f345(x19651,x19651)),x19653)
% 161.92/161.99 [2016]P4(x20161)+~P25(x20162)+~P18(x20163,x20164)+E(f182(x20161,x20162),f186(x20161,x20162))+~E(f190(x20161,x20162),x20164)+P18(f193(x20161,x20162,x20163,x20164),x20164)+E(f5(f189(x20161,x20162)),x20161)
% 161.92/161.99 [2017]P4(x20171)+~P25(x20172)+~P18(x20173,x20174)+E(f191(x20171,x20172),f182(x20171,x20172))+~E(f190(x20171,x20172),x20174)+P18(f193(x20171,x20172,x20173,x20174),x20174)+E(f5(f189(x20171,x20172)),x20171)
% 161.92/161.99 [2022]P4(x20221)+~P25(x20222)+~P18(x20223,x20224)+P18(f182(x20221,x20222),x20221)+~E(f190(x20221,x20222),x20224)+P18(f193(x20221,x20222,x20223,x20224),x20224)+E(f5(f189(x20221,x20222)),x20221)
% 161.92/161.99 [2025]P4(x20251)+~P25(x20252)+~P18(x20253,x20254)+~E(f190(x20251,x20252),x20254)+~E(f187(x20251,x20252),f188(x20251,x20252))+P18(f193(x20251,x20252,x20253,x20254),x20254)+E(f5(f189(x20251,x20252)),x20251)
% 161.92/161.99 [2036]P4(x20361)+~P25(x20362)+~P18(x20363,x20364)+P18(f188(x20361,x20362),f186(x20361,x20362))+~E(f190(x20361,x20362),x20364)+P18(f193(x20361,x20362,x20363,x20364),x20364)+E(f5(f189(x20361,x20362)),x20361)
% 161.92/161.99 [2037]P4(x20371)+~P25(x20372)+~P18(x20373,x20374)+P18(f187(x20371,x20372),f191(x20371,x20372))+~E(f190(x20371,x20372),x20374)+P18(f193(x20371,x20372,x20373,x20374),x20374)+E(f5(f189(x20371,x20372)),x20371)
% 161.92/161.99 [2096]~P1(x20963)+~P1(x20962)+~E(x20961,x20963)+~P18(x20964,f169(x20962,x20961,x20963))+~E(f172(x20962,x20961,x20963,x20964),x20964)+P18(x20961,f145(x20962))+~P18(x20961,f341(x20962,f345(x20962,x20962)))
% 161.92/161.99 [2148]~E(x21481,x21484)+~P1(x21484)+~P1(x21482)+~P18(x21483,f169(x21482,x21481,x21484))+P32(x21483,f172(x21482,x21481,x21484,x21483))+P18(x21481,f145(x21482))+~P18(x21481,f341(x21482,f345(x21482,x21482)))
% 161.92/161.99 [2169]~E(x21691,x21693)+~P1(x21693)+~P1(x21692)+~P18(x21694,f169(x21692,x21691,x21693))+P18(f172(x21692,x21691,x21693,x21694),f169(x21692,x21691,x21693))+P18(x21691,f145(x21692))+~P18(x21691,f341(x21692,f345(x21692,x21692)))
% 161.92/161.99 [2307]P4(x23071)+~P25(x23072)+~P18(x23074,x23073)+E(f182(x23071,x23072),f186(x23071,x23072))+~E(f190(x23071,x23072),x23073)+P16(f189(x23071,x23072))+~P18(f345(f345(x23074,f193(x23071,x23072,x23074,x23073)),f345(x23074,x23074)),x23072)
% 161.92/161.99 [2308]P4(x23081)+~P25(x23082)+~P18(x23084,x23083)+E(f182(x23081,x23082),f186(x23081,x23082))+~E(f190(x23081,x23082),x23083)+P25(f189(x23081,x23082))+~P18(f345(f345(x23084,f193(x23081,x23082,x23084,x23083)),f345(x23084,x23084)),x23082)
% 161.92/161.99 [2309]P4(x23091)+~P25(x23092)+~P18(x23094,x23093)+E(f191(x23091,x23092),f182(x23091,x23092))+~E(f190(x23091,x23092),x23093)+P16(f189(x23091,x23092))+~P18(f345(f345(x23094,f193(x23091,x23092,x23094,x23093)),f345(x23094,x23094)),x23092)
% 161.92/161.99 [2310]P4(x23101)+~P25(x23102)+~P18(x23104,x23103)+E(f191(x23101,x23102),f182(x23101,x23102))+~E(f190(x23101,x23102),x23103)+P25(f189(x23101,x23102))+~P18(f345(f345(x23104,f193(x23101,x23102,x23104,x23103)),f345(x23104,x23104)),x23102)
% 161.92/161.99 [2311]P4(x23111)+~P25(x23112)+~P18(x23114,x23113)+E(f182(x23111,x23112),f186(x23111,x23112))+~E(f190(x23111,x23112),x23113)+~P18(f345(f345(x23114,f193(x23111,x23112,x23114,x23113)),f345(x23114,x23114)),x23112)+E(f5(f189(x23111,x23112)),x23111)
% 161.92/161.99 [2312]P4(x23121)+~P25(x23122)+~P18(x23124,x23123)+E(f191(x23121,x23122),f182(x23121,x23122))+~E(f190(x23121,x23122),x23123)+~P18(f345(f345(x23124,f193(x23121,x23122,x23124,x23123)),f345(x23124,x23124)),x23122)+E(f5(f189(x23121,x23122)),x23121)
% 161.92/161.99 [2313]~P25(x23132)+P4(x23131)+~P18(x23134,x23133)+P18(f182(x23131,x23132),x23131)+~E(f190(x23131,x23132),x23133)+~P18(f345(f345(x23134,f193(x23131,x23132,x23134,x23133)),f345(x23134,x23134)),x23132)+P16(f189(x23131,x23132))
% 161.92/161.99 [2314]~P25(x23142)+P4(x23141)+~P18(x23144,x23143)+P18(f182(x23141,x23142),x23141)+~E(f190(x23141,x23142),x23143)+~P18(f345(f345(x23144,f193(x23141,x23142,x23144,x23143)),f345(x23144,x23144)),x23142)+P25(f189(x23141,x23142))
% 161.92/161.99 [2315]P4(x23151)+~P25(x23152)+~P18(x23154,x23153)+P18(f182(x23151,x23152),x23151)+~E(f190(x23151,x23152),x23153)+~P18(f345(f345(x23154,f193(x23151,x23152,x23154,x23153)),f345(x23154,x23154)),x23152)+E(f5(f189(x23151,x23152)),x23151)
% 161.92/161.99 [2316]~P25(x23162)+P4(x23161)+~P18(x23164,x23163)+~E(f187(x23161,x23162),f188(x23161,x23162))+~E(f190(x23161,x23162),x23163)+~P18(f345(f345(x23164,f193(x23161,x23162,x23164,x23163)),f345(x23164,x23164)),x23162)+P16(f189(x23161,x23162))
% 161.92/161.99 [2317]~P25(x23172)+P4(x23171)+~P18(x23174,x23173)+~E(f187(x23171,x23172),f188(x23171,x23172))+~E(f190(x23171,x23172),x23173)+~P18(f345(f345(x23174,f193(x23171,x23172,x23174,x23173)),f345(x23174,x23174)),x23172)+P25(f189(x23171,x23172))
% 161.92/161.99 [2318]P4(x23181)+~P25(x23182)+~P18(x23184,x23183)+~E(f187(x23181,x23182),f188(x23181,x23182))+~E(f190(x23181,x23182),x23183)+~P18(f345(f345(x23184,f193(x23181,x23182,x23184,x23183)),f345(x23184,x23184)),x23182)+E(f5(f189(x23181,x23182)),x23181)
% 161.92/161.99 [2319]~P25(x23192)+P4(x23191)+~P18(x23194,x23193)+P18(f188(x23191,x23192),f186(x23191,x23192))+~E(f190(x23191,x23192),x23193)+~P18(f345(f345(x23194,f193(x23191,x23192,x23194,x23193)),f345(x23194,x23194)),x23192)+P16(f189(x23191,x23192))
% 161.92/161.99 [2320]~P25(x23202)+P4(x23201)+~P18(x23204,x23203)+P18(f187(x23201,x23202),f191(x23201,x23202))+~E(f190(x23201,x23202),x23203)+~P18(f345(f345(x23204,f193(x23201,x23202,x23204,x23203)),f345(x23204,x23204)),x23202)+P16(f189(x23201,x23202))
% 161.92/161.99 [2321]~P25(x23212)+P4(x23211)+~P18(x23214,x23213)+P18(f188(x23211,x23212),f186(x23211,x23212))+~E(f190(x23211,x23212),x23213)+~P18(f345(f345(x23214,f193(x23211,x23212,x23214,x23213)),f345(x23214,x23214)),x23212)+P25(f189(x23211,x23212))
% 161.92/161.99 [2322]~P25(x23222)+P4(x23221)+~P18(x23224,x23223)+P18(f187(x23221,x23222),f191(x23221,x23222))+~E(f190(x23221,x23222),x23223)+~P18(f345(f345(x23224,f193(x23221,x23222,x23224,x23223)),f345(x23224,x23224)),x23222)+P25(f189(x23221,x23222))
% 161.92/161.99 [2323]P4(x23231)+~P25(x23232)+~P18(x23234,x23233)+P18(f188(x23231,x23232),f186(x23231,x23232))+~E(f190(x23231,x23232),x23233)+~P18(f345(f345(x23234,f193(x23231,x23232,x23234,x23233)),f345(x23234,x23234)),x23232)+E(f5(f189(x23231,x23232)),x23231)
% 161.92/161.99 [2324]P4(x23241)+~P25(x23242)+~P18(x23244,x23243)+P18(f187(x23241,x23242),f191(x23241,x23242))+~E(f190(x23241,x23242),x23243)+~P18(f345(f345(x23244,f193(x23241,x23242,x23244,x23243)),f345(x23244,x23244)),x23242)+E(f5(f189(x23241,x23242)),x23241)
% 161.92/161.99 [2029]P4(x20291)+~P25(x20292)+~P18(x20293,x20291)+P18(f190(x20291,x20292),x20291)+~P18(x20294,f186(x20291,x20292))+E(f194(x20291,x20292,x20293),x20293)+P18(f345(f345(f188(x20291,x20292),x20294),f345(f188(x20291,x20292),f188(x20291,x20292))),x20292)
% 161.92/161.99 [2030]P4(x20301)+~P25(x20302)+~P18(x20303,x20301)+P18(f190(x20301,x20302),x20301)+~P18(x20304,f191(x20301,x20302))+E(f194(x20301,x20302,x20303),x20303)+P18(f345(f345(f187(x20301,x20302),x20304),f345(f187(x20301,x20302),f187(x20301,x20302))),x20302)
% 161.92/161.99 [2116]~P25(x21162)+~P18(x21163,x21161)+P4(x21161)+~P18(x21164,f186(x21161,x21162))+P18(f190(x21161,x21162),x21161)+P18(f2(f189(x21161,x21162),x21163),f194(x21161,x21162,x21163))+P18(f345(f345(f188(x21161,x21162),x21164),f345(f188(x21161,x21162),f188(x21161,x21162))),x21162)
% 161.92/161.99 [2117]~P25(x21172)+~P18(x21173,x21171)+P4(x21171)+~P18(x21174,f191(x21171,x21172))+P18(f190(x21171,x21172),x21171)+P18(f2(f189(x21171,x21172),x21173),f194(x21171,x21172,x21173))+P18(f345(f345(f187(x21171,x21172),x21174),f345(f187(x21171,x21172),f187(x21171,x21172))),x21172)
% 161.92/161.99 [2389]~P25(x23891)+~P25(x23893)+~P25(x23892)+E(x23891,f328(x23892,x23893))+~P18(f345(f345(x23894,f308(x23892,x23893,x23891)),f345(x23894,x23894)),x23893)+~P18(f345(f345(f306(x23892,x23893,x23891),x23894),f345(f306(x23892,x23893,x23891),f306(x23892,x23893,x23891))),x23892)+~P18(f345(f345(f306(x23892,x23893,x23891),f308(x23892,x23893,x23891)),f345(f306(x23892,x23893,x23891),f306(x23892,x23893,x23891))),x23891)
% 161.92/161.99 [2241]P4(x22411)+~P25(x22412)+~P18(x22413,x22411)+P18(f190(x22411,x22412),x22411)+~P18(x22414,f194(x22411,x22412,x22413))+E(f182(x22411,x22412),f186(x22411,x22412))+P18(f345(f345(f2(f189(x22411,x22412),x22413),x22414),f345(f2(f189(x22411,x22412),x22413),f2(f189(x22411,x22412),x22413))),x22412)
% 161.92/161.99 [2242]P4(x22421)+~P25(x22422)+~P18(x22423,x22421)+P18(f190(x22421,x22422),x22421)+~P18(x22424,f194(x22421,x22422,x22423))+E(f191(x22421,x22422),f182(x22421,x22422))+P18(f345(f345(f2(f189(x22421,x22422),x22423),x22424),f345(f2(f189(x22421,x22422),x22423),f2(f189(x22421,x22422),x22423))),x22422)
% 161.92/161.99 [2243]~P25(x22432)+~P18(x22433,x22431)+P4(x22431)+P18(f190(x22431,x22432),x22431)+~P18(x22434,f194(x22431,x22432,x22433))+P18(f182(x22431,x22432),x22431)+P18(f345(f345(f2(f189(x22431,x22432),x22433),x22434),f345(f2(f189(x22431,x22432),x22433),f2(f189(x22431,x22432),x22433))),x22432)
% 161.92/161.99 [2244]~P25(x22442)+~P18(x22443,x22441)+P4(x22441)+~E(f187(x22441,x22442),f188(x22441,x22442))+~P18(x22444,f194(x22441,x22442,x22443))+P18(f190(x22441,x22442),x22441)+P18(f345(f345(f2(f189(x22441,x22442),x22443),x22444),f345(f2(f189(x22441,x22442),x22443),f2(f189(x22441,x22442),x22443))),x22442)
% 161.92/161.99 [2245]~P25(x22452)+~P18(x22453,x22451)+P4(x22451)+P18(f188(x22451,x22452),f186(x22451,x22452))+~P18(x22454,f194(x22451,x22452,x22453))+P18(f190(x22451,x22452),x22451)+P18(f345(f345(f2(f189(x22451,x22452),x22453),x22454),f345(f2(f189(x22451,x22452),x22453),f2(f189(x22451,x22452),x22453))),x22452)
% 161.92/161.99 [2246]~P25(x22462)+~P18(x22463,x22461)+P4(x22461)+P18(f187(x22461,x22462),f191(x22461,x22462))+~P18(x22464,f194(x22461,x22462,x22463))+P18(f190(x22461,x22462),x22461)+P18(f345(f345(f2(f189(x22461,x22462),x22463),x22464),f345(f2(f189(x22461,x22462),x22463),f2(f189(x22461,x22462),x22463))),x22462)
% 161.92/161.99 [1515]~P16(x15153)+~P25(x15153)+~P18(x15155,x15154)+P18(x15151,x15152)+~P18(x15155,f5(x15153))+~E(x15152,f334(x15153,x15154))+~E(x15151,f2(x15153,x15155))
% 161.92/161.99 [1858]~P16(x18583)+~P33(x18583,x18585,x18581)+~P27(x18583,x18585,x18581)+~P18(x18582,x18585)+~P18(f2(x18583,x18582),x18584)+E(x18581,a1)+P18(x18582,f336(x18583,x18584))
% 161.92/161.99 [2156]~P16(x21561)+~P25(x21564)+~P25(x21561)+~P35(x21565,x21564,x21561)+~P25(x21565)+~P18(f345(f345(x21562,x21563),f345(x21562,x21562)),x21565)+P18(f345(f345(f2(x21561,x21562),f2(x21561,x21563)),f345(f2(x21561,x21562),f2(x21561,x21562))),x21564)
% 161.92/161.99 [2159]~P25(x21594)+P4(x21591)+~P18(x21595,f68(x21591,x21594))+~P18(x21592,f72(x21591,x21594))+~P18(x21593,f75(x21591,x21594,x21592))+P18(f345(f345(x21592,x21593),f345(x21592,x21592)),x21594)+P18(f345(f345(f70(x21591,x21594),x21595),f345(f70(x21591,x21594),f70(x21591,x21594))),x21594)
% 161.92/161.99 [2160]~P25(x21604)+P4(x21601)+~P18(x21605,f73(x21601,x21604))+~P18(x21602,f72(x21601,x21604))+~P18(x21603,f75(x21601,x21604,x21602))+P18(f345(f345(x21602,x21603),f345(x21602,x21602)),x21604)+P18(f345(f345(f69(x21601,x21604),x21605),f345(f69(x21601,x21604),f69(x21601,x21604))),x21604)
% 161.92/161.99 [2205]~P16(x22055)+~P25(x22054)+~P25(x22055)+~P18(x22052,x22053)+~P18(x22051,x22053)+P18(f345(f345(x22051,x22052),f345(x22051,x22051)),f66(x22053,x22054,x22055))+~P18(f345(f345(f2(x22055,x22051),f2(x22055,x22052)),f345(f2(x22055,x22051),f2(x22055,x22051))),x22054)
% 161.92/161.99 [2276]~P18(x22762,x22761)+~P13(x22765,x22764,x22763)+E(x22761,a1)+E(x22762,f251(x22763,x22764,x22765,x22761))+~P32(f251(x22763,x22764,x22765,x22761),x22762)+~P18(f249(x22763,x22764,x22765),a6)+~P8(x22761,f325(f325(f249(x22763,x22764,x22765))))
% 161.92/161.99 [2277]~P18(x22772,x22771)+~P13(x22775,x22774,x22773)+E(x22771,a1)+E(x22772,f252(x22773,x22774,x22775,x22771))+~P32(f252(x22773,x22774,x22775,x22771),x22772)+~P18(f250(x22773,x22774,x22775),a6)+~P8(x22771,f325(f325(f250(x22773,x22774,x22775))))
% 161.92/161.99 [1799]~P18(x17996,x17991)+~E(x17994,x17992)+~P18(x17994,f3(x17991,x17993))+E(f95(x17991),f96(x17991))+P18(x17992,f98(x17991,x17993))+~E(x17995,f345(x17996,x17996))+~E(f345(f345(x17996,x17995),f345(x17996,x17996)),x17992)
% 161.92/161.99 [1800]~P18(x18006,x18001)+~E(x18004,x18002)+~P18(x18004,f3(x18001,x18003))+E(f99(x18001),f95(x18001))+P18(x18002,f98(x18001,x18003))+~E(x18005,f345(x18006,x18006))+~E(f345(f345(x18006,x18005),f345(x18006,x18006)),x18002)
% 161.92/161.99 [1810]~P18(x18106,x18102)+~E(x18104,x18101)+~E(f99(x18102),f96(x18102))+~P18(x18104,f3(x18102,x18103))+P18(x18101,f98(x18102,x18103))+~E(x18105,f345(x18106,x18106))+~E(f345(f345(x18106,x18105),f345(x18106,x18106)),x18101)
% 161.92/161.99 [1818]~P18(x18186,x18181)+~E(x18184,x18182)+~P18(x18184,f3(x18181,x18183))+P18(f100(x18181),x18181)+P18(x18182,f98(x18181,x18183))+~E(x18185,f345(x18186,x18186))+~E(f345(f345(x18186,x18185),f345(x18186,x18186)),x18182)
% 161.92/161.99 [1819]~P18(x18196,x18191)+~E(x18194,x18192)+~P18(x18194,f3(x18191,x18193))+P18(f101(x18191),x18191)+P18(x18192,f98(x18191,x18193))+~E(x18195,f345(x18196,x18196))+~E(f345(f345(x18196,x18195),f345(x18196,x18196)),x18192)
% 161.92/161.99 [1835]~P18(x18356,x18351)+~E(x18354,x18352)+~P18(x18354,f3(x18351,x18353))+P18(x18352,f98(x18351,x18353))+~E(x18355,f345(x18356,x18356))+E(f345(f100(x18351),f100(x18351)),f102(x18351))+~E(f345(f345(x18356,x18355),f345(x18356,x18356)),x18352)
% 161.92/161.99 [1836]~P18(x18366,x18361)+~E(x18364,x18362)+~P18(x18364,f3(x18361,x18363))+P18(x18362,f98(x18361,x18363))+~E(x18365,f345(x18366,x18366))+E(f345(f101(x18361),f101(x18361)),f104(x18361))+~E(f345(f345(x18366,x18365),f345(x18366,x18366)),x18362)
% 161.92/161.99 [2027]~P25(x20273)+~P25(x20275)+~P25(x20274)+~E(x20273,f328(x20274,x20275))+~P18(f345(f345(x20271,x20276),f345(x20271,x20271)),x20274)+P18(f345(f345(x20271,x20272),f345(x20271,x20271)),x20273)+~P18(f345(f345(x20276,x20272),f345(x20276,x20276)),x20275)
% 161.92/161.99 [1904]~P18(x19046,x19041)+~E(x19044,x19042)+~P18(x19044,f3(x19041,x19043))+P18(x19042,f98(x19041,x19043))+~E(x19045,f345(x19046,x19046))+~E(f345(f345(x19046,x19045),f345(x19046,x19046)),x19042)+E(f345(f345(f100(x19041),f102(x19041)),f345(f100(x19041),f100(x19041))),f96(x19041))
% 161.92/161.99 [1905]~P18(x19056,x19051)+~E(x19054,x19052)+~P18(x19054,f3(x19051,x19053))+P18(x19052,f98(x19051,x19053))+~E(x19055,f345(x19056,x19056))+~E(f345(f345(x19056,x19055),f345(x19056,x19056)),x19052)+E(f345(f345(f101(x19051),f104(x19051)),f345(f101(x19051),f101(x19051))),f99(x19051))
% 161.92/161.99 [2204]~P16(x22044)+~P25(x22043)+~P25(x22044)+~P18(x22041,f3(x22042,x22042))+P18(x22041,f168(x22042,x22043,x22044))+~E(x22041,f345(f345(x22045,x22046),f345(x22045,x22045)))+~P18(f345(f345(f2(x22044,x22045),f2(x22044,x22046)),f345(f2(x22044,x22045),f2(x22044,x22045))),x22043)
% 161.92/161.99 [2260]~P25(x22604)+P4(x22601)+~P18(x22605,f46(x22601,x22604))+~P18(x22603,f52(x22601,x22604,x22606,x22602))+~P18(f345(f345(x22606,x22602),f345(x22606,x22606)),f50(x22601,x22604))+P18(f345(f345(x22602,x22603),f345(x22602,x22602)),x22604)+P18(f345(f345(f48(x22601,x22604),x22605),f345(f48(x22601,x22604),f48(x22601,x22604))),x22604)
% 161.92/161.99 [2261]~P25(x22614)+P4(x22611)+~P18(x22615,f51(x22611,x22614))+~P18(x22613,f52(x22611,x22614,x22616,x22612))+~P18(f345(f345(x22616,x22612),f345(x22616,x22616)),f50(x22611,x22614))+P18(f345(f345(x22612,x22613),f345(x22612,x22612)),x22614)+P18(f345(f345(f47(x22611,x22614),x22615),f345(f47(x22611,x22614),f47(x22611,x22614))),x22614)
% 161.92/161.99 [2404]~P25(x24042)+P4(x24041)+~P18(x24043,f86(x24041,x24042))+~P18(x24045,f85(x24041,x24042,x24044))+~P18(x24046,f90(x24041,x24042,x24044,x24045))+P18(f345(f345(f82(x24041,x24042),x24043),f345(f82(x24041,x24042),f82(x24041,x24042))),x24042)+P18(f345(f345(f92(x24041,x24042,x24044,x24045),x24046),f345(f92(x24041,x24042,x24044,x24045),f92(x24041,x24042,x24044,x24045))),x24042)
% 161.92/161.99 [2405]~P25(x24052)+P4(x24051)+~P18(x24053,f88(x24051,x24052))+~P18(x24055,f85(x24051,x24052,x24054))+~P18(x24056,f90(x24051,x24052,x24054,x24055))+P18(f345(f345(f89(x24051,x24052),x24053),f345(f89(x24051,x24052),f89(x24051,x24052))),x24052)+P18(f345(f345(f92(x24051,x24052,x24054,x24055),x24056),f345(f92(x24051,x24052,x24054,x24055),f92(x24051,x24052,x24054,x24055))),x24052)
% 161.92/161.99 [1488]~P18(x14882,x14881)+~E(a235,a1)+~P18(a238,a6)+~P32(f240(x14881),x14882)+E(x14881,a1)+E(x14882,f240(x14881))+P11(a500)+~P8(x14881,f325(f325(a238)))
% 161.92/161.99 [1525]~P18(x15252,x15251)+P18(a1,a6)+~P18(a238,a6)+~P32(f240(x15251),x15252)+E(x15251,a1)+E(x15252,f240(x15251))+P11(a500)+~P8(x15251,f325(f325(a238)))
% 161.92/161.99 [1560]~P18(x15602,x15601)+~P18(a238,a6)+~P32(f240(x15601),x15602)+E(x15601,a1)+E(x15602,f240(x15601))+P11(a500)+~P8(x15601,f325(f325(a238)))+P8(a235,f325(f325(a1)))
% 161.92/161.99 [1573]~P1(x15732)+~P18(x15733,a63)+~P18(x15732,a6)+P18(f60(x15732,x15731),x15731)+E(x15731,a1)+~E(f65(x15733),x15733)+~P11(a500)+~P8(x15731,f325(f325(x15732)))
% 161.92/161.99 [1597]~P1(x15973)+~P18(x15972,a63)+~P18(x15973,a6)+E(x15971,a1)+P18(f60(x15973,x15971),x15971)+P18(f65(x15972),a63)+~P11(a500)+~P8(x15971,f325(f325(x15973)))
% 161.92/161.99 [1604]~P1(x16043)+~P18(x16042,a63)+~P18(x16043,a6)+E(x16041,a1)+P32(x16042,f65(x16042))+P18(f60(x16043,x16041),x16041)+~P11(a500)+~P8(x16041,f325(f325(x16043)))
% 161.92/161.99 [1629]~P1(x16293)+~P18(x16292,x16291)+E(x16291,a1)+E(x16292,f197(x16293,x16291))+~E(a198,a1)+~P18(x16293,a6)+~P32(f197(x16293,x16291),x16292)+~P8(x16291,f325(f325(x16293)))
% 161.92/161.99 [1633]~P1(x16333)+~P18(x16332,x16331)+~P18(x16333,a6)+E(x16331,a1)+E(x16332,f197(x16333,x16331))+~P32(f197(x16333,x16331),x16332)+P1(a195)+~P8(x16331,f325(f325(x16333)))
% 161.92/161.99 [1648]~P1(x16483)+~P18(x16482,x16481)+E(x16481,a1)+E(x16482,f197(x16483,x16481))+P18(a195,a6)+~P18(x16483,a6)+~P32(f197(x16483,x16481),x16482)+~P8(x16481,f325(f325(x16483)))
% 161.92/161.99 [1663]~P1(x16633)+~P18(x16632,x16631)+~P18(x16633,a6)+E(x16631,a1)+E(x16632,f197(x16633,x16631))+~P32(f197(x16633,x16631),x16632)+~P8(x16631,f325(f325(x16633)))+P8(a198,f325(f325(a195)))
% 161.92/161.99 [1678]~E(x16781,x16782)+~P1(x16783)+~P1(x16781)+~E(x16782,x16784)+~E(f55(x16783),f108(x16783))+P18(x16781,a6)+P18(x16782,f109(x16783))+~P18(x16784,f341(x16783,f345(x16783,x16783)))
% 161.92/161.99 [1811]~E(x18111,x18112)+~P1(x18113)+~P1(x18111)+~E(x18112,x18114)+P13(f108(x18113),f55(x18113),f105(x18113))+P18(x18111,a6)+P18(x18112,f109(x18113))+~P18(x18114,f341(x18113,f345(x18113,x18113)))
% 161.92/161.99 [1832]~P1(x18324)+~P1(x18322)+~E(x18321,x18323)+~E(x18321,x18324)+~E(f55(x18322),f108(x18322))+P18(x18321,f109(x18322))+~E(f113(x18322,x18321,x18324),a1)+~P18(x18323,f341(x18322,f345(x18322,x18322)))
% 161.92/161.99 [1885]~E(x18851,x18853)+~P1(x18853)+~P1(x18852)+~E(x18851,x18854)+~E(f55(x18852),f108(x18852))+P18(x18851,f109(x18852))+~P18(x18854,f341(x18852,f345(x18852,x18852)))+P8(f113(x18852,x18851,x18853),f325(f325(x18853)))
% 161.92/161.99 [1889]~P1(x18894)+~P1(x18892)+~E(x18891,x18893)+~E(x18891,x18894)+P13(f108(x18892),f55(x18892),f105(x18892))+P18(x18891,f109(x18892))+~E(f113(x18892,x18891,x18894),a1)+~P18(x18893,f341(x18892,f345(x18892,x18892)))
% 161.92/161.99 [1920]~E(x19201,x19203)+~P1(x19203)+~P1(x19202)+~E(x19201,x19204)+P13(f108(x19202),f55(x19202),f105(x19202))+P18(x19201,f109(x19202))+~P18(x19204,f341(x19202,f345(x19202,x19202)))+P8(f113(x19202,x19201,x19203),f325(f325(x19203)))
% 161.92/161.99 [1992]~P1(x19923)+~P18(x19922,x19921)+~P18(x19924,f145(x19923))+E(x19921,a1)+E(x19922,f170(x19923,x19924,x19921))+~P32(f170(x19923,x19924,x19921),x19922)+~P18(f144(x19923,x19924),a6)+~P8(x19921,f325(f325(f144(x19923,x19924))))
% 161.92/161.99 [2038]P4(x20381)+~P25(x20382)+~P18(x20384,x20385)+~P18(x20383,x20381)+E(f182(x20381,x20382),f186(x20381,x20382))+~E(f190(x20381,x20382),x20385)+E(f194(x20381,x20382,x20383),x20383)+P18(f193(x20381,x20382,x20384,x20385),x20385)
% 161.92/161.99 [2039]P4(x20391)+~P25(x20392)+~P18(x20394,x20395)+~P18(x20393,x20391)+E(f191(x20391,x20392),f182(x20391,x20392))+~E(f190(x20391,x20392),x20395)+E(f194(x20391,x20392,x20393),x20393)+P18(f193(x20391,x20392,x20394,x20395),x20395)
% 161.92/161.99 [2041]P4(x20411)+~P25(x20412)+~P18(x20414,x20415)+~P18(x20413,x20411)+P18(f182(x20411,x20412),x20411)+~E(f190(x20411,x20412),x20415)+E(f194(x20411,x20412,x20413),x20413)+P18(f193(x20411,x20412,x20414,x20415),x20415)
% 161.92/161.99 [2042]P4(x20421)+~P25(x20422)+~P18(x20424,x20425)+~P18(x20423,x20421)+~E(f190(x20421,x20422),x20425)+~E(f187(x20421,x20422),f188(x20421,x20422))+E(f194(x20421,x20422,x20423),x20423)+P18(f193(x20421,x20422,x20424,x20425),x20425)
% 161.92/161.99 [2054]P4(x20541)+~P25(x20542)+~P18(x20544,x20545)+~P18(x20543,x20541)+P18(f188(x20541,x20542),f186(x20541,x20542))+~E(f190(x20541,x20542),x20545)+E(f194(x20541,x20542,x20543),x20543)+P18(f193(x20541,x20542,x20544,x20545),x20545)
% 161.92/161.99 [2055]P4(x20551)+~P25(x20552)+~P18(x20554,x20555)+~P18(x20553,x20551)+P18(f187(x20551,x20552),f191(x20551,x20552))+~E(f190(x20551,x20552),x20555)+E(f194(x20551,x20552,x20553),x20553)+P18(f193(x20551,x20552,x20554,x20555),x20555)
% 161.92/161.99 [2289]P4(x22891)+~E(x22894,x22895)+~P25(x22892)+~P18(x22894,x22891)+~P18(x22893,x22895)+E(f67(x22891,x22892),f68(x22891,x22892))+P18(f78(x22891,x22892,x22893,x22894,x22895),x22895)+P18(x22893,f72(x22891,x22892))
% 161.92/161.99 [2290]P4(x22901)+~E(x22904,x22905)+~P25(x22902)+~P18(x22904,x22901)+~P18(x22903,x22905)+E(f73(x22901,x22902),f67(x22901,x22902))+P18(f78(x22901,x22902,x22903,x22904,x22905),x22905)+P18(x22903,f72(x22901,x22902))
% 161.92/161.99 [2292]~E(x22924,x22925)+~P25(x22923)+~P18(x22924,x22921)+~P18(x22922,x22925)+P4(x22921)+P18(f67(x22921,x22923),x22921)+P18(f78(x22921,x22923,x22922,x22924,x22925),x22925)+P18(x22922,f72(x22921,x22923))
% 161.92/161.99 [2293]~E(x22934,x22935)+~P25(x22933)+~P18(x22934,x22931)+~P18(x22932,x22935)+P4(x22931)+~E(f69(x22931,x22933),f70(x22931,x22933))+P18(f78(x22931,x22933,x22932,x22934,x22935),x22935)+P18(x22932,f72(x22931,x22933))
% 161.92/161.99 [2294]~E(x22944,x22945)+~P25(x22943)+~P18(x22944,x22941)+~P18(x22942,x22945)+P4(x22941)+P18(f70(x22941,x22943),f68(x22941,x22943))+P18(f78(x22941,x22943,x22942,x22944,x22945),x22945)+P18(x22942,f72(x22941,x22943))
% 161.92/161.99 [2295]~E(x22954,x22955)+~P25(x22953)+~P18(x22954,x22951)+~P18(x22952,x22955)+P4(x22951)+P18(f69(x22951,x22953),f73(x22951,x22953))+P18(f78(x22951,x22953,x22952,x22954,x22955),x22955)+P18(x22952,f72(x22951,x22953))
% 161.92/161.99 [1771]~P1(x17714)+~P1(x17712)+~P18(x17714,x17711)+~E(x17713,x17714)+~E(x17715,x17713)+E(f148(x17711,x17712),f153(x17711,x17712))+P18(x17713,f154(x17711,x17712))+~P18(x17715,f341(x17712,f345(x17712,x17712)))
% 161.92/161.99 [1772]~P1(x17724)+~P1(x17722)+~P18(x17724,x17721)+~E(x17723,x17724)+~E(x17725,x17723)+E(f155(x17721,x17722),f148(x17721,x17722))+P18(x17723,f154(x17721,x17722))+~P18(x17725,f341(x17722,f345(x17722,x17722)))
% 161.92/161.99 [1773]~P1(x17734)+~P1(x17732)+~P18(x17734,x17731)+~E(x17733,x17734)+~E(x17735,x17733)+E(f156(x17731,x17732),f153(x17731,x17732))+P18(x17733,f154(x17731,x17732))+~P18(x17735,f341(x17732,f345(x17732,x17732)))
% 161.92/161.99 [1774]~P1(x17744)+~P1(x17742)+~P18(x17744,x17741)+~E(x17743,x17744)+~E(x17745,x17743)+E(f157(x17741,x17742),f155(x17741,x17742))+P18(x17743,f154(x17741,x17742))+~P18(x17745,f341(x17742,f345(x17742,x17742)))
% 161.92/161.99 [1782]~P1(x17824)+~P1(x17822)+~P18(x17824,x17821)+~E(x17823,x17824)+~E(x17825,x17823)+P18(x17823,f154(x17821,x17822))+~P18(x17825,f341(x17822,f345(x17822,x17822)))+P1(f156(x17821,x17822))
% 161.92/161.99 [1783]~P1(x17834)+~P1(x17832)+~P18(x17834,x17831)+~E(x17833,x17834)+~E(x17835,x17833)+P18(x17833,f154(x17831,x17832))+~P18(x17835,f341(x17832,f345(x17832,x17832)))+P1(f157(x17831,x17832))
% 161.92/161.99 [1803]~P1(x18034)+~P1(x18033)+~P18(x18034,x18032)+~E(x18031,x18034)+~E(x18035,x18031)+P18(f156(x18032,x18033),x18032)+P18(x18031,f154(x18032,x18033))+~P18(x18035,f341(x18033,f345(x18033,x18033)))
% 161.92/161.99 [1804]~P1(x18044)+~P1(x18043)+~P18(x18044,x18042)+~E(x18041,x18044)+~E(x18045,x18041)+P18(f157(x18042,x18043),x18042)+P18(x18041,f154(x18042,x18043))+~P18(x18045,f341(x18043,f345(x18043,x18043)))
% 161.92/161.99 [1812]~P1(x18124)+~P1(x18123)+~P18(x18124,x18122)+~E(x18121,x18124)+~E(x18125,x18121)+~E(f155(x18122,x18123),f153(x18122,x18123))+P18(x18121,f154(x18122,x18123))+~P18(x18125,f341(x18123,f345(x18123,x18123)))
% 161.92/161.99 [1847]~P16(x18473)+~P16(x18472)+~P25(x18473)+~P33(x18472,x18475,x18471)+~P27(x18472,x18475,x18471)+~P18(x18474,x18475)+E(x18471,a1)+E(f2(f328(x18472,x18473),x18474),f2(x18473,f2(x18472,x18474)))
% 161.92/161.99 [1927]~P16(x19273)+~P25(x19273)+~E(x19275,x19274)+~P18(f334(x19273,x19274),x19272)+E(f141(x19271,x19272,x19273),f149(x19271,x19272,x19273))+P18(x19274,f150(x19271,x19272,x19273))+~P18(x19275,f325(f5(x19273)))+~P8(x19272,f325(f325(x19271)))
% 161.92/161.99 [1928]~P16(x19283)+~P25(x19283)+~E(x19285,x19284)+~P18(f334(x19283,x19284),x19282)+E(f151(x19281,x19282,x19283),f141(x19281,x19282,x19283))+P18(x19284,f150(x19281,x19282,x19283))+~P18(x19285,f325(f5(x19283)))+~P8(x19282,f325(f325(x19281)))
% 161.92/161.99 [1951]~P16(x19514)+~P25(x19514)+~E(x19515,x19511)+~E(f151(x19512,x19513,x19514),f149(x19512,x19513,x19514))+~P18(f334(x19514,x19511),x19513)+P18(x19511,f150(x19512,x19513,x19514))+~P18(x19515,f325(f5(x19514)))+~P8(x19513,f325(f325(x19512)))
% 161.92/161.99 [1972]~P16(x19724)+~P25(x19724)+~E(x19725,x19721)+~P18(f334(x19724,x19721),x19723)+P18(x19721,f150(x19722,x19723,x19724))+P18(f334(x19724,f149(x19722,x19723,x19724)),x19723)+~P18(x19725,f325(f5(x19724)))+~P8(x19723,f325(f325(x19722)))
% 161.92/161.99 [1973]~P16(x19734)+~P25(x19734)+~E(x19735,x19731)+~P18(f334(x19734,x19731),x19733)+P18(x19731,f150(x19732,x19733,x19734))+P18(f334(x19734,f151(x19732,x19733,x19734)),x19733)+~P18(x19735,f325(f5(x19734)))+~P8(x19733,f325(f325(x19732)))
% 161.92/161.99 [2045]~P25(x20453)+~P18(x20451,x20454)+~P21(x20453,x20454)+~P18(x20452,x20454)+~P18(x20455,x20454)+~P18(f345(f345(x20455,x20452),f345(x20455,x20455)),x20453)+~P18(f345(f345(x20451,x20455),f345(x20451,x20451)),x20453)+P18(f345(f345(x20451,x20452),f345(x20451,x20451)),x20453)
% 161.92/161.99 [2129]P4(x21291)+~P25(x21292)+~P18(x21293,x21294)+~P18(x21295,x21291)+~E(f190(x21291,x21292),x21294)+E(f182(x21291,x21292),f186(x21291,x21292))+P18(f193(x21291,x21292,x21293,x21294),x21294)+P18(f2(f189(x21291,x21292),x21295),f194(x21291,x21292,x21295))
% 161.92/161.99 [2130]P4(x21301)+~P25(x21302)+~P18(x21303,x21304)+~P18(x21305,x21301)+~E(f190(x21301,x21302),x21304)+E(f191(x21301,x21302),f182(x21301,x21302))+P18(f193(x21301,x21302,x21303,x21304),x21304)+P18(f2(f189(x21301,x21302),x21305),f194(x21301,x21302,x21305))
% 161.92/161.99 [2136]~P25(x21362)+~P18(x21363,x21364)+~P18(x21365,x21361)+P4(x21361)+~E(f190(x21361,x21362),x21364)+P18(f182(x21361,x21362),x21361)+P18(f193(x21361,x21362,x21363,x21364),x21364)+P18(f2(f189(x21361,x21362),x21365),f194(x21361,x21362,x21365))
% 161.92/161.99 [2138]~P25(x21382)+~P18(x21383,x21384)+~P18(x21385,x21381)+P4(x21381)+~E(f190(x21381,x21382),x21384)+~E(f187(x21381,x21382),f188(x21381,x21382))+P18(f193(x21381,x21382,x21383,x21384),x21384)+P18(f2(f189(x21381,x21382),x21385),f194(x21381,x21382,x21385))
% 161.92/161.99 [2144]~P25(x21442)+~P18(x21443,x21444)+~P18(x21445,x21441)+P4(x21441)+P18(f188(x21441,x21442),f186(x21441,x21442))+~E(f190(x21441,x21442),x21444)+P18(f193(x21441,x21442,x21443,x21444),x21444)+P18(f2(f189(x21441,x21442),x21445),f194(x21441,x21442,x21445))
% 161.92/161.99 [2145]~P25(x21452)+~P18(x21453,x21454)+~P18(x21455,x21451)+P4(x21451)+P18(f187(x21451,x21452),f191(x21451,x21452))+~E(f190(x21451,x21452),x21454)+P18(f193(x21451,x21452,x21453,x21454),x21454)+P18(f2(f189(x21451,x21452),x21455),f194(x21451,x21452,x21455))
% 161.92/161.99 [2296]P4(x22961)+~E(x22963,x22965)+~P25(x22962)+~P18(x22964,x22965)+~P18(x22963,x22961)+E(f45(x22961,x22962),f46(x22961,x22962))+P18(f53(x22961,x22962,x22963,x22964,x22965),x22965)+P18(f345(f345(x22963,x22964),f345(x22963,x22963)),f50(x22961,x22962))
% 161.92/161.99 [2297]P4(x22971)+~E(x22973,x22975)+~P25(x22972)+~P18(x22974,x22975)+~P18(x22973,x22971)+E(f51(x22971,x22972),f45(x22971,x22972))+P18(f53(x22971,x22972,x22973,x22974,x22975),x22975)+P18(f345(f345(x22973,x22974),f345(x22973,x22973)),f50(x22971,x22972))
% 161.92/161.99 [2299]~E(x22993,x22995)+~P25(x22992)+~P18(x22994,x22995)+~P18(x22993,x22991)+P4(x22991)+P18(f45(x22991,x22992),x22991)+P18(f53(x22991,x22992,x22993,x22994,x22995),x22995)+P18(f345(f345(x22993,x22994),f345(x22993,x22993)),f50(x22991,x22992))
% 161.92/161.99 [2300]~E(x23003,x23005)+~P25(x23002)+~P18(x23004,x23005)+~P18(x23003,x23001)+P4(x23001)+~E(f47(x23001,x23002),f48(x23001,x23002))+P18(f53(x23001,x23002,x23003,x23004,x23005),x23005)+P18(f345(f345(x23003,x23004),f345(x23003,x23003)),f50(x23001,x23002))
% 161.92/161.99 [2301]~E(x23013,x23015)+~P25(x23012)+~P18(x23014,x23015)+~P18(x23013,x23011)+P4(x23011)+P18(f48(x23011,x23012),f46(x23011,x23012))+P18(f53(x23011,x23012,x23013,x23014,x23015),x23015)+P18(f345(f345(x23013,x23014),f345(x23013,x23013)),f50(x23011,x23012))
% 161.92/161.99 [2302]~E(x23023,x23025)+~P25(x23022)+~P18(x23024,x23025)+~P18(x23023,x23021)+P4(x23021)+P18(f47(x23021,x23022),f51(x23021,x23022))+P18(f53(x23021,x23022,x23023,x23024,x23025),x23025)+P18(f345(f345(x23023,x23024),f345(x23023,x23023)),f50(x23021,x23022))
% 161.92/161.99 [2325]P4(x23251)+~P25(x23252)+~P18(x23253,x23251)+~P18(x23255,x23254)+E(f182(x23251,x23252),f186(x23251,x23252))+E(f194(x23251,x23252,x23253),x23253)+~E(f190(x23251,x23252),x23254)+~P18(f345(f345(x23255,f193(x23251,x23252,x23255,x23254)),f345(x23255,x23255)),x23252)
% 161.92/161.99 [2326]P4(x23261)+~P25(x23262)+~P18(x23263,x23261)+~P18(x23265,x23264)+E(f191(x23261,x23262),f182(x23261,x23262))+E(f194(x23261,x23262,x23263),x23263)+~E(f190(x23261,x23262),x23264)+~P18(f345(f345(x23265,f193(x23261,x23262,x23265,x23264)),f345(x23265,x23265)),x23262)
% 161.92/161.99 [2327]P4(x23271)+~P25(x23272)+~P18(x23273,x23271)+~P18(x23275,x23274)+P18(f182(x23271,x23272),x23271)+E(f194(x23271,x23272,x23273),x23273)+~E(f190(x23271,x23272),x23274)+~P18(f345(f345(x23275,f193(x23271,x23272,x23275,x23274)),f345(x23275,x23275)),x23272)
% 161.92/161.99 [2328]P4(x23281)+~P25(x23282)+~P18(x23283,x23281)+~P18(x23285,x23284)+~E(f187(x23281,x23282),f188(x23281,x23282))+E(f194(x23281,x23282,x23283),x23283)+~E(f190(x23281,x23282),x23284)+~P18(f345(f345(x23285,f193(x23281,x23282,x23285,x23284)),f345(x23285,x23285)),x23282)
% 161.92/161.99 [2329]P4(x23291)+~P25(x23292)+~P18(x23293,x23291)+~P18(x23295,x23294)+P18(f188(x23291,x23292),f186(x23291,x23292))+E(f194(x23291,x23292,x23293),x23293)+~E(f190(x23291,x23292),x23294)+~P18(f345(f345(x23295,f193(x23291,x23292,x23295,x23294)),f345(x23295,x23295)),x23292)
% 161.92/161.99 [2330]P4(x23301)+~P25(x23302)+~P18(x23303,x23301)+~P18(x23305,x23304)+P18(f187(x23301,x23302),f191(x23301,x23302))+E(f194(x23301,x23302,x23303),x23303)+~E(f190(x23301,x23302),x23304)+~P18(f345(f345(x23305,f193(x23301,x23302,x23305,x23304)),f345(x23305,x23305)),x23302)
% 161.92/161.99 [2331]P4(x23311)+~P25(x23312)+~P18(x23313,x23311)+~P18(x23315,x23314)+E(f182(x23311,x23312),f186(x23311,x23312))+~E(f190(x23311,x23312),x23314)+~P18(f345(f345(x23315,f193(x23311,x23312,x23315,x23314)),f345(x23315,x23315)),x23312)+P18(f2(f189(x23311,x23312),x23313),f194(x23311,x23312,x23313))
% 161.92/161.99 [2332]P4(x23321)+~P25(x23322)+~P18(x23323,x23321)+~P18(x23325,x23324)+E(f191(x23321,x23322),f182(x23321,x23322))+~E(f190(x23321,x23322),x23324)+~P18(f345(f345(x23325,f193(x23321,x23322,x23325,x23324)),f345(x23325,x23325)),x23322)+P18(f2(f189(x23321,x23322),x23323),f194(x23321,x23322,x23323))
% 161.92/161.99 [2333]~P25(x23332)+~P18(x23333,x23331)+P4(x23331)+~P18(x23335,x23334)+P18(f182(x23331,x23332),x23331)+~E(f190(x23331,x23332),x23334)+~P18(f345(f345(x23335,f193(x23331,x23332,x23335,x23334)),f345(x23335,x23335)),x23332)+P18(f2(f189(x23331,x23332),x23333),f194(x23331,x23332,x23333))
% 161.92/161.99 [2334]~P25(x23342)+~P18(x23343,x23341)+P4(x23341)+~P18(x23345,x23344)+~E(f187(x23341,x23342),f188(x23341,x23342))+~E(f190(x23341,x23342),x23344)+~P18(f345(f345(x23345,f193(x23341,x23342,x23345,x23344)),f345(x23345,x23345)),x23342)+P18(f2(f189(x23341,x23342),x23343),f194(x23341,x23342,x23343))
% 161.92/161.99 [2335]~P25(x23352)+~P18(x23353,x23351)+P4(x23351)+~P18(x23355,x23354)+P18(f188(x23351,x23352),f186(x23351,x23352))+~E(f190(x23351,x23352),x23354)+~P18(f345(f345(x23355,f193(x23351,x23352,x23355,x23354)),f345(x23355,x23355)),x23352)+P18(f2(f189(x23351,x23352),x23353),f194(x23351,x23352,x23353))
% 161.92/161.99 [2336]~P25(x23362)+~P18(x23363,x23361)+P4(x23361)+~P18(x23365,x23364)+P18(f187(x23361,x23362),f191(x23361,x23362))+~E(f190(x23361,x23362),x23364)+~P18(f345(f345(x23365,f193(x23361,x23362,x23365,x23364)),f345(x23365,x23365)),x23362)+P18(f2(f189(x23361,x23362),x23363),f194(x23361,x23362,x23363))
% 161.92/161.99 [2410]P4(x24101)+~P25(x24102)+~P18(x24104,x24101)+~P18(x24103,x24105)+~E(x24104,x24105)+E(f67(x24101,x24102),f68(x24101,x24102))+P18(x24103,f72(x24101,x24102))+~P18(f345(f345(x24103,f78(x24101,x24102,x24103,x24104,x24105)),f345(x24103,x24103)),x24102)
% 161.92/161.99 [2411]P4(x24111)+~P25(x24112)+~P18(x24114,x24111)+~P18(x24113,x24115)+~E(x24114,x24115)+E(f73(x24111,x24112),f67(x24111,x24112))+P18(x24113,f72(x24111,x24112))+~P18(f345(f345(x24113,f78(x24111,x24112,x24113,x24114,x24115)),f345(x24113,x24113)),x24112)
% 161.92/161.99 [2413]~P25(x24133)+~P18(x24134,x24131)+~P18(x24132,x24135)+P4(x24131)+~E(x24134,x24135)+P18(f67(x24131,x24133),x24131)+P18(x24132,f72(x24131,x24133))+~P18(f345(f345(x24132,f78(x24131,x24133,x24132,x24134,x24135)),f345(x24132,x24132)),x24133)
% 161.92/161.99 [2414]~P25(x24143)+~P18(x24144,x24141)+~P18(x24142,x24145)+P4(x24141)+~E(x24144,x24145)+~E(f69(x24141,x24143),f70(x24141,x24143))+P18(x24142,f72(x24141,x24143))+~P18(f345(f345(x24142,f78(x24141,x24143,x24142,x24144,x24145)),f345(x24142,x24142)),x24143)
% 161.92/161.99 [2415]~P25(x24153)+~P18(x24154,x24151)+~P18(x24152,x24155)+P4(x24151)+~E(x24154,x24155)+P18(f70(x24151,x24153),f68(x24151,x24153))+P18(x24152,f72(x24151,x24153))+~P18(f345(f345(x24152,f78(x24151,x24153,x24152,x24154,x24155)),f345(x24152,x24152)),x24153)
% 161.92/161.99 [2416]~P25(x24163)+~P18(x24164,x24161)+~P18(x24162,x24165)+P4(x24161)+~E(x24164,x24165)+P18(f69(x24161,x24163),f73(x24161,x24163))+P18(x24162,f72(x24161,x24163))+~P18(f345(f345(x24162,f78(x24161,x24163,x24162,x24164,x24165)),f345(x24162,x24162)),x24163)
% 161.92/161.99 [2417]P4(x24171)+~P25(x24172)+~P18(x24173,x24171)+~P18(x24174,x24175)+~E(x24173,x24175)+E(f45(x24171,x24172),f46(x24171,x24172))+~P18(f345(f345(x24174,f53(x24171,x24172,x24173,x24174,x24175)),f345(x24174,x24174)),x24172)+P18(f345(f345(x24173,x24174),f345(x24173,x24173)),f50(x24171,x24172))
% 161.92/161.99 [2418]P4(x24181)+~P25(x24182)+~P18(x24183,x24181)+~P18(x24184,x24185)+~E(x24183,x24185)+E(f51(x24181,x24182),f45(x24181,x24182))+~P18(f345(f345(x24184,f53(x24181,x24182,x24183,x24184,x24185)),f345(x24184,x24184)),x24182)+P18(f345(f345(x24183,x24184),f345(x24183,x24183)),f50(x24181,x24182))
% 161.92/161.99 [2420]~P25(x24202)+~P18(x24203,x24201)+~P18(x24204,x24205)+P4(x24201)+~E(x24203,x24205)+P18(f45(x24201,x24202),x24201)+~P18(f345(f345(x24204,f53(x24201,x24202,x24203,x24204,x24205)),f345(x24204,x24204)),x24202)+P18(f345(f345(x24203,x24204),f345(x24203,x24203)),f50(x24201,x24202))
% 161.92/161.99 [2421]~P25(x24214)+~P18(x24212,x24211)+~P18(x24213,x24215)+P4(x24211)+~E(x24212,x24215)+~E(f47(x24211,x24214),f48(x24211,x24214))+~P18(f345(f345(x24213,f53(x24211,x24214,x24212,x24213,x24215)),f345(x24213,x24213)),x24214)+P18(f345(f345(x24212,x24213),f345(x24212,x24212)),f50(x24211,x24214))
% 161.92/161.99 [2422]~P25(x24222)+~P18(x24223,x24221)+~P18(x24224,x24225)+P4(x24221)+~E(x24223,x24225)+P18(f48(x24221,x24222),f46(x24221,x24222))+~P18(f345(f345(x24224,f53(x24221,x24222,x24223,x24224,x24225)),f345(x24224,x24224)),x24222)+P18(f345(f345(x24223,x24224),f345(x24223,x24223)),f50(x24221,x24222))
% 161.92/161.99 [2423]~P25(x24232)+~P18(x24233,x24231)+~P18(x24234,x24235)+P4(x24231)+~E(x24233,x24235)+P18(f47(x24231,x24232),f51(x24231,x24232))+~P18(f345(f345(x24234,f53(x24231,x24232,x24233,x24234,x24235)),f345(x24234,x24234)),x24232)+P18(f345(f345(x24233,x24234),f345(x24233,x24233)),f50(x24231,x24232))
% 161.92/161.99 [2193]~P25(x21932)+~P18(x21933,x21934)+P4(x21931)+~E(f190(x21931,x21932),x21934)+~P18(x21935,f186(x21931,x21932))+P18(f193(x21931,x21932,x21933,x21934),x21934)+P16(f189(x21931,x21932))+P18(f345(f345(f188(x21931,x21932),x21935),f345(f188(x21931,x21932),f188(x21931,x21932))),x21932)
% 161.92/161.99 [2194]~P25(x21942)+~P18(x21943,x21944)+P4(x21941)+~E(f190(x21941,x21942),x21944)+~P18(x21945,f191(x21941,x21942))+P18(f193(x21941,x21942,x21943,x21944),x21944)+P16(f189(x21941,x21942))+P18(f345(f345(f187(x21941,x21942),x21945),f345(f187(x21941,x21942),f187(x21941,x21942))),x21942)
% 161.92/161.99 [2195]~P25(x21952)+~P18(x21953,x21954)+P4(x21951)+~E(f190(x21951,x21952),x21954)+~P18(x21955,f186(x21951,x21952))+P18(f193(x21951,x21952,x21953,x21954),x21954)+P25(f189(x21951,x21952))+P18(f345(f345(f188(x21951,x21952),x21955),f345(f188(x21951,x21952),f188(x21951,x21952))),x21952)
% 161.92/161.99 [2196]~P25(x21962)+~P18(x21963,x21964)+P4(x21961)+~E(f190(x21961,x21962),x21964)+~P18(x21965,f191(x21961,x21962))+P18(f193(x21961,x21962,x21963,x21964),x21964)+P25(f189(x21961,x21962))+P18(f345(f345(f187(x21961,x21962),x21965),f345(f187(x21961,x21962),f187(x21961,x21962))),x21962)
% 161.92/161.99 [2197]P4(x21971)+~P25(x21972)+~P18(x21973,x21974)+~E(f190(x21971,x21972),x21974)+~P18(x21975,f186(x21971,x21972))+P18(f193(x21971,x21972,x21973,x21974),x21974)+E(f5(f189(x21971,x21972)),x21971)+P18(f345(f345(f188(x21971,x21972),x21975),f345(f188(x21971,x21972),f188(x21971,x21972))),x21972)
% 161.92/161.99 [2198]P4(x21981)+~P25(x21982)+~P18(x21983,x21984)+~E(f190(x21981,x21982),x21984)+~P18(x21985,f191(x21981,x21982))+P18(f193(x21981,x21982,x21983,x21984),x21984)+E(f5(f189(x21981,x21982)),x21981)+P18(f345(f345(f187(x21981,x21982),x21985),f345(f187(x21981,x21982),f187(x21981,x21982))),x21982)
% 161.92/161.99 [2341]~P25(x23412)+P4(x23411)+~P18(x23415,x23414)+~P18(x23413,f186(x23411,x23412))+~E(f190(x23411,x23412),x23414)+~P18(f345(f345(x23415,f193(x23411,x23412,x23415,x23414)),f345(x23415,x23415)),x23412)+P16(f189(x23411,x23412))+P18(f345(f345(f188(x23411,x23412),x23413),f345(f188(x23411,x23412),f188(x23411,x23412))),x23412)
% 161.92/161.99 [2342]~P25(x23422)+P4(x23421)+~P18(x23425,x23424)+~P18(x23423,f191(x23421,x23422))+~E(f190(x23421,x23422),x23424)+~P18(f345(f345(x23425,f193(x23421,x23422,x23425,x23424)),f345(x23425,x23425)),x23422)+P16(f189(x23421,x23422))+P18(f345(f345(f187(x23421,x23422),x23423),f345(f187(x23421,x23422),f187(x23421,x23422))),x23422)
% 161.92/161.99 [2343]~P25(x23432)+P4(x23431)+~P18(x23435,x23434)+~P18(x23433,f186(x23431,x23432))+~E(f190(x23431,x23432),x23434)+~P18(f345(f345(x23435,f193(x23431,x23432,x23435,x23434)),f345(x23435,x23435)),x23432)+P25(f189(x23431,x23432))+P18(f345(f345(f188(x23431,x23432),x23433),f345(f188(x23431,x23432),f188(x23431,x23432))),x23432)
% 161.92/161.99 [2344]~P25(x23442)+P4(x23441)+~P18(x23445,x23444)+~P18(x23443,f191(x23441,x23442))+~E(f190(x23441,x23442),x23444)+~P18(f345(f345(x23445,f193(x23441,x23442,x23445,x23444)),f345(x23445,x23445)),x23442)+P25(f189(x23441,x23442))+P18(f345(f345(f187(x23441,x23442),x23443),f345(f187(x23441,x23442),f187(x23441,x23442))),x23442)
% 161.92/161.99 [2345]P4(x23451)+~P25(x23452)+~P18(x23455,x23454)+~P18(x23453,f186(x23451,x23452))+~E(f190(x23451,x23452),x23454)+~P18(f345(f345(x23455,f193(x23451,x23452,x23455,x23454)),f345(x23455,x23455)),x23452)+E(f5(f189(x23451,x23452)),x23451)+P18(f345(f345(f188(x23451,x23452),x23453),f345(f188(x23451,x23452),f188(x23451,x23452))),x23452)
% 161.92/161.99 [2346]P4(x23461)+~P25(x23462)+~P18(x23465,x23464)+~P18(x23463,f191(x23461,x23462))+~E(f190(x23461,x23462),x23464)+~P18(f345(f345(x23465,f193(x23461,x23462,x23465,x23464)),f345(x23465,x23465)),x23462)+E(f5(f189(x23461,x23462)),x23461)+P18(f345(f345(f187(x23461,x23462),x23463),f345(f187(x23461,x23462),f187(x23461,x23462))),x23462)
% 161.92/161.99 [2074]~P1(x20741)+~P18(x20745,x20742)+~E(x20744,x20743)+~P18(x20744,f325(x20741))+E(f115(x20741,x20742),f117(x20741,x20742))+P18(x20743,f124(x20741,x20742))+~E(x20743,f338(x20745,f345(x20741,x20741)))+~P8(x20742,f325(f325(f341(x20741,f345(x20741,x20741)))))
% 161.92/161.99 [2075]~P1(x20751)+~P18(x20755,x20752)+~E(x20754,x20753)+~P18(x20754,f325(x20751))+E(f118(x20751,x20752),f115(x20751,x20752))+P18(x20753,f124(x20751,x20752))+~E(x20753,f338(x20755,f345(x20751,x20751)))+~P8(x20752,f325(f325(f341(x20751,f345(x20751,x20751)))))
% 161.92/161.99 [2081]~P1(x20812)+~P18(x20815,x20813)+~E(x20814,x20811)+P18(f119(x20812,x20813),x20813)+~P18(x20814,f325(x20812))+P18(x20811,f124(x20812,x20813))+~E(x20811,f338(x20815,f345(x20812,x20812)))+~P8(x20813,f325(f325(f341(x20812,f345(x20812,x20812)))))
% 161.92/161.99 [2082]~P1(x20822)+~P18(x20825,x20823)+~E(x20824,x20821)+P18(f120(x20822,x20823),x20823)+~P18(x20824,f325(x20822))+P18(x20821,f124(x20822,x20823))+~E(x20821,f338(x20825,f345(x20822,x20822)))+~P8(x20823,f325(f325(f341(x20822,f345(x20822,x20822)))))
% 161.92/161.99 [2084]~P1(x20842)+~P18(x20845,x20843)+~E(x20844,x20841)+~E(f118(x20842,x20843),f117(x20842,x20843))+~P18(x20844,f325(x20842))+P18(x20841,f124(x20842,x20843))+~E(x20841,f338(x20845,f345(x20842,x20842)))+~P8(x20843,f325(f325(f341(x20842,f345(x20842,x20842)))))
% 161.92/161.99 [2114]~P1(x21141)+~P18(x21145,x21142)+~E(x21144,x21143)+~P18(x21144,f325(x21141))+P18(x21143,f124(x21141,x21142))+E(f338(f119(x21141,x21142),f345(x21141,x21141)),f117(x21141,x21142))+~E(x21143,f338(x21145,f345(x21141,x21141)))+~P8(x21142,f325(f325(f341(x21141,f345(x21141,x21141)))))
% 161.92/161.99 [2115]~P1(x21151)+~P18(x21155,x21152)+~E(x21154,x21153)+~P18(x21154,f325(x21151))+P18(x21153,f124(x21151,x21152))+E(f338(f120(x21151,x21152),f345(x21151,x21151)),f118(x21151,x21152))+~E(x21153,f338(x21155,f345(x21151,x21151)))+~P8(x21152,f325(f325(f341(x21151,f345(x21151,x21151)))))
% 161.92/161.99 [2264]~P25(x22642)+~P18(x22644,x22641)+P4(x22641)+~P18(x22643,f186(x22641,x22642))+~P18(x22645,f194(x22641,x22642,x22644))+P18(f190(x22641,x22642),x22641)+P18(f345(f345(f188(x22641,x22642),x22643),f345(f188(x22641,x22642),f188(x22641,x22642))),x22642)+P18(f345(f345(f2(f189(x22641,x22642),x22644),x22645),f345(f2(f189(x22641,x22642),x22644),f2(f189(x22641,x22642),x22644))),x22642)
% 161.92/161.99 [2265]~P25(x22652)+~P18(x22654,x22651)+P4(x22651)+~P18(x22653,f191(x22651,x22652))+~P18(x22655,f194(x22651,x22652,x22654))+P18(f190(x22651,x22652),x22651)+P18(f345(f345(f187(x22651,x22652),x22653),f345(f187(x22651,x22652),f187(x22651,x22652))),x22652)+P18(f345(f345(f2(f189(x22651,x22652),x22654),x22655),f345(f2(f189(x22651,x22652),x22654),f2(f189(x22651,x22652),x22654))),x22652)
% 161.92/161.99 [1559]~P16(x15591)+~P16(x15592)+~P25(x15591)+~P25(x15592)+~P24(x15592)+P18(f225(x15592,x15591),f329(x15592))+P18(f226(x15592,x15591),f5(x15592))+~E(f329(x15592),f5(x15591))+E(x15591,f315(x15592))
% 161.92/161.99 [1586]~P16(x15861)+~P16(x15862)+~P25(x15861)+~P25(x15862)+~P24(x15862)+P18(f226(x15862,x15861),f5(x15862))+~E(f329(x15862),f5(x15861))+E(x15861,f315(x15862))+E(f2(x15861,f225(x15862,x15861)),f227(x15862,x15861))
% 161.92/161.99 [1587]~P16(x15871)+~P16(x15872)+~P25(x15871)+~P25(x15872)+~P24(x15872)+P18(f225(x15872,x15871),f329(x15872))+~E(f329(x15872),f5(x15871))+E(x15871,f315(x15872))+E(f2(x15872,f226(x15872,x15871)),f228(x15872,x15871))
% 161.92/161.99 [1601]~P16(x16011)+~P16(x16012)+~P25(x16011)+~P25(x16012)+~P24(x16012)+~E(f329(x16012),f5(x16011))+E(x16011,f315(x16012))+E(f2(x16011,f225(x16012,x16011)),f227(x16012,x16011))+E(f2(x16012,f226(x16012,x16011)),f228(x16012,x16011))
% 161.92/161.99 [1574]~P18(x15742,x15741)+~P18(a238,a6)+~P18(x15743,a235)+~P32(f240(x15741),x15742)+E(x15741,a1)+E(x15742,f240(x15741))+~E(f239(x15743),x15743)+P11(a500)+~P8(x15741,f325(f325(a238)))
% 161.92/161.99 [1600]~P18(x16002,x16001)+~P18(a238,a6)+~P18(x16003,a235)+~P32(f240(x16001),x16002)+E(x16001,a1)+E(x16002,f240(x16001))+P11(a500)+P18(f239(x16003),a235)+~P8(x16001,f325(f325(a238)))
% 161.92/161.99 [1605]~P18(x16052,x16051)+~P18(a238,a6)+~P18(x16053,a235)+~P32(f240(x16051),x16052)+E(x16051,a1)+E(x16052,f240(x16051))+P32(x16053,f239(x16053))+P11(a500)+~P8(x16051,f325(f325(a238)))
% 161.92/161.99 [1630]~P1(x16303)+~P18(x16302,x16301)+E(x16301,a1)+E(x16302,f60(x16303,x16301))+~E(a61,a1)+~P18(x16303,a6)+~P32(f60(x16303,x16301),x16302)+~P11(a500)+~P8(x16301,f325(f325(x16303)))
% 161.92/161.99 [1631]~P1(x16313)+~P18(x16312,x16311)+E(x16311,a1)+E(x16312,f60(x16313,x16311))+~E(a63,a1)+~P18(x16313,a6)+~P32(f60(x16313,x16311),x16312)+~P11(a500)+~P8(x16311,f325(f325(x16313)))
% 161.92/161.99 [1635]~P1(x16353)+~P18(x16352,x16351)+~P18(x16353,a6)+E(x16351,a1)+E(x16352,f60(x16353,x16351))+~P32(f60(x16353,x16351),x16352)+P1(a61)+~P11(a500)+~P8(x16351,f325(f325(x16353)))
% 161.92/161.99 [1636]~P1(x16363)+~P18(x16362,x16361)+~P18(x16363,a6)+E(x16361,a1)+E(x16362,f60(x16363,x16361))+~P32(f60(x16363,x16361),x16362)+P5(a61)+~P11(a500)+~P8(x16361,f325(f325(x16363)))
% 161.92/161.99 [1649]~P1(x16493)+~P18(x16492,x16491)+E(x16491,a1)+E(x16492,f60(x16493,x16491))+P18(a61,a6)+~P18(x16493,a6)+~P32(f60(x16493,x16491),x16492)+~P11(a500)+~P8(x16491,f325(f325(x16493)))
% 161.92/161.99 [1664]~P1(x16643)+~P18(x16642,x16641)+~P18(x16643,a6)+E(x16641,a1)+E(x16642,f60(x16643,x16641))+~P32(f60(x16643,x16641),x16642)+~P11(a500)+~P8(x16641,f325(f325(x16643)))+P8(a63,f325(f325(a61)))
% 161.92/161.99 [1464]~P16(x14644)+~P16(x14642)+~P25(x14644)+~P25(x14642)+~P24(x14642)+~E(x14643,f2(x14644,x14641))+~P18(x14641,f329(x14642))+E(x14641,f2(x14642,x14643))+~E(x14644,f315(x14642))
% 161.92/161.99 [1465]~P16(x14654)+~P16(x14652)+~P25(x14654)+~P25(x14652)+~P24(x14654)+~E(x14653,f2(x14654,x14651))+~P18(x14651,f5(x14654))+E(x14651,f2(x14652,x14653))+~E(x14652,f315(x14654))
% 161.92/161.99 [1476]~P16(x14763)+~P16(x14762)+~P25(x14763)+~P25(x14762)+~P24(x14762)+~P18(x14764,f329(x14762))+P18(x14761,f5(x14762))+~E(x14761,f2(x14763,x14764))+~E(x14763,f315(x14762))
% 161.92/161.99 [1477]~P16(x14773)+~P16(x14772)+~P25(x14773)+~P25(x14772)+~P24(x14772)+~P18(x14774,f5(x14772))+P18(x14771,f329(x14772))+~E(x14771,f2(x14772,x14774))+~E(x14773,f315(x14772))
% 161.92/161.99 [1672]~P1(x16723)+~P18(x16722,x16721)+~P18(x16724,a198)+~P18(x16723,a6)+E(x16721,a1)+E(x16722,f197(x16723,x16721))+~P32(f197(x16723,x16721),x16722)+~E(f199(x16724),x16724)+~P8(x16721,f325(f325(x16723)))
% 161.92/161.99 [1698]~P1(x16983)+~P18(x16982,x16981)+~P18(x16984,a198)+~P18(x16983,a6)+E(x16981,a1)+E(x16982,f197(x16983,x16981))+~P32(f197(x16983,x16981),x16982)+~P8(x16981,f325(f325(x16983)))+P18(f199(x16984),a198)
% 161.92/161.99 [1706]~P1(x17063)+~P18(x17062,x17061)+~P18(x17064,a198)+~P18(x17063,a6)+E(x17061,a1)+E(x17062,f197(x17063,x17061))+~P32(f197(x17063,x17061),x17062)+P32(x17064,f199(x17064))+~P8(x17061,f325(f325(x17063)))
% 161.92/161.99 [1996]~P1(x19963)+~P18(x19962,x19961)+~E(f55(x19963),f108(x19963))+~P18(x19964,f109(x19963))+E(x19961,a1)+E(x19962,f114(x19963,x19964,x19961))+~P32(f114(x19963,x19964,x19961),x19962)+~P18(f110(x19963,x19964),a6)+~P8(x19961,f325(f325(f110(x19963,x19964))))
% 161.92/161.99 [2031]~P1(x20313)+~P18(x20312,x20311)+P13(f108(x20313),f55(x20313),f105(x20313))+~P18(x20314,f109(x20313))+E(x20311,a1)+E(x20312,f114(x20313,x20314,x20311))+~P32(f114(x20313,x20314,x20311),x20312)+~P18(f110(x20313,x20314),a6)+~P8(x20311,f325(f325(f110(x20313,x20314))))
% 161.92/161.99 [2109]~P1(x21094)+~P1(x21092)+~E(x21091,x21093)+~E(x21091,x21094)+~E(f55(x21092),f108(x21092))+~P18(x21095,f113(x21092,x21091,x21094))+P18(x21091,f109(x21092))+~E(f116(x21092,x21091,x21094,x21095),x21095)+~P18(x21093,f341(x21092,f345(x21092,x21092)))
% 161.92/161.99 [2141]~P1(x21414)+~P1(x21412)+~E(x21411,x21413)+~E(x21411,x21414)+P13(f108(x21412),f55(x21412),f105(x21412))+~P18(x21415,f113(x21412,x21411,x21414))+P18(x21411,f109(x21412))+~E(f116(x21412,x21411,x21414,x21415),x21415)+~P18(x21413,f341(x21412,f345(x21412,x21412)))
% 161.92/161.99 [2151]~E(x21511,x21514)+~P1(x21514)+~P1(x21512)+~E(x21511,x21515)+~E(f55(x21512),f108(x21512))+~P18(x21513,f113(x21512,x21511,x21514))+P32(x21513,f116(x21512,x21511,x21514,x21513))+P18(x21511,f109(x21512))+~P18(x21515,f341(x21512,f345(x21512,x21512)))
% 161.92/161.99 [2162]~E(x21621,x21624)+~P1(x21624)+~P1(x21622)+~E(x21621,x21625)+P13(f108(x21622),f55(x21622),f105(x21622))+~P18(x21623,f113(x21622,x21621,x21624))+P32(x21623,f116(x21622,x21621,x21624,x21623))+P18(x21621,f109(x21622))+~P18(x21625,f341(x21622,f345(x21622,x21622)))
% 161.92/161.99 [2177]~E(x21771,x21773)+~P1(x21773)+~P1(x21772)+~E(x21771,x21775)+~E(f55(x21772),f108(x21772))+~P18(x21774,f113(x21772,x21771,x21773))+P18(f116(x21772,x21771,x21773,x21774),f113(x21772,x21771,x21773))+P18(x21771,f109(x21772))+~P18(x21775,f341(x21772,f345(x21772,x21772)))
% 161.92/161.99 [2189]~E(x21891,x21893)+~P1(x21893)+~P1(x21892)+~E(x21891,x21895)+P13(f108(x21892),f55(x21892),f105(x21892))+~P18(x21894,f113(x21892,x21891,x21893))+P18(f116(x21892,x21891,x21893,x21894),f113(x21892,x21891,x21893))+P18(x21891,f109(x21892))+~P18(x21895,f341(x21892,f345(x21892,x21892)))
% 161.92/161.99 [2207]~P25(x22074)+~P25(x22073)+~P35(x22073,x22075,x22074)+~P16(x22074)+~P25(x22075)+~P18(x22072,f331(x22073))+~P18(x22071,f331(x22073))+P18(f345(f345(x22071,x22072),f345(x22071,x22071)),x22073)+~P18(f345(f345(f2(x22074,x22071),f2(x22074,x22072)),f345(f2(x22074,x22071),f2(x22074,x22071))),x22075)
% 161.92/161.99 [2202]P4(x22021)+~P25(x22022)+~P18(x22024,x22025)+~P18(x22023,x22021)+~E(f190(x22021,x22022),x22025)+~P18(x22026,f186(x22021,x22022))+E(f194(x22021,x22022,x22023),x22023)+P18(f193(x22021,x22022,x22024,x22025),x22025)+P18(f345(f345(f188(x22021,x22022),x22026),f345(f188(x22021,x22022),f188(x22021,x22022))),x22022)
% 161.92/161.99 [2203]P4(x22031)+~P25(x22032)+~P18(x22034,x22035)+~P18(x22033,x22031)+~E(f190(x22031,x22032),x22035)+~P18(x22036,f191(x22031,x22032))+E(f194(x22031,x22032,x22033),x22033)+P18(f193(x22031,x22032,x22034,x22035),x22035)+P18(f345(f345(f187(x22031,x22032),x22036),f345(f187(x22031,x22032),f187(x22031,x22032))),x22032)
% 161.92/161.99 [2237]~P25(x22372)+~P18(x22373,x22374)+~P18(x22375,x22371)+P4(x22371)+~E(f190(x22371,x22372),x22374)+~P18(x22376,f186(x22371,x22372))+P18(f193(x22371,x22372,x22373,x22374),x22374)+P18(f2(f189(x22371,x22372),x22375),f194(x22371,x22372,x22375))+P18(f345(f345(f188(x22371,x22372),x22376),f345(f188(x22371,x22372),f188(x22371,x22372))),x22372)
% 161.92/161.99 [2238]~P25(x22382)+~P18(x22383,x22384)+~P18(x22385,x22381)+P4(x22381)+~E(f190(x22381,x22382),x22384)+~P18(x22386,f191(x22381,x22382))+P18(f193(x22381,x22382,x22383,x22384),x22384)+P18(f2(f189(x22381,x22382),x22385),f194(x22381,x22382,x22385))+P18(f345(f345(f187(x22381,x22382),x22386),f345(f187(x22381,x22382),f187(x22381,x22382))),x22382)
% 161.92/161.99 [2303]~E(x23034,x23035)+~P25(x23033)+~P18(x23034,x23031)+~P18(x23032,x23035)+P4(x23031)+~P18(x23036,f68(x23031,x23033))+P18(f78(x23031,x23033,x23032,x23034,x23035),x23035)+P18(x23032,f72(x23031,x23033))+P18(f345(f345(f70(x23031,x23033),x23036),f345(f70(x23031,x23033),f70(x23031,x23033))),x23033)
% 161.92/161.99 [2304]~E(x23044,x23045)+~P25(x23043)+~P18(x23044,x23041)+~P18(x23042,x23045)+P4(x23041)+~P18(x23046,f73(x23041,x23043))+P18(f78(x23041,x23043,x23042,x23044,x23045),x23045)+P18(x23042,f72(x23041,x23043))+P18(f345(f345(f69(x23041,x23043),x23046),f345(f69(x23041,x23043),f69(x23041,x23043))),x23043)
% 161.92/161.99 [2305]~E(x23053,x23055)+~P25(x23052)+~P18(x23054,x23055)+~P18(x23053,x23051)+P4(x23051)+~P18(x23056,f46(x23051,x23052))+P18(f53(x23051,x23052,x23053,x23054,x23055),x23055)+P18(f345(f345(x23053,x23054),f345(x23053,x23053)),f50(x23051,x23052))+P18(f345(f345(f48(x23051,x23052),x23056),f345(f48(x23051,x23052),f48(x23051,x23052))),x23052)
% 161.92/161.99 [2306]~E(x23063,x23065)+~P25(x23062)+~P18(x23064,x23065)+~P18(x23063,x23061)+P4(x23061)+~P18(x23066,f51(x23061,x23062))+P18(f53(x23061,x23062,x23063,x23064,x23065),x23065)+P18(f345(f345(x23063,x23064),f345(x23063,x23063)),f50(x23061,x23062))+P18(f345(f345(f47(x23061,x23062),x23066),f345(f47(x23061,x23062),f47(x23061,x23062))),x23062)
% 161.92/161.99 [2347]P4(x23471)+~P25(x23472)+~P18(x23473,x23471)+~P18(x23476,x23475)+~P18(x23474,f186(x23471,x23472))+E(f194(x23471,x23472,x23473),x23473)+~E(f190(x23471,x23472),x23475)+~P18(f345(f345(x23476,f193(x23471,x23472,x23476,x23475)),f345(x23476,x23476)),x23472)+P18(f345(f345(f188(x23471,x23472),x23474),f345(f188(x23471,x23472),f188(x23471,x23472))),x23472)
% 161.92/161.99 [2348]P4(x23481)+~P25(x23482)+~P18(x23483,x23481)+~P18(x23486,x23485)+~P18(x23484,f191(x23481,x23482))+E(f194(x23481,x23482,x23483),x23483)+~E(f190(x23481,x23482),x23485)+~P18(f345(f345(x23486,f193(x23481,x23482,x23486,x23485)),f345(x23486,x23486)),x23482)+P18(f345(f345(f187(x23481,x23482),x23484),f345(f187(x23481,x23482),f187(x23481,x23482))),x23482)
% 161.92/161.99 [2350]~P25(x23502)+~P18(x23503,x23501)+P4(x23501)+~P18(x23506,x23505)+~P18(x23504,f186(x23501,x23502))+~E(f190(x23501,x23502),x23505)+~P18(f345(f345(x23506,f193(x23501,x23502,x23506,x23505)),f345(x23506,x23506)),x23502)+P18(f2(f189(x23501,x23502),x23503),f194(x23501,x23502,x23503))+P18(f345(f345(f188(x23501,x23502),x23504),f345(f188(x23501,x23502),f188(x23501,x23502))),x23502)
% 161.92/161.99 [2351]~P25(x23512)+~P18(x23513,x23511)+P4(x23511)+~P18(x23516,x23515)+~P18(x23514,f191(x23511,x23512))+~E(f190(x23511,x23512),x23515)+~P18(f345(f345(x23516,f193(x23511,x23512,x23516,x23515)),f345(x23516,x23516)),x23512)+P18(f2(f189(x23511,x23512),x23513),f194(x23511,x23512,x23513))+P18(f345(f345(f187(x23511,x23512),x23514),f345(f187(x23511,x23512),f187(x23511,x23512))),x23512)
% 161.92/161.99 [2424]~P25(x24243)+~P18(x24245,x24241)+~P18(x24242,x24246)+P4(x24241)+~E(x24245,x24246)+~P18(x24244,f68(x24241,x24243))+P18(x24242,f72(x24241,x24243))+~P18(f345(f345(x24242,f78(x24241,x24243,x24242,x24245,x24246)),f345(x24242,x24242)),x24243)+P18(f345(f345(f70(x24241,x24243),x24244),f345(f70(x24241,x24243),f70(x24241,x24243))),x24243)
% 161.92/161.99 [2425]~P25(x24253)+~P18(x24255,x24251)+~P18(x24252,x24256)+P4(x24251)+~E(x24255,x24256)+~P18(x24254,f73(x24251,x24253))+P18(x24252,f72(x24251,x24253))+~P18(f345(f345(x24252,f78(x24251,x24253,x24252,x24255,x24256)),f345(x24252,x24252)),x24253)+P18(f345(f345(f69(x24251,x24253),x24254),f345(f69(x24251,x24253),f69(x24251,x24253))),x24253)
% 161.92/161.99 [2426]~P25(x24264)+~P18(x24262,x24261)+~P18(x24263,x24266)+P4(x24261)+~E(x24262,x24266)+~P18(x24265,f46(x24261,x24264))+~P18(f345(f345(x24263,f53(x24261,x24264,x24262,x24263,x24266)),f345(x24263,x24263)),x24264)+P18(f345(f345(x24262,x24263),f345(x24262,x24262)),f50(x24261,x24264))+P18(f345(f345(f48(x24261,x24264),x24265),f345(f48(x24261,x24264),f48(x24261,x24264))),x24264)
% 161.92/161.99 [2427]~P25(x24274)+~P18(x24272,x24271)+~P18(x24273,x24276)+P4(x24271)+~E(x24272,x24276)+~P18(x24275,f51(x24271,x24274))+~P18(f345(f345(x24273,f53(x24271,x24274,x24272,x24273,x24276)),f345(x24273,x24273)),x24274)+P18(f345(f345(x24272,x24273),f345(x24272,x24272)),f50(x24271,x24274))+P18(f345(f345(f47(x24271,x24274),x24275),f345(f47(x24271,x24274),f47(x24271,x24274))),x24274)
% 161.92/161.99 [2266]P4(x22661)+~P25(x22662)+~P18(x22663,x22664)+~P18(x22665,x22661)+~E(f190(x22661,x22662),x22664)+~P18(x22666,f194(x22661,x22662,x22665))+E(f182(x22661,x22662),f186(x22661,x22662))+P18(f193(x22661,x22662,x22663,x22664),x22664)+P18(f345(f345(f2(f189(x22661,x22662),x22665),x22666),f345(f2(f189(x22661,x22662),x22665),f2(f189(x22661,x22662),x22665))),x22662)
% 161.92/161.99 [2267]P4(x22671)+~P25(x22672)+~P18(x22673,x22674)+~P18(x22675,x22671)+~E(f190(x22671,x22672),x22674)+~P18(x22676,f194(x22671,x22672,x22675))+E(f191(x22671,x22672),f182(x22671,x22672))+P18(f193(x22671,x22672,x22673,x22674),x22674)+P18(f345(f345(f2(f189(x22671,x22672),x22675),x22676),f345(f2(f189(x22671,x22672),x22675),f2(f189(x22671,x22672),x22675))),x22672)
% 161.92/161.99 [2268]~P25(x22682)+~P18(x22683,x22684)+~P18(x22685,x22681)+P4(x22681)+~E(f190(x22681,x22682),x22684)+~P18(x22686,f194(x22681,x22682,x22685))+P18(f182(x22681,x22682),x22681)+P18(f193(x22681,x22682,x22683,x22684),x22684)+P18(f345(f345(f2(f189(x22681,x22682),x22685),x22686),f345(f2(f189(x22681,x22682),x22685),f2(f189(x22681,x22682),x22685))),x22682)
% 161.92/161.99 [2269]~P25(x22692)+~P18(x22693,x22694)+~P18(x22695,x22691)+P4(x22691)+~E(f190(x22691,x22692),x22694)+~E(f187(x22691,x22692),f188(x22691,x22692))+~P18(x22696,f194(x22691,x22692,x22695))+P18(f193(x22691,x22692,x22693,x22694),x22694)+P18(f345(f345(f2(f189(x22691,x22692),x22695),x22696),f345(f2(f189(x22691,x22692),x22695),f2(f189(x22691,x22692),x22695))),x22692)
% 161.92/161.99 [2270]~P25(x22702)+~P18(x22703,x22704)+~P18(x22705,x22701)+P4(x22701)+P18(f188(x22701,x22702),f186(x22701,x22702))+~E(f190(x22701,x22702),x22704)+~P18(x22706,f194(x22701,x22702,x22705))+P18(f193(x22701,x22702,x22703,x22704),x22704)+P18(f345(f345(f2(f189(x22701,x22702),x22705),x22706),f345(f2(f189(x22701,x22702),x22705),f2(f189(x22701,x22702),x22705))),x22702)
% 161.92/161.99 [2271]~P25(x22712)+~P18(x22713,x22714)+~P18(x22715,x22711)+P4(x22711)+P18(f187(x22711,x22712),f191(x22711,x22712))+~E(f190(x22711,x22712),x22714)+~P18(x22716,f194(x22711,x22712,x22715))+P18(f193(x22711,x22712,x22713,x22714),x22714)+P18(f345(f345(f2(f189(x22711,x22712),x22715),x22716),f345(f2(f189(x22711,x22712),x22715),f2(f189(x22711,x22712),x22715))),x22712)
% 161.92/161.99 [2370]P4(x23701)+~P25(x23702)+~P18(x23703,x23701)+~P18(x23706,x23705)+~P18(x23704,f194(x23701,x23702,x23703))+E(f182(x23701,x23702),f186(x23701,x23702))+~E(f190(x23701,x23702),x23705)+~P18(f345(f345(x23706,f193(x23701,x23702,x23706,x23705)),f345(x23706,x23706)),x23702)+P18(f345(f345(f2(f189(x23701,x23702),x23703),x23704),f345(f2(f189(x23701,x23702),x23703),f2(f189(x23701,x23702),x23703))),x23702)
% 161.92/161.99 [2371]P4(x23711)+~P25(x23712)+~P18(x23713,x23711)+~P18(x23716,x23715)+~P18(x23714,f194(x23711,x23712,x23713))+E(f191(x23711,x23712),f182(x23711,x23712))+~E(f190(x23711,x23712),x23715)+~P18(f345(f345(x23716,f193(x23711,x23712,x23716,x23715)),f345(x23716,x23716)),x23712)+P18(f345(f345(f2(f189(x23711,x23712),x23713),x23714),f345(f2(f189(x23711,x23712),x23713),f2(f189(x23711,x23712),x23713))),x23712)
% 161.92/161.99 [2372]~P25(x23722)+~P18(x23723,x23721)+P4(x23721)+~P18(x23726,x23725)+~P18(x23724,f194(x23721,x23722,x23723))+P18(f182(x23721,x23722),x23721)+~E(f190(x23721,x23722),x23725)+~P18(f345(f345(x23726,f193(x23721,x23722,x23726,x23725)),f345(x23726,x23726)),x23722)+P18(f345(f345(f2(f189(x23721,x23722),x23723),x23724),f345(f2(f189(x23721,x23722),x23723),f2(f189(x23721,x23722),x23723))),x23722)
% 161.92/161.99 [2373]~P25(x23732)+~P18(x23733,x23731)+P4(x23731)+~P18(x23736,x23735)+~E(f187(x23731,x23732),f188(x23731,x23732))+~P18(x23734,f194(x23731,x23732,x23733))+~E(f190(x23731,x23732),x23735)+~P18(f345(f345(x23736,f193(x23731,x23732,x23736,x23735)),f345(x23736,x23736)),x23732)+P18(f345(f345(f2(f189(x23731,x23732),x23733),x23734),f345(f2(f189(x23731,x23732),x23733),f2(f189(x23731,x23732),x23733))),x23732)
% 161.92/161.99 [2378]~P25(x23782)+~P18(x23783,x23781)+P4(x23781)+~P18(x23786,x23785)+~P18(x23784,f194(x23781,x23782,x23783))+P18(f188(x23781,x23782),f186(x23781,x23782))+~E(f190(x23781,x23782),x23785)+~P18(f345(f345(x23786,f193(x23781,x23782,x23786,x23785)),f345(x23786,x23786)),x23782)+P18(f345(f345(f2(f189(x23781,x23782),x23783),x23784),f345(f2(f189(x23781,x23782),x23783),f2(f189(x23781,x23782),x23783))),x23782)
% 161.92/161.99 [2379]~P25(x23792)+~P18(x23793,x23791)+P4(x23791)+~P18(x23796,x23795)+~P18(x23794,f194(x23791,x23792,x23793))+P18(f187(x23791,x23792),f191(x23791,x23792))+~E(f190(x23791,x23792),x23795)+~P18(f345(f345(x23796,f193(x23791,x23792,x23796,x23795)),f345(x23796,x23796)),x23792)+P18(f345(f345(f2(f189(x23791,x23792),x23793),x23794),f345(f2(f189(x23791,x23792),x23793),f2(f189(x23791,x23792),x23793))),x23792)
% 161.92/161.99 [2437]~E(x24375,x24377)+~P25(x24373)+~P18(x24376,x24377)+~P18(x24375,x24371)+P4(x24371)+~P18(x24372,f3(x24371,x24374))+P18(f164(x24371,x24373,x24374,x24372,x24375,x24376,x24377),x24377)+P18(x24372,f160(x24371,x24373,x24374))+~E(f345(f345(x24375,x24376),f345(x24375,x24375)),x24372)
% 161.92/161.99 [2451]~P25(x24513)+~P18(x24515,x24511)+~P18(x24517,x24516)+P4(x24511)+~E(x24515,x24516)+~P18(x24512,f3(x24511,x24514))+P18(x24512,f160(x24511,x24513,x24514))+~P18(f345(f345(x24517,f164(x24511,x24513,x24514,x24512,x24515,x24517,x24516)),f345(x24517,x24517)),x24513)+~E(f345(f345(x24515,x24517),f345(x24515,x24515)),x24512)
% 161.92/161.99 [2233]~P16(x22333)+~P25(x22332)+~P25(x22333)+~E(x22335,x22334)+~P18(x22335,f3(x22331,x22331))+E(f121(x22331,x22332,x22333),f126(x22331,x22332,x22333))+P18(x22334,f134(x22331,x22332,x22333))+~E(x22334,f345(f345(x22336,x22337),f345(x22336,x22336)))+~P18(f345(f345(f2(x22333,x22336),f2(x22333,x22337)),f345(f2(x22333,x22336),f2(x22333,x22336))),x22332)
% 161.92/161.99 [2234]~P16(x22343)+~P25(x22342)+~P25(x22343)+~E(x22345,x22344)+~P18(x22345,f3(x22341,x22341))+E(f127(x22341,x22342,x22343),f121(x22341,x22342,x22343))+P18(x22344,f134(x22341,x22342,x22343))+~E(x22344,f345(f345(x22346,x22347),f345(x22346,x22346)))+~P18(f345(f345(f2(x22343,x22346),f2(x22343,x22347)),f345(f2(x22343,x22346),f2(x22343,x22346))),x22342)
% 161.92/161.99 [2240]~P16(x22404)+~P25(x22403)+~P25(x22404)+~E(x22405,x22401)+~E(f127(x22402,x22403,x22404),f126(x22402,x22403,x22404))+~P18(x22405,f3(x22402,x22402))+P18(x22401,f134(x22402,x22403,x22404))+~E(x22401,f345(f345(x22406,x22407),f345(x22406,x22406)))+~P18(f345(f345(f2(x22404,x22406),f2(x22404,x22407)),f345(f2(x22404,x22406),f2(x22404,x22406))),x22403)
% 161.92/161.99 [2280]~P16(x22803)+~P25(x22802)+~P25(x22803)+~E(x22805,x22804)+~P18(x22805,f3(x22801,x22801))+P18(x22804,f134(x22801,x22802,x22803))+~E(x22804,f345(f345(x22806,x22807),f345(x22806,x22806)))+~P18(f345(f345(f2(x22803,x22806),f2(x22803,x22807)),f345(f2(x22803,x22806),f2(x22803,x22806))),x22802)+E(f345(f345(f128(x22801,x22802,x22803),f129(x22801,x22802,x22803)),f345(f128(x22801,x22802,x22803),f128(x22801,x22802,x22803))),f126(x22801,x22802,x22803))
% 161.92/161.99 [2281]~P16(x22813)+~P25(x22812)+~P25(x22813)+~E(x22815,x22814)+~P18(x22815,f3(x22811,x22811))+P18(x22814,f134(x22811,x22812,x22813))+~E(x22814,f345(f345(x22816,x22817),f345(x22816,x22816)))+~P18(f345(f345(f2(x22813,x22816),f2(x22813,x22817)),f345(f2(x22813,x22816),f2(x22813,x22816))),x22812)+E(f345(f345(f130(x22811,x22812,x22813),f131(x22811,x22812,x22813)),f345(f130(x22811,x22812,x22813),f130(x22811,x22812,x22813))),f127(x22811,x22812,x22813))
% 161.92/161.99 [2380]~P16(x23804)+~P25(x23803)+~P25(x23804)+~E(x23805,x23801)+~P18(x23805,f3(x23802,x23802))+P18(x23801,f134(x23802,x23803,x23804))+~E(x23801,f345(f345(x23806,x23807),f345(x23806,x23806)))+~P18(f345(f345(f2(x23804,x23806),f2(x23804,x23807)),f345(f2(x23804,x23806),f2(x23804,x23806))),x23803)+P18(f345(f345(f2(x23804,f128(x23802,x23803,x23804)),f2(x23804,f129(x23802,x23803,x23804))),f345(f2(x23804,f128(x23802,x23803,x23804)),f2(x23804,f128(x23802,x23803,x23804)))),x23803)
% 161.92/161.99 [2381]~P16(x23814)+~P25(x23813)+~P25(x23814)+~E(x23815,x23811)+~P18(x23815,f3(x23812,x23812))+P18(x23811,f134(x23812,x23813,x23814))+~E(x23811,f345(f345(x23816,x23817),f345(x23816,x23816)))+~P18(f345(f345(f2(x23814,x23816),f2(x23814,x23817)),f345(f2(x23814,x23816),f2(x23814,x23816))),x23813)+P18(f345(f345(f2(x23814,f130(x23812,x23813,x23814)),f2(x23814,f131(x23812,x23813,x23814))),f345(f2(x23814,f130(x23812,x23813,x23814)),f2(x23814,f130(x23812,x23813,x23814)))),x23813)
% 161.92/161.99 [1777]~P16(x17771)+~P16(x17772)+~P25(x17771)+~P25(x17772)+~P24(x17772)+P18(f225(x17772,x17771),f329(x17772))+~E(f329(x17772),f5(x17771))+~P18(f228(x17772,x17771),f329(x17772))+E(x17771,f315(x17772))+~E(f2(x17771,f228(x17772,x17771)),f226(x17772,x17771))
% 161.92/161.99 [1778]~P16(x17781)+~P16(x17782)+~P25(x17781)+~P25(x17782)+~P24(x17782)+P18(f226(x17782,x17781),f5(x17782))+~E(f329(x17782),f5(x17781))+~P18(f227(x17782,x17781),f5(x17782))+E(x17781,f315(x17782))+~E(f2(x17782,f227(x17782,x17781)),f225(x17782,x17781))
% 161.92/161.99 [1797]~P16(x17971)+~P16(x17972)+~P25(x17971)+~P25(x17972)+~P24(x17972)+~E(f329(x17972),f5(x17971))+~P18(f228(x17972,x17971),f329(x17972))+E(x17971,f315(x17972))+E(f2(x17971,f225(x17972,x17971)),f227(x17972,x17971))+~E(f2(x17971,f228(x17972,x17971)),f226(x17972,x17971))
% 161.92/161.99 [1798]~P16(x17981)+~P16(x17982)+~P25(x17981)+~P25(x17982)+~P24(x17982)+~E(f329(x17982),f5(x17981))+~P18(f227(x17982,x17981),f5(x17982))+E(x17981,f315(x17982))+E(f2(x17982,f226(x17982,x17981)),f228(x17982,x17981))+~E(f2(x17982,f227(x17982,x17981)),f225(x17982,x17981))
% 161.92/161.99 [2278]~P16(x22783)+~P25(x22783)+~P25(x22782)+~P25(x22781)+~P24(x22783)+P35(x22781,x22782,x22783)+P18(f303(x22781,x22782,x22783),f331(x22781))+~E(f331(x22781),f5(x22783))+~E(f329(x22783),f331(x22782))+P18(f345(f345(f303(x22781,x22782,x22783),f304(x22781,x22782,x22783)),f345(f303(x22781,x22782,x22783),f303(x22781,x22782,x22783))),x22781)
% 161.92/161.99 [2279]~P16(x22793)+~P25(x22793)+~P25(x22792)+~P25(x22791)+~P24(x22793)+P35(x22791,x22792,x22793)+P18(f304(x22791,x22792,x22793),f331(x22791))+~E(f331(x22791),f5(x22793))+~E(f329(x22793),f331(x22792))+P18(f345(f345(f303(x22791,x22792,x22793),f304(x22791,x22792,x22793)),f345(f303(x22791,x22792,x22793),f303(x22791,x22792,x22793))),x22791)
% 161.92/161.99 [2386]~P16(x23863)+~P25(x23862)+~P25(x23861)+~P25(x23863)+~P24(x23863)+P35(x23861,x23862,x23863)+~E(f331(x23861),f5(x23863))+~E(f329(x23863),f331(x23862))+P18(f345(f345(f303(x23861,x23862,x23863),f304(x23861,x23862,x23863)),f345(f303(x23861,x23862,x23863),f303(x23861,x23862,x23863))),x23861)+P18(f345(f345(f2(x23863,f303(x23861,x23862,x23863)),f2(x23863,f304(x23861,x23862,x23863))),f345(f2(x23863,f303(x23861,x23862,x23863)),f2(x23863,f303(x23861,x23862,x23863)))),x23862)
% 161.92/161.99 [1673]~P1(x16733)+~P18(x16732,x16731)+~P18(x16734,a63)+~P18(x16733,a6)+E(x16731,a1)+E(x16732,f60(x16733,x16731))+~P32(f60(x16733,x16731),x16732)+~E(f65(x16734),x16734)+~P11(a500)+~P8(x16731,f325(f325(x16733)))
% 161.92/161.99 [1705]~P1(x17053)+~P18(x17052,x17051)+~P18(x17054,a63)+~P18(x17053,a6)+E(x17051,a1)+E(x17052,f60(x17053,x17051))+~P32(f60(x17053,x17051),x17052)+P18(f65(x17054),a63)+~P11(a500)+~P8(x17051,f325(f325(x17053)))
% 161.92/161.99 [1708]~P1(x17083)+~P18(x17082,x17081)+~P18(x17084,a63)+~P18(x17083,a6)+E(x17081,a1)+E(x17082,f60(x17083,x17081))+~P32(f60(x17083,x17081),x17082)+P32(x17084,f65(x17084))+~P11(a500)+~P8(x17081,f325(f325(x17083)))
% 161.92/161.99 [2284]~P25(x22842)+~P18(x22843,x22844)+~P18(x22846,x22841)+P4(x22841)+~E(f190(x22841,x22842),x22844)+~P18(x22845,f186(x22841,x22842))+~P18(x22847,f194(x22841,x22842,x22846))+P18(f193(x22841,x22842,x22843,x22844),x22844)+P18(f345(f345(f188(x22841,x22842),x22845),f345(f188(x22841,x22842),f188(x22841,x22842))),x22842)+P18(f345(f345(f2(f189(x22841,x22842),x22846),x22847),f345(f2(f189(x22841,x22842),x22846),f2(f189(x22841,x22842),x22846))),x22842)
% 161.92/161.99 [2285]~P25(x22852)+~P18(x22853,x22854)+~P18(x22856,x22851)+P4(x22851)+~E(f190(x22851,x22852),x22854)+~P18(x22855,f191(x22851,x22852))+~P18(x22857,f194(x22851,x22852,x22856))+P18(f193(x22851,x22852,x22853,x22854),x22854)+P18(f345(f345(f187(x22851,x22852),x22855),f345(f187(x22851,x22852),f187(x22851,x22852))),x22852)+P18(f345(f345(f2(f189(x22851,x22852),x22856),x22857),f345(f2(f189(x22851,x22852),x22856),f2(f189(x22851,x22852),x22856))),x22852)
% 161.92/161.99 [2382]~P25(x23822)+~P18(x23824,x23821)+P4(x23821)+~P18(x23827,x23826)+~P18(x23823,f186(x23821,x23822))+~P18(x23825,f194(x23821,x23822,x23824))+~E(f190(x23821,x23822),x23826)+~P18(f345(f345(x23827,f193(x23821,x23822,x23827,x23826)),f345(x23827,x23827)),x23822)+P18(f345(f345(f188(x23821,x23822),x23823),f345(f188(x23821,x23822),f188(x23821,x23822))),x23822)+P18(f345(f345(f2(f189(x23821,x23822),x23824),x23825),f345(f2(f189(x23821,x23822),x23824),f2(f189(x23821,x23822),x23824))),x23822)
% 161.92/161.99 [2383]~P25(x23832)+~P18(x23834,x23831)+P4(x23831)+~P18(x23837,x23836)+~P18(x23833,f191(x23831,x23832))+~P18(x23835,f194(x23831,x23832,x23834))+~E(f190(x23831,x23832),x23836)+~P18(f345(f345(x23837,f193(x23831,x23832,x23837,x23836)),f345(x23837,x23837)),x23832)+P18(f345(f345(f187(x23831,x23832),x23833),f345(f187(x23831,x23832),f187(x23831,x23832))),x23832)+P18(f345(f345(f2(f189(x23831,x23832),x23834),x23835),f345(f2(f189(x23831,x23832),x23834),f2(f189(x23831,x23832),x23834))),x23832)
% 161.92/161.99 [1901]~P16(x19011)+~P16(x19012)+~P25(x19011)+~P25(x19012)+~P24(x19012)+~E(f329(x19012),f5(x19011))+~P18(f227(x19012,x19011),f5(x19012))+~P18(f228(x19012,x19011),f329(x19012))+E(x19011,f315(x19012))+~E(f2(x19012,f227(x19012,x19011)),f225(x19012,x19011))+~E(f2(x19011,f228(x19012,x19011)),f226(x19012,x19011))
% 161.92/161.99 [1785]~P1(x17853)+~P1(x17854)+~P18(x17853,a6)+~P18(x17853,a195)+~P18(x17854,a6)+E(x17851,a1)+P18(f196(x17853,x17851),x17851)+P18(f197(x17854,x17852),x17852)+E(x17852,a1)+~P8(x17851,f325(f325(x17853)))+~P8(x17852,f325(f325(x17854)))
% 161.92/161.99 [2438]P4(x24381)+~E(x24385,x24387)+~P25(x24382)+~P18(x24386,x24387)+~P18(x24385,x24381)+~E(x24383,x24388)+~P18(x24388,f3(x24381,x24384))+E(f77(x24381,x24382),f79(x24381,x24382))+P18(f93(x24381,x24382,x24384,x24383,x24385,x24386,x24387),x24387)+P18(x24383,f85(x24381,x24382,x24384))+~E(f345(f345(x24385,x24386),f345(x24385,x24385)),x24383)
% 161.92/161.99 [2439]P4(x24391)+~E(x24395,x24397)+~P25(x24392)+~P18(x24396,x24397)+~P18(x24395,x24391)+~E(x24393,x24398)+~P18(x24398,f3(x24391,x24394))+E(f80(x24391,x24392),f77(x24391,x24392))+P18(f93(x24391,x24392,x24394,x24393,x24395,x24396,x24397),x24397)+P18(x24393,f85(x24391,x24392,x24394))+~E(f345(f345(x24395,x24396),f345(x24395,x24395)),x24393)
% 161.92/161.99 [2440]P4(x24401)+~E(x24405,x24407)+~P25(x24402)+~P18(x24406,x24407)+~P18(x24405,x24401)+~E(x24403,x24408)+~P18(x24408,f3(x24401,x24404))+E(f81(x24401,x24402),f86(x24401,x24402))+P18(f93(x24401,x24402,x24404,x24403,x24405,x24406,x24407),x24407)+P18(x24403,f85(x24401,x24402,x24404))+~E(f345(f345(x24405,x24406),f345(x24405,x24405)),x24403)
% 161.92/161.99 [2441]P4(x24411)+~E(x24415,x24417)+~P25(x24412)+~P18(x24416,x24417)+~P18(x24415,x24411)+~E(x24413,x24418)+~P18(x24418,f3(x24411,x24414))+E(f87(x24411,x24412),f88(x24411,x24412))+P18(f93(x24411,x24412,x24414,x24413,x24415,x24416,x24417),x24417)+P18(x24413,f85(x24411,x24412,x24414))+~E(f345(f345(x24415,x24416),f345(x24415,x24415)),x24413)
% 161.92/161.99 [2442]~E(x24425,x24427)+~P25(x24422)+~P18(x24426,x24427)+~P18(x24425,x24421)+P4(x24421)+~E(x24423,x24428)+~P18(x24428,f3(x24421,x24424))+P18(f81(x24421,x24422),x24421)+P18(f93(x24421,x24422,x24424,x24423,x24425,x24426,x24427),x24427)+P18(x24423,f85(x24421,x24422,x24424))+~E(f345(f345(x24425,x24426),f345(x24425,x24425)),x24423)
% 161.92/161.99 [2443]~E(x24435,x24437)+~P25(x24432)+~P18(x24436,x24437)+~P18(x24435,x24431)+P4(x24431)+~E(x24433,x24438)+~P18(x24438,f3(x24431,x24434))+P18(f87(x24431,x24432),x24431)+P18(f93(x24431,x24432,x24434,x24433,x24435,x24436,x24437),x24437)+P18(x24433,f85(x24431,x24432,x24434))+~E(f345(f345(x24435,x24436),f345(x24435,x24435)),x24433)
% 161.92/161.99 [2444]~E(x24445,x24447)+~P25(x24443)+~P18(x24446,x24447)+~P18(x24445,x24441)+P4(x24441)+~E(x24442,x24448)+~E(f80(x24441,x24443),f79(x24441,x24443))+~P18(x24448,f3(x24441,x24444))+P18(f93(x24441,x24443,x24444,x24442,x24445,x24446,x24447),x24447)+P18(x24442,f85(x24441,x24443,x24444))+~E(f345(f345(x24445,x24446),f345(x24445,x24445)),x24442)
% 161.92/161.99 [2445]~E(x24455,x24457)+~P25(x24453)+~P18(x24456,x24457)+~P18(x24455,x24451)+P4(x24451)+~E(x24452,x24458)+P18(f82(x24451,x24453),f86(x24451,x24453))+~P18(x24458,f3(x24451,x24454))+P18(f93(x24451,x24453,x24454,x24452,x24455,x24456,x24457),x24457)+P18(x24452,f85(x24451,x24453,x24454))+~E(f345(f345(x24455,x24456),f345(x24455,x24455)),x24452)
% 161.92/161.99 [2446]~E(x24465,x24467)+~P25(x24463)+~P18(x24466,x24467)+~P18(x24465,x24461)+P4(x24461)+~E(x24462,x24468)+P18(f89(x24461,x24463),f88(x24461,x24463))+~P18(x24468,f3(x24461,x24464))+P18(f93(x24461,x24463,x24464,x24462,x24465,x24466,x24467),x24467)+P18(x24462,f85(x24461,x24463,x24464))+~E(f345(f345(x24465,x24466),f345(x24465,x24465)),x24462)
% 161.92/161.99 [2452]P4(x24521)+~P25(x24522)+~P18(x24525,x24521)+~P18(x24528,x24526)+~E(x24525,x24526)+~E(x24523,x24527)+~P18(x24527,f3(x24521,x24524))+E(f77(x24521,x24522),f79(x24521,x24522))+P18(x24523,f85(x24521,x24522,x24524))+~P18(f345(f345(x24528,f93(x24521,x24522,x24524,x24523,x24525,x24528,x24526)),f345(x24528,x24528)),x24522)+~E(f345(f345(x24525,x24528),f345(x24525,x24525)),x24523)
% 161.92/161.99 [2453]P4(x24531)+~P25(x24532)+~P18(x24535,x24531)+~P18(x24538,x24536)+~E(x24535,x24536)+~E(x24533,x24537)+~P18(x24537,f3(x24531,x24534))+E(f80(x24531,x24532),f77(x24531,x24532))+P18(x24533,f85(x24531,x24532,x24534))+~P18(f345(f345(x24538,f93(x24531,x24532,x24534,x24533,x24535,x24538,x24536)),f345(x24538,x24538)),x24532)+~E(f345(f345(x24535,x24538),f345(x24535,x24535)),x24533)
% 161.92/161.99 [2454]P4(x24541)+~P25(x24542)+~P18(x24545,x24541)+~P18(x24548,x24546)+~E(x24545,x24546)+~E(x24543,x24547)+~P18(x24547,f3(x24541,x24544))+E(f81(x24541,x24542),f86(x24541,x24542))+P18(x24543,f85(x24541,x24542,x24544))+~P18(f345(f345(x24548,f93(x24541,x24542,x24544,x24543,x24545,x24548,x24546)),f345(x24548,x24548)),x24542)+~E(f345(f345(x24545,x24548),f345(x24545,x24545)),x24543)
% 161.92/161.99 [2455]P4(x24551)+~P25(x24552)+~P18(x24555,x24551)+~P18(x24558,x24556)+~E(x24555,x24556)+~E(x24553,x24557)+~P18(x24557,f3(x24551,x24554))+E(f87(x24551,x24552),f88(x24551,x24552))+P18(x24553,f85(x24551,x24552,x24554))+~P18(f345(f345(x24558,f93(x24551,x24552,x24554,x24553,x24555,x24558,x24556)),f345(x24558,x24558)),x24552)+~E(f345(f345(x24555,x24558),f345(x24555,x24555)),x24553)
% 161.92/161.99 [2456]~P25(x24562)+~P18(x24565,x24561)+~P18(x24568,x24566)+P4(x24561)+~E(x24565,x24566)+~E(x24563,x24567)+~P18(x24567,f3(x24561,x24564))+P18(f81(x24561,x24562),x24561)+P18(x24563,f85(x24561,x24562,x24564))+~P18(f345(f345(x24568,f93(x24561,x24562,x24564,x24563,x24565,x24568,x24566)),f345(x24568,x24568)),x24562)+~E(f345(f345(x24565,x24568),f345(x24565,x24565)),x24563)
% 161.92/161.99 [2457]~P25(x24572)+~P18(x24575,x24571)+~P18(x24578,x24576)+P4(x24571)+~E(x24575,x24576)+~E(x24573,x24577)+~P18(x24577,f3(x24571,x24574))+P18(f87(x24571,x24572),x24571)+P18(x24573,f85(x24571,x24572,x24574))+~P18(f345(f345(x24578,f93(x24571,x24572,x24574,x24573,x24575,x24578,x24576)),f345(x24578,x24578)),x24572)+~E(f345(f345(x24575,x24578),f345(x24575,x24575)),x24573)
% 161.92/161.99 [2458]~P25(x24583)+~P18(x24585,x24581)+~P18(x24588,x24586)+P4(x24581)+~E(x24585,x24586)+~E(x24582,x24587)+~E(f80(x24581,x24583),f79(x24581,x24583))+~P18(x24587,f3(x24581,x24584))+P18(x24582,f85(x24581,x24583,x24584))+~P18(f345(f345(x24588,f93(x24581,x24583,x24584,x24582,x24585,x24588,x24586)),f345(x24588,x24588)),x24583)+~E(f345(f345(x24585,x24588),f345(x24585,x24585)),x24582)
% 161.92/161.99 [2459]~P25(x24593)+~P18(x24595,x24591)+~P18(x24598,x24596)+P4(x24591)+~E(x24595,x24596)+~E(x24592,x24597)+P18(f82(x24591,x24593),f86(x24591,x24593))+~P18(x24597,f3(x24591,x24594))+P18(x24592,f85(x24591,x24593,x24594))+~P18(f345(f345(x24598,f93(x24591,x24593,x24594,x24592,x24595,x24598,x24596)),f345(x24598,x24598)),x24593)+~E(f345(f345(x24595,x24598),f345(x24595,x24595)),x24592)
% 161.92/161.99 [2460]~P25(x24603)+~P18(x24605,x24601)+~P18(x24608,x24606)+P4(x24601)+~E(x24605,x24606)+~E(x24602,x24607)+P18(f89(x24601,x24603),f88(x24601,x24603))+~P18(x24607,f3(x24601,x24604))+P18(x24602,f85(x24601,x24603,x24604))+~P18(f345(f345(x24608,f93(x24601,x24603,x24604,x24602,x24605,x24608,x24606)),f345(x24608,x24608)),x24603)+~E(f345(f345(x24605,x24608),f345(x24605,x24605)),x24602)
% 161.92/161.99 [2447]P4(x24471)+~E(x24475,x24477)+~P25(x24472)+~P18(x24476,x24477)+~P18(x24475,x24471)+~E(x24473,x24478)+~P18(x24478,f3(x24471,x24474))+P18(f93(x24471,x24472,x24474,x24473,x24475,x24476,x24477),x24477)+P18(x24473,f85(x24471,x24472,x24474))+~E(f345(f345(x24475,x24476),f345(x24475,x24475)),x24473)+E(f345(f345(f81(x24471,x24472),f82(x24471,x24472)),f345(f81(x24471,x24472),f81(x24471,x24472))),f79(x24471,x24472))
% 161.92/161.99 [2448]P4(x24481)+~E(x24485,x24487)+~P25(x24482)+~P18(x24486,x24487)+~P18(x24485,x24481)+~E(x24483,x24488)+~P18(x24488,f3(x24481,x24484))+P18(f93(x24481,x24482,x24484,x24483,x24485,x24486,x24487),x24487)+P18(x24483,f85(x24481,x24482,x24484))+~E(f345(f345(x24485,x24486),f345(x24485,x24485)),x24483)+E(f345(f345(f87(x24481,x24482),f89(x24481,x24482)),f345(f87(x24481,x24482),f87(x24481,x24482))),f80(x24481,x24482))
% 161.92/161.99 [2461]P4(x24611)+~P25(x24612)+~P18(x24615,x24611)+~P18(x24618,x24616)+~E(x24615,x24616)+~E(x24613,x24617)+~P18(x24617,f3(x24611,x24614))+P18(x24613,f85(x24611,x24612,x24614))+~P18(f345(f345(x24618,f93(x24611,x24612,x24614,x24613,x24615,x24618,x24616)),f345(x24618,x24618)),x24612)+~E(f345(f345(x24615,x24618),f345(x24615,x24615)),x24613)+E(f345(f345(f81(x24611,x24612),f82(x24611,x24612)),f345(f81(x24611,x24612),f81(x24611,x24612))),f79(x24611,x24612))
% 161.92/161.99 [2462]P4(x24621)+~P25(x24622)+~P18(x24625,x24621)+~P18(x24628,x24626)+~E(x24625,x24626)+~E(x24623,x24627)+~P18(x24627,f3(x24621,x24624))+P18(x24623,f85(x24621,x24622,x24624))+~P18(f345(f345(x24628,f93(x24621,x24622,x24624,x24623,x24625,x24628,x24626)),f345(x24628,x24628)),x24622)+~E(f345(f345(x24625,x24628),f345(x24625,x24625)),x24623)+E(f345(f345(f87(x24621,x24622),f89(x24621,x24622)),f345(f87(x24621,x24622),f87(x24621,x24622))),f80(x24621,x24622))
% 161.92/161.99 [2408]~P16(x24083)+~P25(x24083)+~P25(x24082)+~P25(x24081)+~P24(x24083)+P35(x24081,x24082,x24083)+~E(f331(x24081),f5(x24083))+~E(f329(x24083),f331(x24082))+~P18(f303(x24081,x24082,x24083),f331(x24081))+~P18(f304(x24081,x24082,x24083),f331(x24081))+~P18(f345(f345(f303(x24081,x24082,x24083),f304(x24081,x24082,x24083)),f345(f303(x24081,x24082,x24083),f303(x24081,x24082,x24083))),x24081)+~P18(f345(f345(f2(x24083,f303(x24081,x24082,x24083)),f2(x24083,f304(x24081,x24082,x24083))),f345(f2(x24083,f303(x24081,x24082,x24083)),f2(x24083,f303(x24081,x24082,x24083)))),x24082)
% 161.92/161.99 [1792]~P1(x17923)+~P1(x17924)+~P18(x17923,a6)+~P18(x17923,a61)+~P18(x17924,a6)+E(x17921,a1)+P18(f64(x17923,x17921),x17921)+P18(f60(x17924,x17922),x17922)+E(x17922,a1)+~P11(a500)+~P8(x17921,f325(f325(x17923)))+~P8(x17922,f325(f325(x17924)))
% 161.92/161.99 [2449]~E(x24495,x24497)+~P25(x24493)+~P18(x24496,x24497)+~P18(x24495,x24491)+P4(x24491)+~E(x24492,x24499)+~P18(x24498,f86(x24491,x24493))+~P18(x24499,f3(x24491,x24494))+P18(f93(x24491,x24493,x24494,x24492,x24495,x24496,x24497),x24497)+P18(x24492,f85(x24491,x24493,x24494))+~E(f345(f345(x24495,x24496),f345(x24495,x24495)),x24492)+P18(f345(f345(f82(x24491,x24493),x24498),f345(f82(x24491,x24493),f82(x24491,x24493))),x24493)
% 161.92/161.99 [2450]~E(x24505,x24507)+~P25(x24503)+~P18(x24506,x24507)+~P18(x24505,x24501)+P4(x24501)+~E(x24502,x24509)+~P18(x24508,f88(x24501,x24503))+~P18(x24509,f3(x24501,x24504))+P18(f93(x24501,x24503,x24504,x24502,x24505,x24506,x24507),x24507)+P18(x24502,f85(x24501,x24503,x24504))+~E(f345(f345(x24505,x24506),f345(x24505,x24505)),x24502)+P18(f345(f345(f89(x24501,x24503),x24508),f345(f89(x24501,x24503),f89(x24501,x24503))),x24503)
% 161.92/161.99 [2463]~P25(x24633)+~P18(x24636,x24631)+~P18(x24639,x24637)+P4(x24631)+~E(x24636,x24637)+~E(x24632,x24638)+~P18(x24635,f86(x24631,x24633))+~P18(x24638,f3(x24631,x24634))+P18(x24632,f85(x24631,x24633,x24634))+~P18(f345(f345(x24639,f93(x24631,x24633,x24634,x24632,x24636,x24639,x24637)),f345(x24639,x24639)),x24633)+~E(f345(f345(x24636,x24639),f345(x24636,x24636)),x24632)+P18(f345(f345(f82(x24631,x24633),x24635),f345(f82(x24631,x24633),f82(x24631,x24633))),x24633)
% 161.92/161.99 [2464]~P25(x24643)+~P18(x24646,x24641)+~P18(x24649,x24647)+P4(x24641)+~E(x24646,x24647)+~E(x24642,x24648)+~P18(x24645,f88(x24641,x24643))+~P18(x24648,f3(x24641,x24644))+P18(x24642,f85(x24641,x24643,x24644))+~P18(f345(f345(x24649,f93(x24641,x24643,x24644,x24642,x24646,x24649,x24647)),f345(x24649,x24649)),x24643)+~E(f345(f345(x24646,x24649),f345(x24646,x24646)),x24642)+P18(f345(f345(f89(x24641,x24643),x24645),f345(f89(x24641,x24643),f89(x24641,x24643))),x24643)
% 161.92/161.99 [1872]~P1(x18725)+~P1(x18724)+~P18(x18723,x18722)+~P18(x18725,a6)+~P18(x18725,a195)+~P18(x18724,a6)+E(x18721,a1)+E(x18723,f197(x18724,x18722))+~P32(f197(x18724,x18722),x18723)+P18(f196(x18725,x18721),x18721)+E(x18722,a1)+~P8(x18721,f325(f325(x18725)))+~P8(x18722,f325(f325(x18724)))
% 161.92/161.99 [1873]~P1(x18734)+~P1(x18735)+~P18(x18733,x18731)+~P18(x18734,a6)+~P18(x18734,a195)+~P18(x18735,a6)+E(x18731,a1)+E(x18733,f196(x18734,x18731))+~P32(f196(x18734,x18731),x18733)+P18(f197(x18735,x18732),x18732)+E(x18732,a1)+~P8(x18731,f325(f325(x18734)))+~P8(x18732,f325(f325(x18735)))
% 161.92/161.99 [1874]~P1(x18745)+~P1(x18744)+~P18(x18743,x18742)+~P18(x18745,a6)+~P18(x18745,a61)+~P18(x18744,a6)+E(x18741,a1)+E(x18743,f60(x18744,x18742))+~P32(f60(x18744,x18742),x18743)+P18(f64(x18745,x18741),x18741)+E(x18742,a1)+~P11(a500)+~P8(x18741,f325(f325(x18745)))+~P8(x18742,f325(f325(x18744)))
% 161.92/161.99 [1875]~P1(x18754)+~P1(x18755)+~P18(x18753,x18751)+~P18(x18754,a6)+~P18(x18754,a61)+~P18(x18755,a6)+E(x18751,a1)+E(x18753,f64(x18754,x18751))+~P32(f64(x18754,x18751),x18753)+P18(f60(x18755,x18752),x18752)+E(x18752,a1)+~P11(a500)+~P8(x18751,f325(f325(x18754)))+~P8(x18752,f325(f325(x18755)))
% 161.92/161.99 [1908]~P1(x19084)+~P1(x19086)+~P18(x19083,x19081)+~P18(x19085,x19082)+~P18(x19084,a6)+~P18(x19084,a195)+~P18(x19086,a6)+E(x19081,a1)+E(x19083,f196(x19084,x19081))+~P32(f196(x19084,x19081),x19083)+E(x19082,a1)+E(x19085,f197(x19086,x19082))+~P32(f197(x19086,x19082),x19085)+~P8(x19081,f325(f325(x19084)))+~P8(x19082,f325(f325(x19086)))
% 161.92/161.99 [1911]~P1(x19114)+~P1(x19116)+~P18(x19113,x19111)+~P18(x19115,x19112)+~P18(x19114,a6)+~P18(x19114,a61)+~P18(x19116,a6)+E(x19111,a1)+E(x19113,f64(x19114,x19111))+~P32(f64(x19114,x19111),x19113)+E(x19112,a1)+E(x19115,f60(x19116,x19112))+~P32(f60(x19116,x19112),x19115)+~P11(a500)+~P8(x19111,f325(f325(x19114)))+~P8(x19112,f325(f325(x19116)))
% 161.92/161.99 %EqnAxiom
% 161.92/161.99 [1]E(x11,x11)
% 161.92/161.99 [2]E(x22,x21)+~E(x21,x22)
% 161.92/161.99 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 161.92/161.99 [4]~E(x41,x42)+E(f5(x41),f5(x42))
% 161.92/161.99 [5]~E(x51,x52)+E(f329(x51),f329(x52))
% 161.92/161.99 [6]~E(x61,x62)+E(f345(x61,x63),f345(x62,x63))
% 161.92/161.99 [7]~E(x71,x72)+E(f345(x73,x71),f345(x73,x72))
% 161.92/161.99 [8]~E(x81,x82)+E(f25(x81),f25(x82))
% 161.92/161.99 [9]~E(x91,x92)+E(f249(x91,x93,x94),f249(x92,x93,x94))
% 161.92/161.99 [10]~E(x101,x102)+E(f249(x103,x101,x104),f249(x103,x102,x104))
% 161.92/161.99 [11]~E(x111,x112)+E(f249(x113,x114,x111),f249(x113,x114,x112))
% 161.92/161.99 [12]~E(x121,x122)+E(f251(x121,x123,x124,x125),f251(x122,x123,x124,x125))
% 161.92/161.99 [13]~E(x131,x132)+E(f251(x133,x131,x134,x135),f251(x133,x132,x134,x135))
% 161.92/161.99 [14]~E(x141,x142)+E(f251(x143,x144,x141,x145),f251(x143,x144,x142,x145))
% 161.92/161.99 [15]~E(x151,x152)+E(f251(x153,x154,x155,x151),f251(x153,x154,x155,x152))
% 161.92/161.99 [16]~E(x161,x162)+E(f334(x161,x163),f334(x162,x163))
% 161.92/161.99 [17]~E(x171,x172)+E(f334(x173,x171),f334(x173,x172))
% 161.92/161.99 [18]~E(x181,x182)+E(f30(x181),f30(x182))
% 161.92/161.99 [19]~E(x191,x192)+E(f85(x191,x193,x194),f85(x192,x193,x194))
% 161.92/161.99 [20]~E(x201,x202)+E(f85(x203,x201,x204),f85(x203,x202,x204))
% 161.92/161.99 [21]~E(x211,x212)+E(f85(x213,x214,x211),f85(x213,x214,x212))
% 161.92/161.99 [22]~E(x221,x222)+E(f209(x221),f209(x222))
% 161.92/161.99 [23]~E(x231,x232)+E(f325(x231),f325(x232))
% 161.92/161.99 [24]~E(x241,x242)+E(f37(x241),f37(x242))
% 161.92/161.99 [25]~E(x251,x252)+E(f47(x251,x253),f47(x252,x253))
% 161.92/161.99 [26]~E(x261,x262)+E(f47(x263,x261),f47(x263,x262))
% 161.92/161.99 [27]~E(x271,x272)+E(f50(x271,x273),f50(x272,x273))
% 161.92/161.99 [28]~E(x281,x282)+E(f50(x283,x281),f50(x283,x282))
% 161.92/161.99 [29]~E(x291,x292)+E(f323(x291),f323(x292))
% 161.92/161.99 [30]~E(x301,x302)+E(f203(x301,x303,x304),f203(x302,x303,x304))
% 161.92/161.99 [31]~E(x311,x312)+E(f203(x313,x311,x314),f203(x313,x312,x314))
% 161.92/161.99 [32]~E(x321,x322)+E(f203(x323,x324,x321),f203(x323,x324,x322))
% 161.92/161.99 [33]~E(x331,x332)+E(f303(x331,x333,x334),f303(x332,x333,x334))
% 161.92/161.99 [34]~E(x341,x342)+E(f303(x343,x341,x344),f303(x343,x342,x344))
% 161.92/161.99 [35]~E(x351,x352)+E(f303(x353,x354,x351),f303(x353,x354,x352))
% 161.92/161.99 [36]~E(x361,x362)+E(f210(x361),f210(x362))
% 161.92/161.99 [37]~E(x371,x372)+E(f122(x371,x373),f122(x372,x373))
% 161.92/161.99 [38]~E(x381,x382)+E(f122(x383,x381),f122(x383,x382))
% 161.92/161.99 [39]~E(x391,x392)+E(f261(x391,x393),f261(x392,x393))
% 161.92/161.99 [40]~E(x401,x402)+E(f261(x403,x401),f261(x403,x402))
% 161.92/161.99 [41]~E(x411,x412)+E(f254(x411,x413),f254(x412,x413))
% 161.92/161.99 [42]~E(x421,x422)+E(f254(x423,x421),f254(x423,x422))
% 161.92/161.99 [43]~E(x431,x432)+E(f246(x431,x433),f246(x432,x433))
% 161.92/161.99 [44]~E(x441,x442)+E(f246(x443,x441),f246(x443,x442))
% 161.92/161.99 [45]~E(x451,x452)+E(f106(x451,x453,x454),f106(x452,x453,x454))
% 161.92/161.99 [46]~E(x461,x462)+E(f106(x463,x461,x464),f106(x463,x462,x464))
% 161.92/161.99 [47]~E(x471,x472)+E(f106(x473,x474,x471),f106(x473,x474,x472))
% 161.92/161.99 [48]~E(x481,x482)+E(f51(x481,x483),f51(x482,x483))
% 161.92/161.99 [49]~E(x491,x492)+E(f51(x493,x491),f51(x493,x492))
% 161.92/161.99 [50]~E(x501,x502)+E(f93(x501,x503,x504,x505,x506,x507,x508),f93(x502,x503,x504,x505,x506,x507,x508))
% 161.92/161.99 [51]~E(x511,x512)+E(f93(x513,x511,x514,x515,x516,x517,x518),f93(x513,x512,x514,x515,x516,x517,x518))
% 161.92/161.99 [52]~E(x521,x522)+E(f93(x523,x524,x521,x525,x526,x527,x528),f93(x523,x524,x522,x525,x526,x527,x528))
% 161.92/161.99 [53]~E(x531,x532)+E(f93(x533,x534,x535,x531,x536,x537,x538),f93(x533,x534,x535,x532,x536,x537,x538))
% 161.92/161.99 [54]~E(x541,x542)+E(f93(x543,x544,x545,x546,x541,x547,x548),f93(x543,x544,x545,x546,x542,x547,x548))
% 161.92/161.99 [55]~E(x551,x552)+E(f93(x553,x554,x555,x556,x557,x551,x558),f93(x553,x554,x555,x556,x557,x552,x558))
% 161.92/161.99 [56]~E(x561,x562)+E(f93(x563,x564,x565,x566,x567,x568,x561),f93(x563,x564,x565,x566,x567,x568,x562))
% 161.92/161.99 [57]~E(x571,x572)+E(f331(x571),f331(x572))
% 161.92/161.99 [58]~E(x581,x582)+E(f189(x581,x583),f189(x582,x583))
% 161.92/161.99 [59]~E(x591,x592)+E(f189(x593,x591),f189(x593,x592))
% 161.92/161.99 [60]~E(x601,x602)+E(f79(x601,x603),f79(x602,x603))
% 161.92/161.99 [61]~E(x611,x612)+E(f79(x613,x611),f79(x613,x612))
% 161.92/161.99 [62]~E(x621,x622)+E(f3(x621,x623),f3(x622,x623))
% 161.92/161.99 [63]~E(x631,x632)+E(f3(x633,x631),f3(x633,x632))
% 161.92/161.99 [64]~E(x641,x642)+E(f48(x641,x643),f48(x642,x643))
% 161.92/161.99 [65]~E(x651,x652)+E(f48(x653,x651),f48(x653,x652))
% 161.92/161.99 [66]~E(x661,x662)+E(f337(x661),f337(x662))
% 161.92/161.99 [67]~E(x671,x672)+E(f338(x671,x673),f338(x672,x673))
% 161.92/161.99 [68]~E(x681,x682)+E(f338(x683,x681),f338(x683,x682))
% 161.92/161.99 [69]~E(x691,x692)+E(f341(x691,x693),f341(x692,x693))
% 161.92/161.99 [70]~E(x701,x702)+E(f341(x703,x701),f341(x703,x702))
% 161.92/161.99 [71]~E(x711,x712)+E(f84(x711,x713,x714,x715),f84(x712,x713,x714,x715))
% 161.92/161.99 [72]~E(x721,x722)+E(f84(x723,x721,x724,x725),f84(x723,x722,x724,x725))
% 161.92/161.99 [73]~E(x731,x732)+E(f84(x733,x734,x731,x735),f84(x733,x734,x732,x735))
% 161.92/161.99 [74]~E(x741,x742)+E(f84(x743,x744,x745,x741),f84(x743,x744,x745,x742))
% 161.92/161.99 [75]~E(x751,x752)+E(f81(x751,x753),f81(x752,x753))
% 161.92/161.99 [76]~E(x761,x762)+E(f81(x763,x761),f81(x763,x762))
% 161.92/161.99 [77]~E(x771,x772)+E(f52(x771,x773,x774,x775),f52(x772,x773,x774,x775))
% 161.92/161.99 [78]~E(x781,x782)+E(f52(x783,x781,x784,x785),f52(x783,x782,x784,x785))
% 161.92/161.99 [79]~E(x791,x792)+E(f52(x793,x794,x791,x795),f52(x793,x794,x792,x795))
% 161.92/161.99 [80]~E(x801,x802)+E(f52(x803,x804,x805,x801),f52(x803,x804,x805,x802))
% 161.92/161.99 [81]~E(x811,x812)+E(f125(x811,x813,x814),f125(x812,x813,x814))
% 161.92/161.99 [82]~E(x821,x822)+E(f125(x823,x821,x824),f125(x823,x822,x824))
% 161.92/161.99 [83]~E(x831,x832)+E(f125(x833,x834,x831),f125(x833,x834,x832))
% 161.92/161.99 [84]~E(x841,x842)+E(f200(x841),f200(x842))
% 161.92/161.99 [85]~E(x851,x852)+E(f211(x851),f211(x852))
% 161.92/161.99 [86]~E(x861,x862)+E(f263(x861,x863),f263(x862,x863))
% 161.92/161.99 [87]~E(x871,x872)+E(f263(x873,x871),f263(x873,x872))
% 161.92/161.99 [88]~E(x881,x882)+E(f233(x881),f233(x882))
% 161.92/161.99 [89]~E(x891,x892)+E(f87(x891,x893),f87(x892,x893))
% 161.92/161.99 [90]~E(x901,x902)+E(f87(x903,x901),f87(x903,x902))
% 161.92/161.99 [91]~E(x911,x912)+E(f232(x911,x913),f232(x912,x913))
% 161.92/161.99 [92]~E(x921,x922)+E(f232(x923,x921),f232(x923,x922))
% 161.92/161.99 [93]~E(x931,x932)+E(f109(x931),f109(x932))
% 161.92/161.99 [94]~E(x941,x942)+E(f2(x941,x943),f2(x942,x943))
% 161.92/161.99 [95]~E(x951,x952)+E(f2(x953,x951),f2(x953,x952))
% 161.92/161.99 [96]~E(x961,x962)+E(f76(x961,x963,x964),f76(x962,x963,x964))
% 161.92/161.99 [97]~E(x971,x972)+E(f76(x973,x971,x974),f76(x973,x972,x974))
% 161.92/161.99 [98]~E(x981,x982)+E(f76(x983,x984,x981),f76(x983,x984,x982))
% 161.92/161.99 [99]~E(x991,x992)+E(f123(x991,x993,x994),f123(x992,x993,x994))
% 161.92/161.99 [100]~E(x1001,x1002)+E(f123(x1003,x1001,x1004),f123(x1003,x1002,x1004))
% 161.92/161.99 [101]~E(x1011,x1012)+E(f123(x1013,x1014,x1011),f123(x1013,x1014,x1012))
% 161.92/161.99 [102]~E(x1021,x1022)+E(f75(x1021,x1023,x1024),f75(x1022,x1023,x1024))
% 161.92/161.99 [103]~E(x1031,x1032)+E(f75(x1033,x1031,x1034),f75(x1033,x1032,x1034))
% 161.92/161.99 [104]~E(x1041,x1042)+E(f75(x1043,x1044,x1041),f75(x1043,x1044,x1042))
% 161.92/161.99 [105]~E(x1051,x1052)+E(f115(x1051,x1053),f115(x1052,x1053))
% 161.92/161.99 [106]~E(x1061,x1062)+E(f115(x1063,x1061),f115(x1063,x1062))
% 161.92/161.99 [107]~E(x1071,x1072)+E(f118(x1071,x1073),f118(x1072,x1073))
% 161.92/161.99 [108]~E(x1081,x1082)+E(f118(x1083,x1081),f118(x1083,x1082))
% 161.92/161.99 [109]~E(x1091,x1092)+E(f134(x1091,x1093,x1094),f134(x1092,x1093,x1094))
% 161.92/161.99 [110]~E(x1101,x1102)+E(f134(x1103,x1101,x1104),f134(x1103,x1102,x1104))
% 161.92/161.99 [111]~E(x1111,x1112)+E(f134(x1113,x1114,x1111),f134(x1113,x1114,x1112))
% 161.92/161.99 [112]~E(x1121,x1122)+E(f16(x1121,x1123),f16(x1122,x1123))
% 161.92/161.99 [113]~E(x1131,x1132)+E(f16(x1133,x1131),f16(x1133,x1132))
% 161.92/161.99 [114]~E(x1141,x1142)+E(f29(x1141,x1143),f29(x1142,x1143))
% 161.92/161.99 [115]~E(x1151,x1152)+E(f29(x1153,x1151),f29(x1153,x1152))
% 161.92/161.99 [116]~E(x1161,x1162)+E(f74(x1161,x1163,x1164,x1165),f74(x1162,x1163,x1164,x1165))
% 161.92/161.99 [117]~E(x1171,x1172)+E(f74(x1173,x1171,x1174,x1175),f74(x1173,x1172,x1174,x1175))
% 161.92/161.99 [118]~E(x1181,x1182)+E(f74(x1183,x1184,x1181,x1185),f74(x1183,x1184,x1182,x1185))
% 161.92/161.99 [119]~E(x1191,x1192)+E(f74(x1193,x1194,x1195,x1191),f74(x1193,x1194,x1195,x1192))
% 161.92/161.99 [120]~E(x1201,x1202)+E(f188(x1201,x1203),f188(x1202,x1203))
% 161.92/161.99 [121]~E(x1211,x1212)+E(f188(x1213,x1211),f188(x1213,x1212))
% 161.92/161.99 [122]~E(x1221,x1222)+E(f268(x1221,x1223,x1224),f268(x1222,x1223,x1224))
% 161.92/161.99 [123]~E(x1231,x1232)+E(f268(x1233,x1231,x1234),f268(x1233,x1232,x1234))
% 161.92/161.99 [124]~E(x1241,x1242)+E(f268(x1243,x1244,x1241),f268(x1243,x1244,x1242))
% 161.92/161.99 [125]~E(x1251,x1252)+E(f187(x1251,x1253),f187(x1252,x1253))
% 161.92/161.99 [126]~E(x1261,x1262)+E(f187(x1263,x1261),f187(x1263,x1262))
% 161.92/161.99 [127]~E(x1271,x1272)+E(f250(x1271,x1273,x1274),f250(x1272,x1273,x1274))
% 161.92/161.99 [128]~E(x1281,x1282)+E(f250(x1283,x1281,x1284),f250(x1283,x1282,x1284))
% 161.92/161.99 [129]~E(x1291,x1292)+E(f250(x1293,x1294,x1291),f250(x1293,x1294,x1292))
% 161.92/161.99 [130]~E(x1301,x1302)+E(f190(x1301,x1303),f190(x1302,x1303))
% 161.92/161.99 [131]~E(x1311,x1312)+E(f190(x1313,x1311),f190(x1313,x1312))
% 161.92/161.99 [132]~E(x1321,x1322)+E(f124(x1321,x1323),f124(x1322,x1323))
% 161.92/161.99 [133]~E(x1331,x1332)+E(f124(x1333,x1331),f124(x1333,x1332))
% 161.92/161.99 [134]~E(x1341,x1342)+E(f269(x1341,x1343,x1344),f269(x1342,x1343,x1344))
% 161.92/161.99 [135]~E(x1351,x1352)+E(f269(x1353,x1351,x1354),f269(x1353,x1352,x1354))
% 161.92/161.99 [136]~E(x1361,x1362)+E(f269(x1363,x1364,x1361),f269(x1363,x1364,x1362))
% 161.92/161.99 [137]~E(x1371,x1372)+E(f91(x1371,x1373,x1374,x1375),f91(x1372,x1373,x1374,x1375))
% 161.92/161.99 [138]~E(x1381,x1382)+E(f91(x1383,x1381,x1384,x1385),f91(x1383,x1382,x1384,x1385))
% 161.92/161.99 [139]~E(x1391,x1392)+E(f91(x1393,x1394,x1391,x1395),f91(x1393,x1394,x1392,x1395))
% 161.92/161.99 [140]~E(x1401,x1402)+E(f91(x1403,x1404,x1405,x1401),f91(x1403,x1404,x1405,x1402))
% 161.92/161.99 [141]~E(x1411,x1412)+E(f301(x1411,x1413),f301(x1412,x1413))
% 161.92/161.99 [142]~E(x1421,x1422)+E(f301(x1423,x1421),f301(x1423,x1422))
% 161.92/161.99 [143]~E(x1431,x1432)+E(f92(x1431,x1433,x1434,x1435),f92(x1432,x1433,x1434,x1435))
% 161.92/161.99 [144]~E(x1441,x1442)+E(f92(x1443,x1441,x1444,x1445),f92(x1443,x1442,x1444,x1445))
% 161.92/161.99 [145]~E(x1451,x1452)+E(f92(x1453,x1454,x1451,x1455),f92(x1453,x1454,x1452,x1455))
% 161.92/161.99 [146]~E(x1461,x1462)+E(f92(x1463,x1464,x1465,x1461),f92(x1463,x1464,x1465,x1462))
% 161.92/161.99 [147]~E(x1471,x1472)+E(f266(x1471,x1473,x1474,x1475),f266(x1472,x1473,x1474,x1475))
% 161.92/161.99 [148]~E(x1481,x1482)+E(f266(x1483,x1481,x1484,x1485),f266(x1483,x1482,x1484,x1485))
% 161.92/161.99 [149]~E(x1491,x1492)+E(f266(x1493,x1494,x1491,x1495),f266(x1493,x1494,x1492,x1495))
% 161.92/161.99 [150]~E(x1501,x1502)+E(f266(x1503,x1504,x1505,x1501),f266(x1503,x1504,x1505,x1502))
% 161.92/161.99 [151]~E(x1511,x1512)+E(f120(x1511,x1513),f120(x1512,x1513))
% 161.92/161.99 [152]~E(x1521,x1522)+E(f120(x1523,x1521),f120(x1523,x1522))
% 161.92/161.99 [153]~E(x1531,x1532)+E(f252(x1531,x1533,x1534,x1535),f252(x1532,x1533,x1534,x1535))
% 161.92/161.99 [154]~E(x1541,x1542)+E(f252(x1543,x1541,x1544,x1545),f252(x1543,x1542,x1544,x1545))
% 161.92/161.99 [155]~E(x1551,x1552)+E(f252(x1553,x1554,x1551,x1555),f252(x1553,x1554,x1552,x1555))
% 161.92/161.99 [156]~E(x1561,x1562)+E(f252(x1563,x1564,x1565,x1561),f252(x1563,x1564,x1565,x1562))
% 161.92/161.99 [157]~E(x1571,x1572)+E(f191(x1571,x1573),f191(x1572,x1573))
% 161.92/161.99 [158]~E(x1581,x1582)+E(f191(x1583,x1581),f191(x1583,x1582))
% 161.92/161.99 [159]~E(x1591,x1592)+E(f117(x1591,x1593),f117(x1592,x1593))
% 161.92/161.99 [160]~E(x1601,x1602)+E(f117(x1603,x1601),f117(x1603,x1602))
% 161.92/161.99 [161]~E(x1611,x1612)+E(f193(x1611,x1613,x1614,x1615),f193(x1612,x1613,x1614,x1615))
% 161.92/161.99 [162]~E(x1621,x1622)+E(f193(x1623,x1621,x1624,x1625),f193(x1623,x1622,x1624,x1625))
% 161.92/161.99 [163]~E(x1631,x1632)+E(f193(x1633,x1634,x1631,x1635),f193(x1633,x1634,x1632,x1635))
% 161.92/161.99 [164]~E(x1641,x1642)+E(f193(x1643,x1644,x1645,x1641),f193(x1643,x1644,x1645,x1642))
% 161.92/161.99 [165]~E(x1651,x1652)+E(f265(x1651,x1653,x1654),f265(x1652,x1653,x1654))
% 161.92/161.99 [166]~E(x1661,x1662)+E(f265(x1663,x1661,x1664),f265(x1663,x1662,x1664))
% 161.92/161.99 [167]~E(x1671,x1672)+E(f265(x1673,x1674,x1671),f265(x1673,x1674,x1672))
% 161.92/161.99 [168]~E(x1681,x1682)+E(f314(x1681,x1683),f314(x1682,x1683))
% 161.92/161.99 [169]~E(x1691,x1692)+E(f314(x1693,x1691),f314(x1693,x1692))
% 161.92/161.99 [170]~E(x1701,x1702)+E(f46(x1701,x1703),f46(x1702,x1703))
% 161.92/161.99 [171]~E(x1711,x1712)+E(f46(x1713,x1711),f46(x1713,x1712))
% 161.92/161.99 [172]~E(x1721,x1722)+E(f234(x1721,x1723),f234(x1722,x1723))
% 161.92/161.99 [173]~E(x1731,x1732)+E(f234(x1733,x1731),f234(x1733,x1732))
% 161.92/161.99 [174]~E(x1741,x1742)+E(f162(x1741,x1743,x1744,x1745),f162(x1742,x1743,x1744,x1745))
% 161.92/161.99 [175]~E(x1751,x1752)+E(f162(x1753,x1751,x1754,x1755),f162(x1753,x1752,x1754,x1755))
% 161.92/161.99 [176]~E(x1761,x1762)+E(f162(x1763,x1764,x1761,x1765),f162(x1763,x1764,x1762,x1765))
% 161.92/161.99 [177]~E(x1771,x1772)+E(f162(x1773,x1774,x1775,x1771),f162(x1773,x1774,x1775,x1772))
% 161.92/161.99 [178]~E(x1781,x1782)+E(f95(x1781),f95(x1782))
% 161.92/161.99 [179]~E(x1791,x1792)+E(f88(x1791,x1793),f88(x1792,x1793))
% 161.92/161.99 [180]~E(x1801,x1802)+E(f88(x1803,x1801),f88(x1803,x1802))
% 161.92/161.99 [181]~E(x1811,x1812)+E(f286(x1811,x1813),f286(x1812,x1813))
% 161.92/161.99 [182]~E(x1821,x1822)+E(f286(x1823,x1821),f286(x1823,x1822))
% 161.92/161.99 [183]~E(x1831,x1832)+E(f86(x1831,x1833),f86(x1832,x1833))
% 161.92/161.99 [184]~E(x1841,x1842)+E(f86(x1843,x1841),f86(x1843,x1842))
% 161.92/161.99 [185]~E(x1851,x1852)+E(f100(x1851),f100(x1852))
% 161.92/161.99 [186]~E(x1861,x1862)+E(f253(x1861,x1863,x1864),f253(x1862,x1863,x1864))
% 161.92/161.99 [187]~E(x1871,x1872)+E(f253(x1873,x1871,x1874),f253(x1873,x1872,x1874))
% 161.92/161.99 [188]~E(x1881,x1882)+E(f253(x1883,x1884,x1881),f253(x1883,x1884,x1882))
% 161.92/161.99 [189]~E(x1891,x1892)+E(f165(x1891,x1893,x1894),f165(x1892,x1893,x1894))
% 161.92/161.99 [190]~E(x1901,x1902)+E(f165(x1903,x1901,x1904),f165(x1903,x1902,x1904))
% 161.92/161.99 [191]~E(x1911,x1912)+E(f165(x1913,x1914,x1911),f165(x1913,x1914,x1912))
% 161.92/161.99 [192]~E(x1921,x1922)+E(f72(x1921,x1923),f72(x1922,x1923))
% 161.92/161.99 [193]~E(x1931,x1932)+E(f72(x1933,x1931),f72(x1933,x1932))
% 161.92/161.99 [194]~E(x1941,x1942)+E(f326(x1941),f326(x1942))
% 161.92/161.99 [195]~E(x1951,x1952)+E(f149(x1951,x1953,x1954),f149(x1952,x1953,x1954))
% 161.92/161.99 [196]~E(x1961,x1962)+E(f149(x1963,x1961,x1964),f149(x1963,x1962,x1964))
% 161.92/161.99 [197]~E(x1971,x1972)+E(f149(x1973,x1974,x1971),f149(x1973,x1974,x1972))
% 161.92/161.99 [198]~E(x1981,x1982)+E(f159(x1981,x1983,x1984),f159(x1982,x1983,x1984))
% 161.92/161.99 [199]~E(x1991,x1992)+E(f159(x1993,x1991,x1994),f159(x1993,x1992,x1994))
% 161.92/161.99 [200]~E(x2001,x2002)+E(f159(x2003,x2004,x2001),f159(x2003,x2004,x2002))
% 161.92/161.99 [201]~E(x2011,x2012)+E(f77(x2011,x2013),f77(x2012,x2013))
% 161.92/161.99 [202]~E(x2021,x2022)+E(f77(x2023,x2021),f77(x2023,x2022))
% 161.92/161.99 [203]~E(x2031,x2032)+E(f327(x2031),f327(x2032))
% 161.92/161.99 [204]~E(x2041,x2042)+E(f45(x2041,x2043),f45(x2042,x2043))
% 161.92/161.99 [205]~E(x2051,x2052)+E(f45(x2053,x2051),f45(x2053,x2052))
% 161.92/161.99 [206]~E(x2061,x2062)+E(f151(x2061,x2063,x2064),f151(x2062,x2063,x2064))
% 161.92/161.99 [207]~E(x2071,x2072)+E(f151(x2073,x2071,x2074),f151(x2073,x2072,x2074))
% 161.92/161.99 [208]~E(x2081,x2082)+E(f151(x2083,x2084,x2081),f151(x2083,x2084,x2082))
% 161.92/161.99 [209]~E(x2091,x2092)+E(f119(x2091,x2093),f119(x2092,x2093))
% 161.92/161.99 [210]~E(x2101,x2102)+E(f119(x2103,x2101),f119(x2103,x2102))
% 161.92/161.99 [211]~E(x2111,x2112)+E(f73(x2111,x2113),f73(x2112,x2113))
% 161.92/161.99 [212]~E(x2121,x2122)+E(f73(x2123,x2121),f73(x2123,x2122))
% 161.92/161.99 [213]~E(x2131,x2132)+E(f108(x2131),f108(x2132))
% 161.92/161.99 [214]~E(x2141,x2142)+E(f260(x2141,x2143,x2144),f260(x2142,x2143,x2144))
% 161.92/161.99 [215]~E(x2151,x2152)+E(f260(x2153,x2151,x2154),f260(x2153,x2152,x2154))
% 161.92/161.99 [216]~E(x2161,x2162)+E(f260(x2163,x2164,x2161),f260(x2163,x2164,x2162))
% 161.92/161.99 [217]~E(x2171,x2172)+E(f80(x2171,x2173),f80(x2172,x2173))
% 161.92/161.99 [218]~E(x2181,x2182)+E(f80(x2183,x2181),f80(x2183,x2182))
% 161.92/161.99 [219]~E(x2191,x2192)+E(f302(x2191,x2193),f302(x2192,x2193))
% 161.92/161.99 [220]~E(x2201,x2202)+E(f302(x2203,x2201),f302(x2203,x2202))
% 161.92/161.99 [221]~E(x2211,x2212)+E(f186(x2211,x2213),f186(x2212,x2213))
% 161.92/161.99 [222]~E(x2221,x2222)+E(f186(x2223,x2221),f186(x2223,x2222))
% 161.92/161.99 [223]~E(x2231,x2232)+E(f182(x2231,x2233),f182(x2232,x2233))
% 161.92/161.99 [224]~E(x2241,x2242)+E(f182(x2243,x2241),f182(x2243,x2242))
% 161.92/161.99 [225]~E(x2251,x2252)+E(f315(x2251),f315(x2252))
% 161.92/161.99 [226]~E(x2261,x2262)+E(f342(x2261),f342(x2262))
% 161.92/161.99 [227]~E(x2271,x2272)+E(f70(x2271,x2273),f70(x2272,x2273))
% 161.92/161.99 [228]~E(x2281,x2282)+E(f70(x2283,x2281),f70(x2283,x2282))
% 161.92/161.99 [229]~E(x2291,x2292)+E(f44(x2291),f44(x2292))
% 161.92/161.99 [230]~E(x2301,x2302)+E(f98(x2301,x2303),f98(x2302,x2303))
% 161.92/161.99 [231]~E(x2311,x2312)+E(f98(x2313,x2311),f98(x2313,x2312))
% 161.92/161.99 [232]~E(x2321,x2322)+E(f33(x2321),f33(x2322))
% 161.92/161.99 [233]~E(x2331,x2332)+E(f67(x2331,x2333),f67(x2332,x2333))
% 161.92/161.99 [234]~E(x2341,x2342)+E(f67(x2343,x2341),f67(x2343,x2342))
% 161.92/161.99 [235]~E(x2351,x2352)+E(f53(x2351,x2353,x2354,x2355,x2356),f53(x2352,x2353,x2354,x2355,x2356))
% 161.92/161.99 [236]~E(x2361,x2362)+E(f53(x2363,x2361,x2364,x2365,x2366),f53(x2363,x2362,x2364,x2365,x2366))
% 161.92/161.99 [237]~E(x2371,x2372)+E(f53(x2373,x2374,x2371,x2375,x2376),f53(x2373,x2374,x2372,x2375,x2376))
% 161.92/161.99 [238]~E(x2381,x2382)+E(f53(x2383,x2384,x2385,x2381,x2386),f53(x2383,x2384,x2385,x2382,x2386))
% 161.92/161.99 [239]~E(x2391,x2392)+E(f53(x2393,x2394,x2395,x2396,x2391),f53(x2393,x2394,x2395,x2396,x2392))
% 161.92/161.99 [240]~E(x2401,x2402)+E(f241(x2401),f241(x2402))
% 161.92/161.99 [241]~E(x2411,x2412)+E(f242(x2411),f242(x2412))
% 161.92/161.99 [242]~E(x2421,x2422)+E(f38(x2421),f38(x2422))
% 161.92/161.99 [243]~E(x2431,x2432)+E(f39(x2431),f39(x2432))
% 161.92/161.99 [244]~E(x2441,x2442)+E(f306(x2441,x2443,x2444),f306(x2442,x2443,x2444))
% 161.92/161.99 [245]~E(x2451,x2452)+E(f306(x2453,x2451,x2454),f306(x2453,x2452,x2454))
% 161.92/161.99 [246]~E(x2461,x2462)+E(f306(x2463,x2464,x2461),f306(x2463,x2464,x2462))
% 161.92/161.99 [247]~E(x2471,x2472)+E(f110(x2471,x2473),f110(x2472,x2473))
% 161.92/161.99 [248]~E(x2481,x2482)+E(f110(x2483,x2481),f110(x2483,x2482))
% 161.92/161.99 [249]~E(x2491,x2492)+E(f227(x2491,x2493),f227(x2492,x2493))
% 161.92/161.99 [250]~E(x2501,x2502)+E(f227(x2503,x2501),f227(x2503,x2502))
% 161.92/161.99 [251]~E(x2511,x2512)+E(f41(x2511),f41(x2512))
% 161.92/161.99 [252]~E(x2521,x2522)+E(f270(x2521,x2523,x2524),f270(x2522,x2523,x2524))
% 161.92/161.99 [253]~E(x2531,x2532)+E(f270(x2533,x2531,x2534),f270(x2533,x2532,x2534))
% 161.92/161.99 [254]~E(x2541,x2542)+E(f270(x2543,x2544,x2541),f270(x2543,x2544,x2542))
% 161.92/161.99 [255]~E(x2551,x2552)+E(f330(x2551),f330(x2552))
% 161.92/161.99 [256]~E(x2561,x2562)+E(f40(x2561),f40(x2562))
% 161.92/161.99 [257]~E(x2571,x2572)+E(f163(x2571,x2573,x2574,x2575),f163(x2572,x2573,x2574,x2575))
% 161.92/161.99 [258]~E(x2581,x2582)+E(f163(x2583,x2581,x2584,x2585),f163(x2583,x2582,x2584,x2585))
% 161.92/161.99 [259]~E(x2591,x2592)+E(f163(x2593,x2594,x2591,x2595),f163(x2593,x2594,x2592,x2595))
% 161.92/161.99 [260]~E(x2601,x2602)+E(f163(x2603,x2604,x2605,x2601),f163(x2603,x2604,x2605,x2602))
% 161.92/161.99 [261]~E(x2611,x2612)+E(f89(x2611,x2613),f89(x2612,x2613))
% 161.92/161.99 [262]~E(x2621,x2622)+E(f89(x2623,x2621),f89(x2623,x2622))
% 161.92/161.99 [263]~E(x2631,x2632)+E(f154(x2631,x2633),f154(x2632,x2633))
% 161.92/161.99 [264]~E(x2641,x2642)+E(f154(x2643,x2641),f154(x2643,x2642))
% 161.92/161.99 [265]~E(x2651,x2652)+E(f158(x2651,x2653,x2654),f158(x2652,x2653,x2654))
% 161.92/161.99 [266]~E(x2661,x2662)+E(f158(x2663,x2661,x2664),f158(x2663,x2662,x2664))
% 161.92/161.99 [267]~E(x2671,x2672)+E(f158(x2673,x2674,x2671),f158(x2673,x2674,x2672))
% 161.92/161.99 [268]~E(x2681,x2682)+E(f130(x2681,x2683,x2684),f130(x2682,x2683,x2684))
% 161.92/161.99 [269]~E(x2691,x2692)+E(f130(x2693,x2691,x2694),f130(x2693,x2692,x2694))
% 161.92/161.99 [270]~E(x2701,x2702)+E(f130(x2703,x2704,x2701),f130(x2703,x2704,x2702))
% 161.92/161.99 [271]~E(x2711,x2712)+E(f145(x2711),f145(x2712))
% 161.92/161.99 [272]~E(x2721,x2722)+E(f126(x2721,x2723,x2724),f126(x2722,x2723,x2724))
% 161.92/161.99 [273]~E(x2731,x2732)+E(f126(x2733,x2731,x2734),f126(x2733,x2732,x2734))
% 161.92/161.99 [274]~E(x2741,x2742)+E(f126(x2743,x2744,x2741),f126(x2743,x2744,x2742))
% 161.92/161.99 [275]~E(x2751,x2752)+E(f55(x2751),f55(x2752))
% 161.92/161.99 [276]~E(x2761,x2762)+E(f150(x2761,x2763,x2764),f150(x2762,x2763,x2764))
% 161.92/161.99 [277]~E(x2771,x2772)+E(f150(x2773,x2771,x2774),f150(x2773,x2772,x2774))
% 161.92/161.99 [278]~E(x2781,x2782)+E(f150(x2783,x2784,x2781),f150(x2783,x2784,x2782))
% 161.92/161.99 [279]~E(x2791,x2792)+E(f164(x2791,x2793,x2794,x2795,x2796,x2797,x2798),f164(x2792,x2793,x2794,x2795,x2796,x2797,x2798))
% 161.92/161.99 [280]~E(x2801,x2802)+E(f164(x2803,x2801,x2804,x2805,x2806,x2807,x2808),f164(x2803,x2802,x2804,x2805,x2806,x2807,x2808))
% 161.92/161.99 [281]~E(x2811,x2812)+E(f164(x2813,x2814,x2811,x2815,x2816,x2817,x2818),f164(x2813,x2814,x2812,x2815,x2816,x2817,x2818))
% 161.92/161.99 [282]~E(x2821,x2822)+E(f164(x2823,x2824,x2825,x2821,x2826,x2827,x2828),f164(x2823,x2824,x2825,x2822,x2826,x2827,x2828))
% 161.92/161.99 [283]~E(x2831,x2832)+E(f164(x2833,x2834,x2835,x2836,x2831,x2837,x2838),f164(x2833,x2834,x2835,x2836,x2832,x2837,x2838))
% 161.92/161.99 [284]~E(x2841,x2842)+E(f164(x2843,x2844,x2845,x2846,x2847,x2841,x2848),f164(x2843,x2844,x2845,x2846,x2847,x2842,x2848))
% 161.92/161.99 [285]~E(x2851,x2852)+E(f164(x2853,x2854,x2855,x2856,x2857,x2858,x2851),f164(x2853,x2854,x2855,x2856,x2857,x2858,x2852))
% 161.92/161.99 [286]~E(x2861,x2862)+E(f157(x2861,x2863),f157(x2862,x2863))
% 161.92/161.99 [287]~E(x2871,x2872)+E(f157(x2873,x2871),f157(x2873,x2872))
% 161.92/161.99 [288]~E(x2881,x2882)+E(f170(x2881,x2883,x2884),f170(x2882,x2883,x2884))
% 161.92/161.99 [289]~E(x2891,x2892)+E(f170(x2893,x2891,x2894),f170(x2893,x2892,x2894))
% 161.92/161.99 [290]~E(x2901,x2902)+E(f170(x2903,x2904,x2901),f170(x2903,x2904,x2902))
% 161.92/161.99 [291]~E(x2911,x2912)+E(f160(x2911,x2913,x2914),f160(x2912,x2913,x2914))
% 161.92/161.99 [292]~E(x2921,x2922)+E(f160(x2923,x2921,x2924),f160(x2923,x2922,x2924))
% 161.92/161.99 [293]~E(x2931,x2932)+E(f160(x2933,x2934,x2931),f160(x2933,x2934,x2932))
% 161.92/161.99 [294]~E(x2941,x2942)+E(f328(x2941,x2943),f328(x2942,x2943))
% 161.92/161.99 [295]~E(x2951,x2952)+E(f328(x2953,x2951),f328(x2953,x2952))
% 161.92/161.99 [296]~E(x2961,x2962)+E(f298(x2961,x2963),f298(x2962,x2963))
% 161.92/161.99 [297]~E(x2971,x2972)+E(f298(x2973,x2971),f298(x2973,x2972))
% 161.92/161.99 [298]~E(x2981,x2982)+E(f307(x2981,x2983,x2984,x2985,x2986),f307(x2982,x2983,x2984,x2985,x2986))
% 161.92/161.99 [299]~E(x2991,x2992)+E(f307(x2993,x2991,x2994,x2995,x2996),f307(x2993,x2992,x2994,x2995,x2996))
% 161.92/161.99 [300]~E(x3001,x3002)+E(f307(x3003,x3004,x3001,x3005,x3006),f307(x3003,x3004,x3002,x3005,x3006))
% 161.92/161.99 [301]~E(x3011,x3012)+E(f307(x3013,x3014,x3015,x3011,x3016),f307(x3013,x3014,x3015,x3012,x3016))
% 161.92/161.99 [302]~E(x3021,x3022)+E(f307(x3023,x3024,x3025,x3026,x3021),f307(x3023,x3024,x3025,x3026,x3022))
% 161.92/161.99 [303]~E(x3031,x3032)+E(f243(x3031),f243(x3032))
% 161.92/161.99 [304]~E(x3041,x3042)+E(f212(x3041),f212(x3042))
% 161.92/161.99 [305]~E(x3051,x3052)+E(f213(x3051),f213(x3052))
% 161.92/161.99 [306]~E(x3061,x3062)+E(f135(x3061,x3063,x3064,x3065),f135(x3062,x3063,x3064,x3065))
% 161.92/161.99 [307]~E(x3071,x3072)+E(f135(x3073,x3071,x3074,x3075),f135(x3073,x3072,x3074,x3075))
% 161.92/161.99 [308]~E(x3081,x3082)+E(f135(x3083,x3084,x3081,x3085),f135(x3083,x3084,x3082,x3085))
% 161.92/161.99 [309]~E(x3091,x3092)+E(f135(x3093,x3094,x3095,x3091),f135(x3093,x3094,x3095,x3092))
% 161.92/161.99 [310]~E(x3101,x3102)+E(f101(x3101),f101(x3102))
% 161.92/161.99 [311]~E(x3111,x3112)+E(f322(x3111,x3113,x3114),f322(x3112,x3113,x3114))
% 161.92/161.99 [312]~E(x3121,x3122)+E(f322(x3123,x3121,x3124),f322(x3123,x3122,x3124))
% 161.92/161.99 [313]~E(x3131,x3132)+E(f322(x3133,x3134,x3131),f322(x3133,x3134,x3132))
% 161.92/161.99 [314]~E(x3141,x3142)+E(f9(x3141),f9(x3142))
% 161.92/161.99 [315]~E(x3151,x3152)+E(f90(x3151,x3153,x3154,x3155),f90(x3152,x3153,x3154,x3155))
% 161.92/161.99 [316]~E(x3161,x3162)+E(f90(x3163,x3161,x3164,x3165),f90(x3163,x3162,x3164,x3165))
% 161.92/161.99 [317]~E(x3171,x3172)+E(f90(x3173,x3174,x3171,x3175),f90(x3173,x3174,x3172,x3175))
% 161.92/161.99 [318]~E(x3181,x3182)+E(f90(x3183,x3184,x3185,x3181),f90(x3183,x3184,x3185,x3182))
% 161.92/161.99 [319]~E(x3191,x3192)+E(f127(x3191,x3193,x3194),f127(x3192,x3193,x3194))
% 161.92/161.99 [320]~E(x3201,x3202)+E(f127(x3203,x3201,x3204),f127(x3203,x3202,x3204))
% 161.92/161.99 [321]~E(x3211,x3212)+E(f127(x3213,x3214,x3211),f127(x3213,x3214,x3212))
% 161.92/161.99 [322]~E(x3221,x3222)+E(f152(x3221,x3223,x3224,x3225),f152(x3222,x3223,x3224,x3225))
% 161.92/161.99 [323]~E(x3231,x3232)+E(f152(x3233,x3231,x3234,x3235),f152(x3233,x3232,x3234,x3235))
% 161.92/161.99 [324]~E(x3241,x3242)+E(f152(x3243,x3244,x3241,x3245),f152(x3243,x3244,x3242,x3245))
% 161.92/161.99 [325]~E(x3251,x3252)+E(f152(x3253,x3254,x3255,x3251),f152(x3253,x3254,x3255,x3252))
% 161.92/161.99 [326]~E(x3261,x3262)+E(f23(x3261),f23(x3262))
% 161.92/161.99 [327]~E(x3271,x3272)+E(f71(x3271,x3273,x3274),f71(x3272,x3273,x3274))
% 161.92/161.99 [328]~E(x3281,x3282)+E(f71(x3283,x3281,x3284),f71(x3283,x3282,x3284))
% 161.92/161.99 [329]~E(x3291,x3292)+E(f71(x3293,x3294,x3291),f71(x3293,x3294,x3292))
% 161.92/161.99 [330]~E(x3301,x3302)+E(f4(x3301,x3303),f4(x3302,x3303))
% 161.92/161.99 [331]~E(x3311,x3312)+E(f4(x3313,x3311),f4(x3313,x3312))
% 161.92/161.99 [332]~E(x3321,x3322)+E(f111(x3321,x3323),f111(x3322,x3323))
% 161.92/161.99 [333]~E(x3331,x3332)+E(f111(x3333,x3331),f111(x3333,x3332))
% 161.92/161.99 [334]~E(x3341,x3342)+E(f96(x3341),f96(x3342))
% 161.92/161.99 [335]~E(x3351,x3352)+E(f156(x3351,x3353),f156(x3352,x3353))
% 161.92/161.99 [336]~E(x3361,x3362)+E(f156(x3363,x3361),f156(x3363,x3362))
% 161.92/161.99 [337]~E(x3371,x3372)+E(f324(x3371,x3373),f324(x3372,x3373))
% 161.92/161.99 [338]~E(x3381,x3382)+E(f324(x3383,x3381),f324(x3383,x3382))
% 161.92/161.99 [339]~E(x3391,x3392)+E(f312(x3391,x3393,x3394),f312(x3392,x3393,x3394))
% 161.92/161.99 [340]~E(x3401,x3402)+E(f312(x3403,x3401,x3404),f312(x3403,x3402,x3404))
% 161.92/161.99 [341]~E(x3411,x3412)+E(f312(x3413,x3414,x3411),f312(x3413,x3414,x3412))
% 161.92/161.99 [342]~E(x3421,x3422)+E(f244(x3421),f244(x3422))
% 161.92/161.99 [343]~E(x3431,x3432)+E(f214(x3431),f214(x3432))
% 161.92/161.99 [344]~E(x3441,x3442)+E(f221(x3441),f221(x3442))
% 161.92/161.99 [345]~E(x3451,x3452)+E(f197(x3451,x3453),f197(x3452,x3453))
% 161.92/161.99 [346]~E(x3461,x3462)+E(f197(x3463,x3461),f197(x3463,x3462))
% 161.92/161.99 [347]~E(x3471,x3472)+E(f42(x3471),f42(x3472))
% 161.92/161.99 [348]~E(x3481,x3482)+E(f43(x3481),f43(x3482))
% 161.92/161.99 [349]~E(x3491,x3492)+E(f60(x3491,x3493),f60(x3492,x3493))
% 161.92/161.99 [350]~E(x3501,x3502)+E(f60(x3503,x3501),f60(x3503,x3502))
% 161.92/161.99 [351]~E(x3511,x3512)+E(f82(x3511,x3513),f82(x3512,x3513))
% 161.92/161.99 [352]~E(x3521,x3522)+E(f82(x3523,x3521),f82(x3523,x3522))
% 161.92/161.99 [353]~E(x3531,x3532)+E(f148(x3531,x3533),f148(x3532,x3533))
% 161.92/161.99 [354]~E(x3541,x3542)+E(f148(x3543,x3541),f148(x3543,x3542))
% 161.92/161.99 [355]~E(x3551,x3552)+E(f8(x3551),f8(x3552))
% 161.92/161.99 [356]~E(x3561,x3562)+E(f336(x3561,x3563),f336(x3562,x3563))
% 161.92/161.99 [357]~E(x3571,x3572)+E(f336(x3573,x3571),f336(x3573,x3572))
% 161.92/161.99 [358]~E(x3581,x3582)+E(f10(x3581),f10(x3582))
% 161.92/161.99 [359]~E(x3591,x3592)+E(f11(x3591),f11(x3592))
% 161.92/161.99 [360]~E(x3601,x3602)+E(f332(x3601,x3603),f332(x3602,x3603))
% 161.92/161.99 [361]~E(x3611,x3612)+E(f332(x3613,x3611),f332(x3613,x3612))
% 161.92/161.99 [362]~E(x3621,x3622)+E(f196(x3621,x3623),f196(x3622,x3623))
% 161.92/161.99 [363]~E(x3631,x3632)+E(f196(x3633,x3631),f196(x3633,x3632))
% 161.92/161.99 [364]~E(x3641,x3642)+E(f215(x3641),f215(x3642))
% 161.92/161.99 [365]~E(x3651,x3652)+E(f255(x3651),f255(x3652))
% 161.92/161.99 [366]~E(x3661,x3662)+E(f107(x3661,x3663,x3664),f107(x3662,x3663,x3664))
% 161.92/161.99 [367]~E(x3671,x3672)+E(f107(x3673,x3671,x3674),f107(x3673,x3672,x3674))
% 161.92/161.99 [368]~E(x3681,x3682)+E(f107(x3683,x3684,x3681),f107(x3683,x3684,x3682))
% 161.92/161.99 [369]~E(x3691,x3692)+E(f155(x3691,x3693),f155(x3692,x3693))
% 161.92/161.99 [370]~E(x3701,x3702)+E(f155(x3703,x3701),f155(x3703,x3702))
% 161.92/161.99 [371]~E(x3711,x3712)+E(f142(x3711),f142(x3712))
% 161.92/161.99 [372]~E(x3721,x3722)+E(f68(x3721,x3723),f68(x3722,x3723))
% 161.92/161.99 [373]~E(x3731,x3732)+E(f68(x3733,x3731),f68(x3733,x3732))
% 161.92/161.99 [374]~E(x3741,x3742)+E(f64(x3741,x3743),f64(x3742,x3743))
% 161.92/161.99 [375]~E(x3751,x3752)+E(f64(x3753,x3751),f64(x3753,x3752))
% 161.92/161.99 [376]~E(x3761,x3762)+E(f105(x3761),f105(x3762))
% 161.92/161.99 [377]~E(x3771,x3772)+E(f240(x3771),f240(x3772))
% 161.92/161.99 [378]~E(x3781,x3782)+E(f65(x3781),f65(x3782))
% 161.92/161.99 [379]~E(x3791,x3792)+E(f194(x3791,x3793,x3794),f194(x3792,x3793,x3794))
% 161.92/161.99 [380]~E(x3801,x3802)+E(f194(x3803,x3801,x3804),f194(x3803,x3802,x3804))
% 161.92/161.99 [381]~E(x3811,x3812)+E(f194(x3813,x3814,x3811),f194(x3813,x3814,x3812))
% 161.92/161.99 [382]~E(x3821,x3822)+E(f320(x3821),f320(x3822))
% 161.92/161.99 [383]~E(x3831,x3832)+E(f207(x3831,x3833,x3834),f207(x3832,x3833,x3834))
% 161.92/161.99 [384]~E(x3841,x3842)+E(f207(x3843,x3841,x3844),f207(x3843,x3842,x3844))
% 161.92/161.99 [385]~E(x3851,x3852)+E(f207(x3853,x3854,x3851),f207(x3853,x3854,x3852))
% 161.92/161.99 [386]~E(x3861,x3862)+E(f128(x3861,x3863,x3864),f128(x3862,x3863,x3864))
% 161.92/161.99 [387]~E(x3871,x3872)+E(f128(x3873,x3871,x3874),f128(x3873,x3872,x3874))
% 161.92/161.99 [388]~E(x3881,x3882)+E(f128(x3883,x3884,x3881),f128(x3883,x3884,x3882))
% 161.92/161.99 [389]~E(x3891,x3892)+E(f275(x3891,x3893),f275(x3892,x3893))
% 161.92/161.99 [390]~E(x3901,x3902)+E(f275(x3903,x3901),f275(x3903,x3902))
% 161.92/161.99 [391]~E(x3911,x3912)+E(f245(x3911),f245(x3912))
% 161.92/161.99 [392]~E(x3921,x3922)+E(f239(x3921),f239(x3922))
% 161.92/161.99 [393]~E(x3931,x3932)+E(f153(x3931,x3933),f153(x3932,x3933))
% 161.92/161.99 [394]~E(x3941,x3942)+E(f153(x3943,x3941),f153(x3943,x3942))
% 161.92/161.99 [395]~E(x3951,x3952)+E(f262(x3951,x3953,x3954),f262(x3952,x3953,x3954))
% 161.92/161.99 [396]~E(x3961,x3962)+E(f262(x3963,x3961,x3964),f262(x3963,x3962,x3964))
% 161.92/161.99 [397]~E(x3971,x3972)+E(f262(x3973,x3974,x3971),f262(x3973,x3974,x3972))
% 161.92/161.99 [398]~E(x3981,x3982)+E(f136(x3981,x3983,x3984,x3985),f136(x3982,x3983,x3984,x3985))
% 161.92/161.99 [399]~E(x3991,x3992)+E(f136(x3993,x3991,x3994,x3995),f136(x3993,x3992,x3994,x3995))
% 161.92/161.99 [400]~E(x4001,x4002)+E(f136(x4003,x4004,x4001,x4005),f136(x4003,x4004,x4002,x4005))
% 161.92/161.99 [401]~E(x4011,x4012)+E(f136(x4013,x4014,x4015,x4011),f136(x4013,x4014,x4015,x4012))
% 161.92/161.99 [402]~E(x4021,x4022)+E(f99(x4021),f99(x4022))
% 161.92/161.99 [403]~E(x4031,x4032)+E(f102(x4031),f102(x4032))
% 161.92/161.99 [404]~E(x4041,x4042)+E(f264(x4041,x4043,x4044),f264(x4042,x4043,x4044))
% 161.92/161.99 [405]~E(x4051,x4052)+E(f264(x4053,x4051,x4054),f264(x4053,x4052,x4054))
% 161.92/161.99 [406]~E(x4061,x4062)+E(f264(x4063,x4064,x4061),f264(x4063,x4064,x4062))
% 161.92/161.99 [407]~E(x4071,x4072)+E(f226(x4071,x4073),f226(x4072,x4073))
% 161.92/161.99 [408]~E(x4081,x4082)+E(f226(x4083,x4081),f226(x4083,x4082))
% 161.92/161.99 [409]~E(x4091,x4092)+E(f305(x4091,x4093),f305(x4092,x4093))
% 161.92/161.99 [410]~E(x4101,x4102)+E(f305(x4103,x4101),f305(x4103,x4102))
% 161.92/161.99 [411]~E(x4111,x4112)+E(f97(x4111,x4113,x4114),f97(x4112,x4113,x4114))
% 161.92/161.99 [412]~E(x4121,x4122)+E(f97(x4123,x4121,x4124),f97(x4123,x4122,x4124))
% 161.92/161.99 [413]~E(x4131,x4132)+E(f97(x4133,x4134,x4131),f97(x4133,x4134,x4132))
% 161.92/161.99 [414]~E(x4141,x4142)+E(f308(x4141,x4143,x4144),f308(x4142,x4143,x4144))
% 161.92/161.99 [415]~E(x4151,x4152)+E(f308(x4153,x4151,x4154),f308(x4153,x4152,x4154))
% 161.92/161.99 [416]~E(x4161,x4162)+E(f308(x4163,x4164,x4161),f308(x4163,x4164,x4162))
% 161.92/161.99 [417]~E(x4171,x4172)+E(f258(x4171,x4173),f258(x4172,x4173))
% 161.92/161.99 [418]~E(x4181,x4182)+E(f258(x4183,x4181),f258(x4183,x4182))
% 161.92/161.99 [419]~E(x4191,x4192)+E(f103(x4191,x4193,x4194,x4195),f103(x4192,x4193,x4194,x4195))
% 161.92/161.99 [420]~E(x4201,x4202)+E(f103(x4203,x4201,x4204,x4205),f103(x4203,x4202,x4204,x4205))
% 161.92/161.99 [421]~E(x4211,x4212)+E(f103(x4213,x4214,x4211,x4215),f103(x4213,x4214,x4212,x4215))
% 161.92/161.99 [422]~E(x4221,x4222)+E(f103(x4223,x4224,x4225,x4221),f103(x4223,x4224,x4225,x4222))
% 161.92/161.99 [423]~E(x4231,x4232)+E(f225(x4231,x4233),f225(x4232,x4233))
% 161.92/161.99 [424]~E(x4241,x4242)+E(f225(x4243,x4241),f225(x4243,x4242))
% 161.92/161.99 [425]~E(x4251,x4252)+E(f339(x4251,x4253),f339(x4252,x4253))
% 161.92/161.99 [426]~E(x4261,x4262)+E(f339(x4263,x4261),f339(x4263,x4262))
% 161.92/161.99 [427]~E(x4271,x4272)+E(f69(x4271,x4273),f69(x4272,x4273))
% 161.92/161.99 [428]~E(x4281,x4282)+E(f69(x4283,x4281),f69(x4283,x4282))
% 161.92/161.99 [429]~E(x4291,x4292)+E(f271(x4291),f271(x4292))
% 161.92/161.99 [430]~E(x4301,x4302)+E(f272(x4301),f272(x4302))
% 161.92/161.99 [431]~E(x4311,x4312)+E(f178(x4311),f178(x4312))
% 161.92/161.99 [432]~E(x4321,x4322)+E(f78(x4321,x4323,x4324,x4325,x4326),f78(x4322,x4323,x4324,x4325,x4326))
% 161.92/161.99 [433]~E(x4331,x4332)+E(f78(x4333,x4331,x4334,x4335,x4336),f78(x4333,x4332,x4334,x4335,x4336))
% 161.92/161.99 [434]~E(x4341,x4342)+E(f78(x4343,x4344,x4341,x4345,x4346),f78(x4343,x4344,x4342,x4345,x4346))
% 161.92/161.99 [435]~E(x4351,x4352)+E(f78(x4353,x4354,x4355,x4351,x4356),f78(x4353,x4354,x4355,x4352,x4356))
% 161.92/161.99 [436]~E(x4361,x4362)+E(f78(x4363,x4364,x4365,x4366,x4361),f78(x4363,x4364,x4365,x4366,x4362))
% 161.92/161.99 [437]~E(x4371,x4372)+E(f333(x4371,x4373,x4374),f333(x4372,x4373,x4374))
% 161.92/161.99 [438]~E(x4381,x4382)+E(f333(x4383,x4381,x4384),f333(x4383,x4382,x4384))
% 161.92/161.99 [439]~E(x4391,x4392)+E(f333(x4393,x4394,x4391),f333(x4393,x4394,x4392))
% 161.92/161.99 [440]~E(x4401,x4402)+E(f296(x4401,x4403),f296(x4402,x4403))
% 161.92/161.99 [441]~E(x4411,x4412)+E(f296(x4413,x4411),f296(x4413,x4412))
% 161.92/161.99 [442]~E(x4421,x4422)+E(f347(x4421,x4423,x4424),f347(x4422,x4423,x4424))
% 161.92/161.99 [443]~E(x4431,x4432)+E(f347(x4433,x4431,x4434),f347(x4433,x4432,x4434))
% 161.92/161.99 [444]~E(x4441,x4442)+E(f347(x4443,x4444,x4441),f347(x4443,x4444,x4442))
% 161.92/161.99 [445]~E(x4451,x4452)+E(f31(x4451,x4453,x4454,x4455),f31(x4452,x4453,x4454,x4455))
% 161.92/161.99 [446]~E(x4461,x4462)+E(f31(x4463,x4461,x4464,x4465),f31(x4463,x4462,x4464,x4465))
% 161.92/161.99 [447]~E(x4471,x4472)+E(f31(x4473,x4474,x4471,x4475),f31(x4473,x4474,x4472,x4475))
% 161.92/161.99 [448]~E(x4481,x4482)+E(f31(x4483,x4484,x4485,x4481),f31(x4483,x4484,x4485,x4482))
% 161.92/161.99 [449]~E(x4491,x4492)+E(f133(x4491,x4493,x4494,x4495),f133(x4492,x4493,x4494,x4495))
% 161.92/161.99 [450]~E(x4501,x4502)+E(f133(x4503,x4501,x4504,x4505),f133(x4503,x4502,x4504,x4505))
% 161.92/161.99 [451]~E(x4511,x4512)+E(f133(x4513,x4514,x4511,x4515),f133(x4513,x4514,x4512,x4515))
% 161.92/161.99 [452]~E(x4521,x4522)+E(f133(x4523,x4524,x4525,x4521),f133(x4523,x4524,x4525,x4522))
% 161.92/161.99 [453]~E(x4531,x4532)+E(f247(x4531,x4533),f247(x4532,x4533))
% 161.92/161.99 [454]~E(x4541,x4542)+E(f247(x4543,x4541),f247(x4543,x4542))
% 161.92/161.99 [455]~E(x4551,x4552)+E(f185(x4551,x4553,x4554),f185(x4552,x4553,x4554))
% 161.92/161.99 [456]~E(x4561,x4562)+E(f185(x4563,x4561,x4564),f185(x4563,x4562,x4564))
% 161.92/161.99 [457]~E(x4571,x4572)+E(f185(x4573,x4574,x4571),f185(x4573,x4574,x4572))
% 161.92/161.99 [458]~E(x4581,x4582)+E(f199(x4581),f199(x4582))
% 161.92/161.99 [459]~E(x4591,x4592)+E(f177(x4591),f177(x4592))
% 161.92/161.99 [460]~E(x4601,x4602)+E(f56(x4601),f56(x4602))
% 161.92/161.99 [461]~E(x4611,x4612)+E(f113(x4611,x4613,x4614),f113(x4612,x4613,x4614))
% 161.92/161.99 [462]~E(x4621,x4622)+E(f113(x4623,x4621,x4624),f113(x4623,x4622,x4624))
% 161.92/161.99 [463]~E(x4631,x4632)+E(f113(x4633,x4634,x4631),f113(x4633,x4634,x4632))
% 161.92/161.99 [464]~E(x4641,x4642)+E(f146(x4641,x4643),f146(x4642,x4643))
% 161.92/161.99 [465]~E(x4651,x4652)+E(f146(x4653,x4651),f146(x4653,x4652))
% 161.92/161.99 [466]~E(x4661,x4662)+E(f304(x4661,x4663,x4664),f304(x4662,x4663,x4664))
% 161.92/161.99 [467]~E(x4671,x4672)+E(f304(x4673,x4671,x4674),f304(x4673,x4672,x4674))
% 161.92/161.99 [468]~E(x4681,x4682)+E(f304(x4683,x4684,x4681),f304(x4683,x4684,x4682))
% 161.92/161.99 [469]~E(x4691,x4692)+E(f309(x4691,x4693,x4694),f309(x4692,x4693,x4694))
% 161.92/161.99 [470]~E(x4701,x4702)+E(f309(x4703,x4701,x4704),f309(x4703,x4702,x4704))
% 161.92/161.99 [471]~E(x4711,x4712)+E(f309(x4713,x4714,x4711),f309(x4713,x4714,x4712))
% 161.92/161.99 [472]~E(x4721,x4722)+E(f294(x4721,x4723),f294(x4722,x4723))
% 161.92/161.99 [473]~E(x4731,x4732)+E(f294(x4733,x4731),f294(x4733,x4732))
% 161.92/161.99 [474]~E(x4741,x4742)+E(f317(x4741,x4743),f317(x4742,x4743))
% 161.92/161.99 [475]~E(x4751,x4752)+E(f317(x4753,x4751),f317(x4753,x4752))
% 161.92/161.99 [476]~E(x4761,x4762)+E(f295(x4761,x4763),f295(x4762,x4763))
% 161.92/161.99 [477]~E(x4771,x4772)+E(f295(x4773,x4771),f295(x4773,x4772))
% 161.92/161.99 [478]~E(x4781,x4782)+E(f59(x4781),f59(x4782))
% 161.92/161.99 [479]~E(x4791,x4792)+E(f94(x4791,x4793),f94(x4792,x4793))
% 161.92/161.99 [480]~E(x4801,x4802)+E(f94(x4803,x4801),f94(x4803,x4802))
% 161.92/161.99 [481]~E(x4811,x4812)+E(f181(x4811),f181(x4812))
% 161.92/161.99 [482]~E(x4821,x4822)+E(f179(x4821),f179(x4822))
% 161.92/161.99 [483]~E(x4831,x4832)+E(f174(x4831,x4833),f174(x4832,x4833))
% 161.92/161.99 [484]~E(x4841,x4842)+E(f174(x4843,x4841),f174(x4843,x4842))
% 161.92/161.99 [485]~E(x4851,x4852)+E(f143(x4851),f143(x4852))
% 161.92/161.99 [486]~E(x4861,x4862)+E(f121(x4861,x4863,x4864),f121(x4862,x4863,x4864))
% 161.92/161.99 [487]~E(x4871,x4872)+E(f121(x4873,x4871,x4874),f121(x4873,x4872,x4874))
% 161.92/161.99 [488]~E(x4881,x4882)+E(f121(x4883,x4884,x4881),f121(x4883,x4884,x4882))
% 161.92/161.99 [489]~E(x4891,x4892)+E(f344(x4891,x4893,x4894),f344(x4892,x4893,x4894))
% 161.92/161.99 [490]~E(x4901,x4902)+E(f344(x4903,x4901,x4904),f344(x4903,x4902,x4904))
% 161.92/161.99 [491]~E(x4911,x4912)+E(f344(x4913,x4914,x4911),f344(x4913,x4914,x4912))
% 161.92/161.99 [492]~E(x4921,x4922)+E(f343(x4921,x4923),f343(x4922,x4923))
% 161.92/161.99 [493]~E(x4931,x4932)+E(f343(x4933,x4931),f343(x4933,x4932))
% 161.92/161.99 [494]~E(x4941,x4942)+E(f116(x4941,x4943,x4944,x4945),f116(x4942,x4943,x4944,x4945))
% 161.92/161.99 [495]~E(x4951,x4952)+E(f116(x4953,x4951,x4954,x4955),f116(x4953,x4952,x4954,x4955))
% 161.92/161.99 [496]~E(x4961,x4962)+E(f116(x4963,x4964,x4961,x4965),f116(x4963,x4964,x4962,x4965))
% 161.92/161.99 [497]~E(x4971,x4972)+E(f116(x4973,x4974,x4975,x4971),f116(x4973,x4974,x4975,x4972))
% 161.92/161.99 [498]~E(x4981,x4982)+E(f256(x4981,x4983),f256(x4982,x4983))
% 161.92/161.99 [499]~E(x4991,x4992)+E(f256(x4993,x4991),f256(x4993,x4992))
% 161.92/161.99 [500]~E(x5001,x5002)+E(f236(x5001,x5003),f236(x5002,x5003))
% 161.92/161.99 [501]~E(x5011,x5012)+E(f236(x5013,x5011),f236(x5013,x5012))
% 161.92/161.99 [502]~E(x5021,x5022)+E(f144(x5021,x5023),f144(x5022,x5023))
% 161.92/161.99 [503]~E(x5031,x5032)+E(f144(x5033,x5031),f144(x5033,x5032))
% 161.92/161.99 [504]~E(x5041,x5042)+E(f175(x5041,x5043,x5044,x5045),f175(x5042,x5043,x5044,x5045))
% 161.92/161.99 [505]~E(x5051,x5052)+E(f175(x5053,x5051,x5054,x5055),f175(x5053,x5052,x5054,x5055))
% 161.92/161.99 [506]~E(x5061,x5062)+E(f175(x5063,x5064,x5061,x5065),f175(x5063,x5064,x5062,x5065))
% 161.92/161.99 [507]~E(x5071,x5072)+E(f175(x5073,x5074,x5075,x5071),f175(x5073,x5074,x5075,x5072))
% 161.92/161.99 [508]~E(x5081,x5082)+E(f335(x5081,x5083),f335(x5082,x5083))
% 161.92/161.99 [509]~E(x5091,x5092)+E(f335(x5093,x5091),f335(x5093,x5092))
% 161.92/161.99 [510]~E(x5101,x5102)+E(f184(x5101,x5103),f184(x5102,x5103))
% 161.92/161.99 [511]~E(x5111,x5112)+E(f184(x5113,x5111),f184(x5113,x5112))
% 161.92/161.99 [512]~E(x5121,x5122)+E(f321(x5121),f321(x5122))
% 161.92/161.99 [513]~E(x5131,x5132)+E(f171(x5131,x5133),f171(x5132,x5133))
% 161.92/161.99 [514]~E(x5141,x5142)+E(f171(x5143,x5141),f171(x5143,x5142))
% 161.92/161.99 [515]~E(x5151,x5152)+E(f228(x5151,x5153),f228(x5152,x5153))
% 161.92/161.99 [516]~E(x5161,x5162)+E(f228(x5163,x5161),f228(x5163,x5162))
% 161.92/161.99 [517]~E(x5171,x5172)+E(f138(x5171),f138(x5172))
% 161.92/161.99 [518]~E(x5181,x5182)+E(f141(x5181,x5183,x5184),f141(x5182,x5183,x5184))
% 161.92/161.99 [519]~E(x5191,x5192)+E(f141(x5193,x5191,x5194),f141(x5193,x5192,x5194))
% 161.92/161.99 [520]~E(x5201,x5202)+E(f141(x5203,x5204,x5201),f141(x5203,x5204,x5202))
% 161.92/161.99 [521]~E(x5211,x5212)+E(f131(x5211,x5213,x5214),f131(x5212,x5213,x5214))
% 161.92/161.99 [522]~E(x5221,x5222)+E(f131(x5223,x5221,x5224),f131(x5223,x5222,x5224))
% 161.92/161.99 [523]~E(x5231,x5232)+E(f131(x5233,x5234,x5231),f131(x5233,x5234,x5232))
% 161.92/161.99 [524]~E(x5241,x5242)+E(f290(x5241,x5243),f290(x5242,x5243))
% 161.92/161.99 [525]~E(x5251,x5252)+E(f290(x5253,x5251),f290(x5253,x5252))
% 161.92/161.99 [526]~E(x5261,x5262)+E(f168(x5261,x5263,x5264),f168(x5262,x5263,x5264))
% 161.92/161.99 [527]~E(x5271,x5272)+E(f168(x5273,x5271,x5274),f168(x5273,x5272,x5274))
% 161.92/161.99 [528]~E(x5281,x5282)+E(f168(x5283,x5284,x5281),f168(x5283,x5284,x5282))
% 161.92/161.99 [529]~E(x5291,x5292)+E(f280(x5291,x5293),f280(x5292,x5293))
% 161.92/161.99 [530]~E(x5301,x5302)+E(f280(x5303,x5301),f280(x5303,x5302))
% 161.92/161.99 [531]~E(x5311,x5312)+E(f292(x5311,x5313,x5314),f292(x5312,x5313,x5314))
% 161.92/161.99 [532]~E(x5321,x5322)+E(f292(x5323,x5321,x5324),f292(x5323,x5322,x5324))
% 161.92/161.99 [533]~E(x5331,x5332)+E(f292(x5333,x5334,x5331),f292(x5333,x5334,x5332))
% 161.92/161.99 [534]~E(x5341,x5342)+E(f285(x5341,x5343),f285(x5342,x5343))
% 161.92/161.99 [535]~E(x5351,x5352)+E(f285(x5353,x5351),f285(x5353,x5352))
% 161.92/161.99 [536]~E(x5361,x5362)+E(f259(x5361,x5363),f259(x5362,x5363))
% 161.92/161.99 [537]~E(x5371,x5372)+E(f259(x5373,x5371),f259(x5373,x5372))
% 161.92/161.99 [538]~E(x5381,x5382)+E(f276(x5381,x5383),f276(x5382,x5383))
% 161.92/161.99 [539]~E(x5391,x5392)+E(f276(x5393,x5391),f276(x5393,x5392))
% 161.92/161.99 [540]~E(x5401,x5402)+E(f114(x5401,x5403,x5404),f114(x5402,x5403,x5404))
% 161.92/161.99 [541]~E(x5411,x5412)+E(f114(x5413,x5411,x5414),f114(x5413,x5412,x5414))
% 161.92/161.99 [542]~E(x5421,x5422)+E(f114(x5423,x5424,x5421),f114(x5423,x5424,x5422))
% 161.92/161.99 [543]~E(x5431,x5432)+E(f18(x5431,x5433,x5434),f18(x5432,x5433,x5434))
% 161.92/161.99 [544]~E(x5441,x5442)+E(f18(x5443,x5441,x5444),f18(x5443,x5442,x5444))
% 161.92/161.99 [545]~E(x5451,x5452)+E(f18(x5453,x5454,x5451),f18(x5453,x5454,x5452))
% 161.92/161.99 [546]~E(x5461,x5462)+E(f147(x5461,x5463),f147(x5462,x5463))
% 161.92/161.99 [547]~E(x5471,x5472)+E(f147(x5473,x5471),f147(x5473,x5472))
% 161.92/161.99 [548]~E(x5481,x5482)+E(f104(x5481),f104(x5482))
% 161.92/161.99 [549]~E(x5491,x5492)+E(f316(x5491),f316(x5492))
% 161.92/161.99 [550]~E(x5501,x5502)+E(f293(x5501,x5503,x5504),f293(x5502,x5503,x5504))
% 161.92/161.99 [551]~E(x5511,x5512)+E(f293(x5513,x5511,x5514),f293(x5513,x5512,x5514))
% 161.92/161.99 [552]~E(x5521,x5522)+E(f293(x5523,x5524,x5521),f293(x5523,x5524,x5522))
% 161.92/161.99 [553]~E(x5531,x5532)+E(f208(x5531,x5533,x5534,x5535),f208(x5532,x5533,x5534,x5535))
% 161.92/161.99 [554]~E(x5541,x5542)+E(f208(x5543,x5541,x5544,x5545),f208(x5543,x5542,x5544,x5545))
% 161.92/161.99 [555]~E(x5551,x5552)+E(f208(x5553,x5554,x5551,x5555),f208(x5553,x5554,x5552,x5555))
% 161.92/161.99 [556]~E(x5561,x5562)+E(f208(x5563,x5564,x5565,x5561),f208(x5563,x5564,x5565,x5562))
% 161.92/161.99 [557]~E(x5571,x5572)+E(f129(x5571,x5573,x5574),f129(x5572,x5573,x5574))
% 161.92/161.99 [558]~E(x5581,x5582)+E(f129(x5583,x5581,x5584),f129(x5583,x5582,x5584))
% 161.92/161.99 [559]~E(x5591,x5592)+E(f129(x5593,x5594,x5591),f129(x5593,x5594,x5592))
% 161.92/161.99 [560]~E(x5601,x5602)+E(f54(x5601),f54(x5602))
% 161.92/161.99 [561]~E(x5611,x5612)+E(f49(x5611,x5613,x5614),f49(x5612,x5613,x5614))
% 161.92/161.99 [562]~E(x5621,x5622)+E(f49(x5623,x5621,x5624),f49(x5623,x5622,x5624))
% 161.92/161.99 [563]~E(x5631,x5632)+E(f49(x5633,x5634,x5631),f49(x5633,x5634,x5632))
% 161.92/161.99 [564]~E(x5641,x5642)+E(f311(x5641,x5643),f311(x5642,x5643))
% 161.92/161.99 [565]~E(x5651,x5652)+E(f311(x5653,x5651),f311(x5653,x5652))
% 161.92/161.99 [566]~E(x5661,x5662)+E(f219(x5661,x5663),f219(x5662,x5663))
% 161.92/161.99 [567]~E(x5671,x5672)+E(f219(x5673,x5671),f219(x5673,x5672))
% 161.92/161.99 [568]~E(x5681,x5682)+E(f310(x5681,x5683),f310(x5682,x5683))
% 161.92/161.99 [569]~E(x5691,x5692)+E(f310(x5693,x5691),f310(x5693,x5692))
% 161.92/161.99 [570]~E(x5701,x5702)+E(f62(x5701,x5703,x5704),f62(x5702,x5703,x5704))
% 161.92/161.99 [571]~E(x5711,x5712)+E(f62(x5713,x5711,x5714),f62(x5713,x5712,x5714))
% 161.92/161.99 [572]~E(x5721,x5722)+E(f62(x5723,x5724,x5721),f62(x5723,x5724,x5722))
% 161.92/161.99 [573]~E(x5731,x5732)+E(f224(x5731,x5733),f224(x5732,x5733))
% 161.92/161.99 [574]~E(x5741,x5742)+E(f224(x5743,x5741),f224(x5743,x5742))
% 161.92/161.99 [575]~E(x5751,x5752)+E(f283(x5751,x5753,x5754),f283(x5752,x5753,x5754))
% 161.92/161.99 [576]~E(x5761,x5762)+E(f283(x5763,x5761,x5764),f283(x5763,x5762,x5764))
% 161.92/161.99 [577]~E(x5771,x5772)+E(f283(x5773,x5774,x5771),f283(x5773,x5774,x5772))
% 161.92/161.99 [578]~E(x5781,x5782)+E(f319(x5781),f319(x5782))
% 161.92/161.99 [579]~E(x5791,x5792)+E(f216(x5791,x5793),f216(x5792,x5793))
% 161.92/161.99 [580]~E(x5801,x5802)+E(f216(x5803,x5801),f216(x5803,x5802))
% 161.92/161.99 [581]~E(x5811,x5812)+E(f180(x5811),f180(x5812))
% 161.92/161.99 [582]~E(x5821,x5822)+E(f204(x5821,x5823,x5824),f204(x5822,x5823,x5824))
% 161.92/161.99 [583]~E(x5831,x5832)+E(f204(x5833,x5831,x5834),f204(x5833,x5832,x5834))
% 161.92/161.99 [584]~E(x5841,x5842)+E(f204(x5843,x5844,x5841),f204(x5843,x5844,x5842))
% 161.92/161.99 [585]~E(x5851,x5852)+E(f229(x5851),f229(x5852))
% 161.92/161.99 [586]~E(x5861,x5862)+E(f57(x5861),f57(x5862))
% 161.92/161.99 [587]~E(x5871,x5872)+E(f66(x5871,x5873,x5874),f66(x5872,x5873,x5874))
% 161.92/161.99 [588]~E(x5881,x5882)+E(f66(x5883,x5881,x5884),f66(x5883,x5882,x5884))
% 161.92/161.99 [589]~E(x5891,x5892)+E(f66(x5893,x5894,x5891),f66(x5893,x5894,x5892))
% 161.92/161.99 [590]~E(x5901,x5902)+E(f297(x5901,x5903,x5904),f297(x5902,x5903,x5904))
% 161.92/161.99 [591]~E(x5911,x5912)+E(f297(x5913,x5911,x5914),f297(x5913,x5912,x5914))
% 161.92/161.99 [592]~E(x5921,x5922)+E(f297(x5923,x5924,x5921),f297(x5923,x5924,x5922))
% 161.92/161.99 [593]~E(x5931,x5932)+E(f299(x5931,x5933),f299(x5932,x5933))
% 161.92/161.99 [594]~E(x5941,x5942)+E(f299(x5943,x5941),f299(x5943,x5942))
% 161.92/162.00 [595]~E(x5951,x5952)+E(f169(x5951,x5953,x5954),f169(x5952,x5953,x5954))
% 161.92/162.00 [596]~E(x5961,x5962)+E(f169(x5963,x5961,x5964),f169(x5963,x5962,x5964))
% 161.92/162.00 [597]~E(x5971,x5972)+E(f169(x5973,x5974,x5971),f169(x5973,x5974,x5972))
% 161.92/162.00 [598]~E(x5981,x5982)+E(f284(x5981,x5983),f284(x5982,x5983))
% 161.92/162.00 [599]~E(x5991,x5992)+E(f284(x5993,x5991),f284(x5993,x5992))
% 161.92/162.00 [600]~E(x6001,x6002)+E(f340(x6001,x6003,x6004),f340(x6002,x6003,x6004))
% 161.92/162.00 [601]~E(x6011,x6012)+E(f340(x6013,x6011,x6014),f340(x6013,x6012,x6014))
% 161.92/162.00 [602]~E(x6021,x6022)+E(f340(x6023,x6024,x6021),f340(x6023,x6024,x6022))
% 161.92/162.00 [603]~E(x6031,x6032)+E(f222(x6031,x6033),f222(x6032,x6033))
% 161.92/162.00 [604]~E(x6041,x6042)+E(f222(x6043,x6041),f222(x6043,x6042))
% 161.92/162.00 [605]~E(x6051,x6052)+E(f282(x6051,x6053,x6054,x6055),f282(x6052,x6053,x6054,x6055))
% 161.92/162.00 [606]~E(x6061,x6062)+E(f282(x6063,x6061,x6064,x6065),f282(x6063,x6062,x6064,x6065))
% 161.92/162.00 [607]~E(x6071,x6072)+E(f282(x6073,x6074,x6071,x6075),f282(x6073,x6074,x6072,x6075))
% 161.92/162.00 [608]~E(x6081,x6082)+E(f282(x6083,x6084,x6085,x6081),f282(x6083,x6084,x6085,x6082))
% 161.92/162.00 [609]~E(x6091,x6092)+E(f313(x6091,x6093,x6094),f313(x6092,x6093,x6094))
% 161.92/162.00 [610]~E(x6101,x6102)+E(f313(x6103,x6101,x6104),f313(x6103,x6102,x6104))
% 161.92/162.00 [611]~E(x6111,x6112)+E(f313(x6113,x6114,x6111),f313(x6113,x6114,x6112))
% 161.92/162.00 [612]~E(x6121,x6122)+E(f220(x6121,x6123,x6124),f220(x6122,x6123,x6124))
% 161.92/162.00 [613]~E(x6131,x6132)+E(f220(x6133,x6131,x6134),f220(x6133,x6132,x6134))
% 161.92/162.00 [614]~E(x6141,x6142)+E(f220(x6143,x6144,x6141),f220(x6143,x6144,x6142))
% 161.92/162.00 [615]~E(x6151,x6152)+E(f172(x6151,x6153,x6154,x6155),f172(x6152,x6153,x6154,x6155))
% 161.92/162.00 [616]~E(x6161,x6162)+E(f172(x6163,x6161,x6164,x6165),f172(x6163,x6162,x6164,x6165))
% 161.92/162.00 [617]~E(x6171,x6172)+E(f172(x6173,x6174,x6171,x6175),f172(x6173,x6174,x6172,x6175))
% 161.92/162.00 [618]~E(x6181,x6182)+E(f172(x6183,x6184,x6185,x6181),f172(x6183,x6184,x6185,x6182))
% 161.92/162.00 [619]~E(x6191,x6192)+E(f217(x6191,x6193),f217(x6192,x6193))
% 161.92/162.00 [620]~E(x6201,x6202)+E(f217(x6203,x6201),f217(x6203,x6202))
% 161.92/162.00 [621]~E(x6211,x6212)+E(f277(x6211,x6213,x6214),f277(x6212,x6213,x6214))
% 161.92/162.00 [622]~E(x6221,x6222)+E(f277(x6223,x6221,x6224),f277(x6223,x6222,x6224))
% 161.92/162.00 [623]~E(x6231,x6232)+E(f277(x6233,x6234,x6231),f277(x6233,x6234,x6232))
% 161.92/162.00 [624]~E(x6241,x6242)+E(f202(x6241,x6243),f202(x6242,x6243))
% 161.92/162.00 [625]~E(x6251,x6252)+E(f202(x6253,x6251),f202(x6253,x6252))
% 161.92/162.00 [626]~E(x6261,x6262)+E(f287(x6261,x6263),f287(x6262,x6263))
% 161.92/162.00 [627]~E(x6271,x6272)+E(f287(x6273,x6271),f287(x6273,x6272))
% 161.92/162.00 [628]~E(x6281,x6282)+E(f279(x6281,x6283),f279(x6282,x6283))
% 161.92/162.00 [629]~E(x6291,x6292)+E(f279(x6293,x6291),f279(x6293,x6292))
% 161.92/162.00 [630]~E(x6301,x6302)+E(f166(x6301,x6303,x6304),f166(x6302,x6303,x6304))
% 161.92/162.00 [631]~E(x6311,x6312)+E(f166(x6313,x6311,x6314),f166(x6313,x6312,x6314))
% 161.92/162.00 [632]~E(x6321,x6322)+E(f166(x6323,x6324,x6321),f166(x6323,x6324,x6322))
% 161.92/162.00 [633]~E(x6331,x6332)+E(f289(x6331,x6333),f289(x6332,x6333))
% 161.92/162.00 [634]~E(x6341,x6342)+E(f289(x6343,x6341),f289(x6343,x6342))
% 161.92/162.00 [635]~E(x6351,x6352)+E(f192(x6351,x6353),f192(x6352,x6353))
% 161.92/162.00 [636]~E(x6361,x6362)+E(f192(x6363,x6361),f192(x6363,x6362))
% 161.92/162.00 [637]~E(x6371,x6372)+E(f230(x6371),f230(x6372))
% 161.92/162.00 [638]~E(x6381,x6382)+E(f206(x6381,x6383,x6384,x6385),f206(x6382,x6383,x6384,x6385))
% 161.92/162.00 [639]~E(x6391,x6392)+E(f206(x6393,x6391,x6394,x6395),f206(x6393,x6392,x6394,x6395))
% 161.92/162.00 [640]~E(x6401,x6402)+E(f206(x6403,x6404,x6401,x6405),f206(x6403,x6404,x6402,x6405))
% 161.92/162.00 [641]~E(x6411,x6412)+E(f206(x6413,x6414,x6415,x6411),f206(x6413,x6414,x6415,x6412))
% 161.92/162.00 [642]~E(x6421,x6422)+E(f223(x6421,x6423),f223(x6422,x6423))
% 161.92/162.00 [643]~E(x6431,x6432)+E(f223(x6433,x6431),f223(x6433,x6432))
% 161.92/162.00 [644]~E(x6441,x6442)+E(f273(x6441,x6443),f273(x6442,x6443))
% 161.92/162.00 [645]~E(x6451,x6452)+E(f273(x6453,x6451),f273(x6453,x6452))
% 161.92/162.00 [646]~E(x6461,x6462)+E(f291(x6461,x6463,x6464),f291(x6462,x6463,x6464))
% 161.92/162.00 [647]~E(x6471,x6472)+E(f291(x6473,x6471,x6474),f291(x6473,x6472,x6474))
% 161.92/162.00 [648]~E(x6481,x6482)+E(f291(x6483,x6484,x6481),f291(x6483,x6484,x6482))
% 161.92/162.00 [649]~E(x6491,x6492)+E(f281(x6491,x6493,x6494),f281(x6492,x6493,x6494))
% 161.92/162.00 [650]~E(x6501,x6502)+E(f281(x6503,x6501,x6504),f281(x6503,x6502,x6504))
% 161.92/162.00 [651]~E(x6511,x6512)+E(f281(x6513,x6514,x6511),f281(x6513,x6514,x6512))
% 161.92/162.00 [652]~E(x6521,x6522)+E(f183(x6521,x6523,x6524),f183(x6522,x6523,x6524))
% 161.92/162.00 [653]~E(x6531,x6532)+E(f183(x6533,x6531,x6534),f183(x6533,x6532,x6534))
% 161.92/162.00 [654]~E(x6541,x6542)+E(f183(x6543,x6544,x6541),f183(x6543,x6544,x6542))
% 161.92/162.00 [655]~E(x6551,x6552)+E(f176(x6551,x6553,x6554,x6555),f176(x6552,x6553,x6554,x6555))
% 161.92/162.00 [656]~E(x6561,x6562)+E(f176(x6563,x6561,x6564,x6565),f176(x6563,x6562,x6564,x6565))
% 161.92/162.00 [657]~E(x6571,x6572)+E(f176(x6573,x6574,x6571,x6575),f176(x6573,x6574,x6572,x6575))
% 161.92/162.00 [658]~E(x6581,x6582)+E(f176(x6583,x6584,x6585,x6581),f176(x6583,x6584,x6585,x6582))
% 161.92/162.00 [659]~E(x6591,x6592)+E(f140(x6591,x6593),f140(x6592,x6593))
% 161.92/162.00 [660]~E(x6601,x6602)+E(f140(x6603,x6601),f140(x6603,x6602))
% 161.92/162.00 [661]~E(x6611,x6612)+E(f112(x6611),f112(x6612))
% 161.92/162.00 [662]~E(x6621,x6622)+E(f274(x6621,x6623),f274(x6622,x6623))
% 161.92/162.00 [663]~E(x6631,x6632)+E(f274(x6633,x6631),f274(x6633,x6632))
% 161.92/162.00 [664]~E(x6641,x6642)+E(f205(x6641,x6643,x6644),f205(x6642,x6643,x6644))
% 161.92/162.00 [665]~E(x6651,x6652)+E(f205(x6653,x6651,x6654),f205(x6653,x6652,x6654))
% 161.92/162.00 [666]~E(x6661,x6662)+E(f205(x6663,x6664,x6661),f205(x6663,x6664,x6662))
% 161.92/162.00 [667]~E(x6671,x6672)+E(f300(x6671,x6673,x6674),f300(x6672,x6673,x6674))
% 161.92/162.00 [668]~E(x6681,x6682)+E(f300(x6683,x6681,x6684),f300(x6683,x6682,x6684))
% 161.92/162.00 [669]~E(x6691,x6692)+E(f300(x6693,x6694,x6691),f300(x6693,x6694,x6692))
% 161.92/162.00 [670]~E(x6701,x6702)+E(f318(x6701,x6703),f318(x6702,x6703))
% 161.92/162.00 [671]~E(x6711,x6712)+E(f318(x6713,x6711),f318(x6713,x6712))
% 161.92/162.00 [672]~E(x6721,x6722)+E(f173(x6721,x6723,x6724),f173(x6722,x6723,x6724))
% 161.92/162.00 [673]~E(x6731,x6732)+E(f173(x6733,x6731,x6734),f173(x6733,x6732,x6734))
% 161.92/162.00 [674]~E(x6741,x6742)+E(f173(x6743,x6744,x6741),f173(x6743,x6744,x6742))
% 161.92/162.00 [675]~E(x6751,x6752)+E(f248(x6751,x6753),f248(x6752,x6753))
% 161.92/162.00 [676]~E(x6761,x6762)+E(f248(x6763,x6761),f248(x6763,x6762))
% 161.92/162.00 [677]~E(x6771,x6772)+E(f231(x6771,x6773,x6774),f231(x6772,x6773,x6774))
% 161.92/162.00 [678]~E(x6781,x6782)+E(f231(x6783,x6781,x6784),f231(x6783,x6782,x6784))
% 161.92/162.00 [679]~E(x6791,x6792)+E(f231(x6793,x6794,x6791),f231(x6793,x6794,x6792))
% 161.92/162.00 [680]~E(x6801,x6802)+E(f58(x6801),f58(x6802))
% 161.92/162.00 [681]~E(x6811,x6812)+E(f218(x6811,x6813),f218(x6812,x6813))
% 161.92/162.00 [682]~E(x6821,x6822)+E(f218(x6823,x6821),f218(x6823,x6822))
% 161.92/162.00 [683]~E(x6831,x6832)+E(f346(x6831,x6833),f346(x6832,x6833))
% 161.92/162.00 [684]~E(x6841,x6842)+E(f346(x6843,x6841),f346(x6843,x6842))
% 161.92/162.00 [685]~E(x6851,x6852)+E(f201(x6851,x6853),f201(x6852,x6853))
% 161.92/162.00 [686]~E(x6861,x6862)+E(f201(x6863,x6861),f201(x6863,x6862))
% 161.92/162.00 [687]~E(x6871,x6872)+E(f12(x6871,x6873),f12(x6872,x6873))
% 161.92/162.00 [688]~E(x6881,x6882)+E(f12(x6883,x6881),f12(x6883,x6882))
% 161.92/162.00 [689]~E(x6891,x6892)+E(f288(x6891,x6893,x6894),f288(x6892,x6893,x6894))
% 161.92/162.00 [690]~E(x6901,x6902)+E(f288(x6903,x6901,x6904),f288(x6903,x6902,x6904))
% 161.92/162.00 [691]~E(x6911,x6912)+E(f288(x6913,x6914,x6911),f288(x6913,x6914,x6912))
% 161.92/162.00 [692]~E(x6921,x6922)+E(f278(x6921),f278(x6922))
% 161.92/162.00 [693]~E(x6931,x6932)+E(f83(x6931,x6933,x6934),f83(x6932,x6933,x6934))
% 161.92/162.00 [694]~E(x6941,x6942)+E(f83(x6943,x6941,x6944),f83(x6943,x6942,x6944))
% 161.92/162.00 [695]~E(x6951,x6952)+E(f83(x6953,x6954,x6951),f83(x6953,x6954,x6952))
% 161.92/162.00 [696]~E(x6961,x6962)+E(f257(x6961,x6963),f257(x6962,x6963))
% 161.92/162.00 [697]~E(x6971,x6972)+E(f257(x6973,x6971),f257(x6973,x6972))
% 161.92/162.00 [698]~E(x6981,x6982)+E(f161(x6981,x6983,x6984,x6985),f161(x6982,x6983,x6984,x6985))
% 161.92/162.00 [699]~E(x6991,x6992)+E(f161(x6993,x6991,x6994,x6995),f161(x6993,x6992,x6994,x6995))
% 161.92/162.00 [700]~E(x7001,x7002)+E(f161(x7003,x7004,x7001,x7005),f161(x7003,x7004,x7002,x7005))
% 161.92/162.00 [701]~E(x7011,x7012)+E(f161(x7013,x7014,x7015,x7011),f161(x7013,x7014,x7015,x7012))
% 161.92/162.00 [702]~E(x7021,x7022)+E(f267(x7021,x7023,x7024,x7025),f267(x7022,x7023,x7024,x7025))
% 161.92/162.00 [703]~E(x7031,x7032)+E(f267(x7033,x7031,x7034,x7035),f267(x7033,x7032,x7034,x7035))
% 161.92/162.00 [704]~E(x7041,x7042)+E(f267(x7043,x7044,x7041,x7045),f267(x7043,x7044,x7042,x7045))
% 161.92/162.00 [705]~E(x7051,x7052)+E(f267(x7053,x7054,x7055,x7051),f267(x7053,x7054,x7055,x7052))
% 161.92/162.00 [706]~E(x7061,x7062)+E(f167(x7061,x7063),f167(x7062,x7063))
% 161.92/162.00 [707]~E(x7071,x7072)+E(f167(x7073,x7071),f167(x7073,x7072))
% 161.92/162.00 [708]~P1(x7081)+P1(x7082)+~E(x7081,x7082)
% 161.92/162.00 [709]P18(x7092,x7093)+~E(x7091,x7092)+~P18(x7091,x7093)
% 161.92/162.00 [710]P18(x7103,x7102)+~E(x7101,x7102)+~P18(x7103,x7101)
% 161.92/162.00 [711]~P25(x7111)+P25(x7112)+~E(x7111,x7112)
% 161.92/162.00 [712]~P4(x7121)+P4(x7122)+~E(x7121,x7122)
% 161.92/162.00 [713]~P11(x7131)+P11(x7132)+~E(x7131,x7132)
% 161.92/162.00 [714]P32(x7142,x7143)+~E(x7141,x7142)+~P32(x7141,x7143)
% 161.92/162.00 [715]P32(x7153,x7152)+~E(x7151,x7152)+~P32(x7153,x7151)
% 161.92/162.00 [716]P8(x7162,x7163)+~E(x7161,x7162)+~P8(x7161,x7163)
% 161.92/162.00 [717]P8(x7173,x7172)+~E(x7171,x7172)+~P8(x7173,x7171)
% 161.92/162.00 [718]~P2(x7181)+P2(x7182)+~E(x7181,x7182)
% 161.92/162.00 [719]~P16(x7191)+P16(x7192)+~E(x7191,x7192)
% 161.92/162.00 [720]P10(x7202,x7203)+~E(x7201,x7202)+~P10(x7201,x7203)
% 161.92/162.00 [721]P10(x7213,x7212)+~E(x7211,x7212)+~P10(x7213,x7211)
% 161.92/162.00 [722]~P5(x7221)+P5(x7222)+~E(x7221,x7222)
% 161.92/162.00 [723]P34(x7232,x7233,x7234)+~E(x7231,x7232)+~P34(x7231,x7233,x7234)
% 161.92/162.00 [724]P34(x7243,x7242,x7244)+~E(x7241,x7242)+~P34(x7243,x7241,x7244)
% 161.92/162.00 [725]P34(x7253,x7254,x7252)+~E(x7251,x7252)+~P34(x7253,x7254,x7251)
% 161.92/162.00 [726]P29(x7262,x7263)+~E(x7261,x7262)+~P29(x7261,x7263)
% 161.92/162.00 [727]P29(x7273,x7272)+~E(x7271,x7272)+~P29(x7273,x7271)
% 161.92/162.00 [728]P33(x7282,x7283,x7284)+~E(x7281,x7282)+~P33(x7281,x7283,x7284)
% 161.92/162.00 [729]P33(x7293,x7292,x7294)+~E(x7291,x7292)+~P33(x7293,x7291,x7294)
% 161.92/162.00 [730]P33(x7303,x7304,x7302)+~E(x7301,x7302)+~P33(x7303,x7304,x7301)
% 161.92/162.00 [731]~P3(x7311)+P3(x7312)+~E(x7311,x7312)
% 161.92/162.00 [732]P13(x7322,x7323,x7324)+~E(x7321,x7322)+~P13(x7321,x7323,x7324)
% 161.92/162.00 [733]P13(x7333,x7332,x7334)+~E(x7331,x7332)+~P13(x7333,x7331,x7334)
% 161.92/162.00 [734]P13(x7343,x7344,x7342)+~E(x7341,x7342)+~P13(x7343,x7344,x7341)
% 161.92/162.00 [735]~P38(x7351)+P38(x7352)+~E(x7351,x7352)
% 161.92/162.00 [736]P35(x7362,x7363,x7364)+~E(x7361,x7362)+~P35(x7361,x7363,x7364)
% 161.92/162.00 [737]P35(x7373,x7372,x7374)+~E(x7371,x7372)+~P35(x7373,x7371,x7374)
% 161.92/162.00 [738]P35(x7383,x7384,x7382)+~E(x7381,x7382)+~P35(x7383,x7384,x7381)
% 161.92/162.00 [739]~P24(x7391)+P24(x7392)+~E(x7391,x7392)
% 161.92/162.00 [740]P27(x7402,x7403,x7404)+~E(x7401,x7402)+~P27(x7401,x7403,x7404)
% 161.92/162.00 [741]P27(x7413,x7412,x7414)+~E(x7411,x7412)+~P27(x7413,x7411,x7414)
% 161.92/162.00 [742]P27(x7423,x7424,x7422)+~E(x7421,x7422)+~P27(x7423,x7424,x7421)
% 161.92/162.00 [743]~P9(x7431)+P9(x7432)+~E(x7431,x7432)
% 161.92/162.00 [744]~P17(x7441)+P17(x7442)+~E(x7441,x7442)
% 161.92/162.00 [745]~P6(x7451)+P6(x7452)+~E(x7451,x7452)
% 161.92/162.00 [746]P15(x7462,x7463)+~E(x7461,x7462)+~P15(x7461,x7463)
% 161.92/162.00 [747]P15(x7473,x7472)+~E(x7471,x7472)+~P15(x7473,x7471)
% 161.92/162.00 [748]P19(x7482,x7483)+~E(x7481,x7482)+~P19(x7481,x7483)
% 161.92/162.00 [749]P19(x7493,x7492)+~E(x7491,x7492)+~P19(x7493,x7491)
% 161.92/162.00 [750]P23(x7502,x7503)+~E(x7501,x7502)+~P23(x7501,x7503)
% 161.92/162.00 [751]P23(x7513,x7512)+~E(x7511,x7512)+~P23(x7513,x7511)
% 161.92/162.00 [752]P36(x7522,x7523)+~E(x7521,x7522)+~P36(x7521,x7523)
% 161.92/162.00 [753]P36(x7533,x7532)+~E(x7531,x7532)+~P36(x7533,x7531)
% 161.92/162.00 [754]P22(x7542,x7543)+~E(x7541,x7542)+~P22(x7541,x7543)
% 161.92/162.00 [755]P22(x7553,x7552)+~E(x7551,x7552)+~P22(x7553,x7551)
% 161.92/162.00 [756]P21(x7562,x7563)+~E(x7561,x7562)+~P21(x7561,x7563)
% 161.92/162.00 [757]P21(x7573,x7572)+~E(x7571,x7572)+~P21(x7573,x7571)
% 161.92/162.00 [758]P20(x7582,x7583)+~E(x7581,x7582)+~P20(x7581,x7583)
% 161.92/162.00 [759]P20(x7593,x7592)+~E(x7591,x7592)+~P20(x7593,x7591)
% 161.92/162.00 [760]~P14(x7601)+P14(x7602)+~E(x7601,x7602)
% 161.92/162.00 [761]P28(x7612,x7613)+~E(x7611,x7612)+~P28(x7611,x7613)
% 161.92/162.00 [762]P28(x7623,x7622)+~E(x7621,x7622)+~P28(x7623,x7621)
% 161.92/162.00 [763]~P30(x7631)+P30(x7632)+~E(x7631,x7632)
% 161.92/162.00 [764]~P26(x7641)+P26(x7642)+~E(x7641,x7642)
% 161.92/162.00 [765]~P31(x7651)+P31(x7652)+~E(x7651,x7652)
% 161.92/162.00 [766]~P37(x7661)+P37(x7662)+~E(x7661,x7662)
% 161.92/162.00 [767]P7(x7672,x7673)+~E(x7671,x7672)+~P7(x7671,x7673)
% 161.92/162.00 [768]P7(x7683,x7682)+~E(x7681,x7682)+~P7(x7683,x7681)
% 161.92/162.00 [769]P12(x7692,x7693)+~E(x7691,x7692)+~P12(x7691,x7693)
% 161.92/162.00 [770]P12(x7703,x7702)+~E(x7701,x7702)+~P12(x7703,x7701)
% 161.92/162.00
% 161.92/162.00 %-------------------------------------------
% 161.92/162.03 cnf(2465,plain,
% 161.92/162.03 (E(a1,f5(a1))),
% 161.92/162.03 inference(scs_inference,[],[771,2])).
% 161.92/162.03 cnf(2470,plain,
% 161.92/162.03 (~P18(f200(x24701),x24701)),
% 161.92/162.03 inference(scs_inference,[],[771,868,906,2,1375,1374,1143])).
% 161.92/162.03 cnf(2472,plain,
% 161.92/162.03 (~P18(x24721,a1)),
% 161.92/162.03 inference(scs_inference,[],[797,771,868,906,2,1375,1374,1143,1011])).
% 161.92/162.03 cnf(2476,plain,
% 161.92/162.03 (~P18(x24761,f5(a1))),
% 161.92/162.03 inference(scs_inference,[],[797,771,868,906,2,1375,1374,1143,1011,1002,1000])).
% 161.92/162.03 cnf(2479,plain,
% 161.92/162.03 (P8(f233(x24791),x24791)),
% 161.92/162.03 inference(rename_variables,[],[871])).
% 161.92/162.03 cnf(2482,plain,
% 161.92/162.03 (P8(f233(x24821),x24821)),
% 161.92/162.03 inference(rename_variables,[],[871])).
% 161.92/162.03 cnf(2485,plain,
% 161.92/162.03 (P8(f233(x24851),x24851)),
% 161.92/162.03 inference(rename_variables,[],[871])).
% 161.92/162.03 cnf(2487,plain,
% 161.92/162.03 (P1(f233(a6))),
% 161.92/162.03 inference(scs_inference,[],[797,771,868,871,2479,2482,2485,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987])).
% 161.92/162.03 cnf(2488,plain,
% 161.92/162.03 (P8(f233(x24881),x24881)),
% 161.92/162.03 inference(rename_variables,[],[871])).
% 161.92/162.03 cnf(2490,plain,
% 161.92/162.03 (~P32(f345(x24901,x24901),a1)),
% 161.92/162.03 inference(scs_inference,[],[797,771,868,871,2479,2482,2485,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981])).
% 161.92/162.03 cnf(2494,plain,
% 161.92/162.03 (~P4(f329(a36))),
% 161.92/162.03 inference(scs_inference,[],[797,771,904,868,871,2479,2482,2485,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926])).
% 161.92/162.03 cnf(2496,plain,
% 161.92/162.03 (P5(f341(a6,a6))),
% 161.92/162.03 inference(scs_inference,[],[797,771,904,867,868,871,2479,2482,2485,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916])).
% 161.92/162.03 cnf(2497,plain,
% 161.92/162.03 (E(f341(x24971,x24971),x24971)),
% 161.92/162.03 inference(rename_variables,[],[867])).
% 161.92/162.03 cnf(2499,plain,
% 161.92/162.03 (P1(f341(a6,a6))),
% 161.92/162.03 inference(scs_inference,[],[797,771,904,867,2497,868,871,2479,2482,2485,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915])).
% 161.92/162.03 cnf(2500,plain,
% 161.92/162.03 (E(f341(x25001,x25001),x25001)),
% 161.92/162.03 inference(rename_variables,[],[867])).
% 161.92/162.03 cnf(2502,plain,
% 161.92/162.03 (P25(f3(x25021,x25022))),
% 161.92/162.03 inference(scs_inference,[],[797,771,904,867,2497,868,870,871,2479,2482,2485,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469])).
% 161.92/162.03 cnf(2503,plain,
% 161.92/162.03 (P8(x25031,f325(x25031))),
% 161.92/162.03 inference(rename_variables,[],[870])).
% 161.92/162.03 cnf(2505,plain,
% 161.92/162.03 (P18(x25051,f345(x25051,x25052))),
% 161.92/162.03 inference(scs_inference,[],[865,797,771,904,867,2497,868,870,871,2479,2482,2485,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318])).
% 161.92/162.03 cnf(2506,plain,
% 161.92/162.03 (P32(x25061,x25061)),
% 161.92/162.03 inference(rename_variables,[],[865])).
% 161.92/162.03 cnf(2508,plain,
% 161.92/162.03 (P18(x25081,f345(x25082,x25081))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,797,771,904,867,2497,868,870,871,2479,2482,2485,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317])).
% 161.92/162.03 cnf(2509,plain,
% 161.92/162.03 (P32(x25091,x25091)),
% 161.92/162.03 inference(rename_variables,[],[865])).
% 161.92/162.03 cnf(2511,plain,
% 161.92/162.03 (P32(f233(f325(x25111)),x25111)),
% 161.92/162.03 inference(scs_inference,[],[865,2506,797,771,904,867,2497,868,870,871,2479,2482,2485,2488,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156])).
% 161.92/162.03 cnf(2512,plain,
% 161.92/162.03 (P8(f233(x25121),x25121)),
% 161.92/162.03 inference(rename_variables,[],[871])).
% 161.92/162.03 cnf(2514,plain,
% 161.92/162.03 (P25(f5(a1))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,797,771,904,867,2497,868,870,871,2479,2482,2485,2488,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999])).
% 161.92/162.03 cnf(2516,plain,
% 161.92/162.03 (P18(f244(f345(x25161,x25161)),f345(x25161,x25161))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,797,771,904,867,2497,868,870,871,2479,2482,2485,2488,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982])).
% 161.92/162.03 cnf(2518,plain,
% 161.92/162.03 (~P4(a36)),
% 161.92/162.03 inference(scs_inference,[],[865,2506,797,771,904,867,2497,868,870,871,2479,2482,2485,2488,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945])).
% 161.92/162.03 cnf(2520,plain,
% 161.92/162.03 (P34(f3(x25201,x25202),x25201,x25202)),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,797,771,904,867,2497,868,870,871,2479,2482,2485,2488,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470])).
% 161.92/162.03 cnf(2521,plain,
% 161.92/162.03 (P32(x25211,x25211)),
% 161.92/162.03 inference(rename_variables,[],[865])).
% 161.92/162.03 cnf(2523,plain,
% 161.92/162.03 (P10(x25231,a1)),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,797,771,904,867,2497,868,870,871,2479,2482,2485,2488,863,906,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071])).
% 161.92/162.03 cnf(2525,plain,
% 161.92/162.03 (P32(x25251,f338(x25251,a1))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,797,771,904,867,2497,868,870,871,2479,2482,2485,2488,863,906,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054])).
% 161.92/162.03 cnf(2530,plain,
% 161.92/162.03 (~P18(f200(f3(x25301,x25302)),f146(x25301,x25302))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,797,771,904,867,2497,868,870,871,2479,2482,2485,2488,863,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421])).
% 161.92/162.03 cnf(2533,plain,
% 161.92/162.03 (P8(x25331,f325(x25331))),
% 161.92/162.03 inference(rename_variables,[],[870])).
% 161.92/162.03 cnf(2536,plain,
% 161.92/162.03 (P8(x25361,f325(x25361))),
% 161.92/162.03 inference(rename_variables,[],[870])).
% 161.92/162.03 cnf(2539,plain,
% 161.92/162.03 (P8(x25391,f325(x25391))),
% 161.92/162.03 inference(rename_variables,[],[870])).
% 161.92/162.03 cnf(2542,plain,
% 161.92/162.03 (P8(x25421,f325(x25421))),
% 161.92/162.03 inference(rename_variables,[],[870])).
% 161.92/162.03 cnf(2547,plain,
% 161.92/162.03 (P36(f210(f5(a1)),a1)),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,797,832,771,904,864,867,2497,868,870,2503,2533,2536,2539,871,2479,2482,2485,2488,872,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753])).
% 161.92/162.03 cnf(2548,plain,
% 161.92/162.03 (P15(f5(a1),a1)),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,866,797,832,771,904,864,867,2497,868,870,2503,2533,2536,2539,871,2479,2482,2485,2488,872,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747])).
% 161.92/162.03 cnf(2549,plain,
% 161.92/162.03 (P15(a1,f5(a1))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,866,797,832,771,904,864,867,2497,868,870,2503,2533,2536,2539,871,2479,2482,2485,2488,872,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746])).
% 161.92/162.03 cnf(2558,plain,
% 161.92/162.03 (P5(a6)),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,866,788,797,826,832,771,904,864,889,890,891,867,2497,2500,868,870,2503,2533,2536,2539,871,2479,2482,2485,2488,872,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722])).
% 161.92/162.03 cnf(2559,plain,
% 161.92/162.03 (E(f341(x25591,x25591),x25591)),
% 161.92/162.03 inference(rename_variables,[],[867])).
% 161.92/162.03 cnf(2560,plain,
% 161.92/162.03 (P10(x25601,f5(a1))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,866,788,797,826,832,771,904,864,889,890,891,867,2497,2500,868,870,2503,2533,2536,2539,871,2479,2482,2485,2488,872,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721])).
% 161.92/162.03 cnf(2561,plain,
% 161.92/162.03 (P10(f5(a1),x25611)),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,866,788,797,826,832,771,904,864,889,890,891,867,2497,2500,868,870,2503,2533,2536,2539,871,2479,2482,2485,2488,872,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720])).
% 161.92/162.03 cnf(2562,plain,
% 161.92/162.03 (P16(f5(a1))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,866,788,797,804,826,832,771,904,864,889,890,891,867,2497,2500,868,870,2503,2533,2536,2539,871,2479,2482,2485,2488,872,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719])).
% 161.92/162.03 cnf(2564,plain,
% 161.92/162.03 (P8(f233(f5(a1)),a1)),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,866,781,788,797,804,826,832,771,904,864,889,890,891,867,2497,2500,868,870,2503,2533,2536,2539,871,2479,2482,2485,2488,2512,872,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717])).
% 161.92/162.03 cnf(2565,plain,
% 161.92/162.03 (P8(f233(x25651),x25651)),
% 161.92/162.03 inference(rename_variables,[],[871])).
% 161.92/162.03 cnf(2567,plain,
% 161.92/162.03 (P8(x25671,f325(x25671))),
% 161.92/162.03 inference(rename_variables,[],[870])).
% 161.92/162.03 cnf(2568,plain,
% 161.92/162.03 (~E(f341(f345(x25681,x25681),x25682),a1)),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,866,781,788,797,804,826,832,771,904,864,889,890,891,867,2497,2500,868,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715])).
% 161.92/162.03 cnf(2569,plain,
% 161.92/162.03 (P32(x25691,f341(x25691,x25692))),
% 161.92/162.03 inference(rename_variables,[],[883])).
% 161.92/162.03 cnf(2570,plain,
% 161.92/162.03 (~E(a1,f345(x25701,x25701))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,781,788,797,804,826,832,771,904,864,889,890,891,867,2497,2500,868,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714])).
% 161.92/162.03 cnf(2571,plain,
% 161.92/162.03 (P32(x25711,x25711)),
% 161.92/162.03 inference(rename_variables,[],[865])).
% 161.92/162.03 cnf(2573,plain,
% 161.92/162.03 (E(f341(x25731,x25731),x25731)),
% 161.92/162.03 inference(rename_variables,[],[867])).
% 161.92/162.03 cnf(2574,plain,
% 161.92/162.03 (~E(f211(f200(f3(x25741,x25742))),f3(x25741,x25742))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,781,788,797,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,868,869,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710])).
% 161.92/162.03 cnf(2575,plain,
% 161.92/162.03 (P18(x25751,f211(x25751))),
% 161.92/162.03 inference(rename_variables,[],[869])).
% 161.92/162.03 cnf(2577,plain,
% 161.92/162.03 (P18(x25771,f211(x25771))),
% 161.92/162.03 inference(rename_variables,[],[869])).
% 161.92/162.03 cnf(2578,plain,
% 161.92/162.03 (P1(f5(a1))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,774,781,788,797,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,868,869,2575,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708])).
% 161.92/162.03 cnf(2579,plain,
% 161.92/162.03 (~E(f345(x25791,x25791),f5(a1))),
% 161.92/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,774,781,788,797,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,868,869,2575,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3])).
% 161.92/162.03 cnf(2580,plain,
% 162.20/162.03 (P33(f314(f5(a1),f5(a1)),f5(a1),x25801)),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,861,774,781,788,797,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,868,869,2575,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606])).
% 162.20/162.03 cnf(2582,plain,
% 162.20/162.03 (~P18(f211(f200(f3(x25821,x25822))),f3(x25821,x25822))),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,861,774,781,788,797,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,868,869,2575,2577,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275])).
% 162.20/162.03 cnf(2583,plain,
% 162.20/162.03 (P18(x25831,f200(x25831))),
% 162.20/162.03 inference(rename_variables,[],[868])).
% 162.20/162.03 cnf(2584,plain,
% 162.20/162.03 (P18(x25841,f211(x25841))),
% 162.20/162.03 inference(rename_variables,[],[869])).
% 162.20/162.03 cnf(2586,plain,
% 162.20/162.03 (~P32(a6,a1)),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,861,774,781,788,797,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,868,869,2575,2577,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162])).
% 162.20/162.03 cnf(2587,plain,
% 162.20/162.03 (P32(a1,x25871)),
% 162.20/162.03 inference(rename_variables,[],[861])).
% 162.20/162.03 cnf(2589,plain,
% 162.20/162.03 (P18(f233(a6),a6)),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,861,774,781,788,797,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,868,869,2575,2577,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,2565,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090])).
% 162.20/162.03 cnf(2590,plain,
% 162.20/162.03 (P8(f233(x25901),x25901)),
% 162.20/162.03 inference(rename_variables,[],[871])).
% 162.20/162.03 cnf(2592,plain,
% 162.20/162.03 (P28(a1,a6)),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,861,2587,774,781,788,797,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,868,869,2575,2577,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,2565,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077])).
% 162.20/162.03 cnf(2593,plain,
% 162.20/162.03 (P32(a1,x25931)),
% 162.20/162.03 inference(rename_variables,[],[861])).
% 162.20/162.03 cnf(2595,plain,
% 162.20/162.03 (~P32(f329(a36),a14)),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,861,2587,774,781,788,797,803,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,868,869,2575,2577,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,2565,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032])).
% 162.20/162.03 cnf(2597,plain,
% 162.20/162.03 (~P8(a6,a1)),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,861,2587,774,781,788,797,803,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,868,869,2575,2577,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,2565,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031])).
% 162.20/162.03 cnf(2604,plain,
% 162.20/162.03 (E(f341(x26041,x26041),x26041)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2607,plain,
% 162.20/162.03 (E(f341(x26071,x26071),x26071)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2610,plain,
% 162.20/162.03 (E(f341(x26101,x26101),x26101)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2612,plain,
% 162.20/162.03 (~P18(f200(f3(x26121,x26122)),f341(f338(x26123,f338(x26123,f3(x26121,x26122))),f338(x26123,f338(x26123,f3(x26121,x26122)))))),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,861,2587,774,781,788,797,803,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,868,869,2575,2577,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,2565,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416])).
% 162.20/162.03 cnf(2613,plain,
% 162.20/162.03 (E(f341(x26131,x26131),x26131)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2616,plain,
% 162.20/162.03 (P8(f233(x26161),x26161)),
% 162.20/162.03 inference(rename_variables,[],[871])).
% 162.20/162.03 cnf(2619,plain,
% 162.20/162.03 (P8(f233(x26191),x26191)),
% 162.20/162.03 inference(rename_variables,[],[871])).
% 162.20/162.03 cnf(2622,plain,
% 162.20/162.03 (E(f341(x26221,x26221),x26221)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2624,plain,
% 162.20/162.03 (~P18(x26241,f233(f325(a1)))),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,866,861,2587,774,781,788,797,803,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,868,2583,869,2575,2577,870,2503,2533,2536,2539,2542,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,872,883,863,877,906,860,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249])).
% 162.20/162.03 cnf(2625,plain,
% 162.20/162.03 (P8(f233(x26251),x26251)),
% 162.20/162.03 inference(rename_variables,[],[871])).
% 162.20/162.03 cnf(2628,plain,
% 162.20/162.03 (E(f341(x26281,x26281),x26281)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2631,plain,
% 162.20/162.03 (E(f341(x26311,x26311),x26311)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2634,plain,
% 162.20/162.03 (E(f341(x26341,x26341),x26341)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2637,plain,
% 162.20/162.03 (E(f341(x26371,x26371),x26371)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2640,plain,
% 162.20/162.03 (E(f341(x26401,x26401),x26401)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2643,plain,
% 162.20/162.03 (P8(f233(x26431),x26431)),
% 162.20/162.03 inference(rename_variables,[],[871])).
% 162.20/162.03 cnf(2646,plain,
% 162.20/162.03 (E(f341(x26461,x26461),x26461)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2649,plain,
% 162.20/162.03 (E(f341(x26491,x26491),x26491)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2654,plain,
% 162.20/162.03 (E(f341(x26541,a1),x26541)),
% 162.20/162.03 inference(rename_variables,[],[862])).
% 162.20/162.03 cnf(2657,plain,
% 162.20/162.03 (E(f329(f209(x26571)),x26571)),
% 162.20/162.03 inference(rename_variables,[],[858])).
% 162.20/162.03 cnf(2658,plain,
% 162.20/162.03 (P25(f209(x26581))),
% 162.20/162.03 inference(rename_variables,[],[846])).
% 162.20/162.03 cnf(2661,plain,
% 162.20/162.03 (E(f5(f37(x26611)),x26611)),
% 162.20/162.03 inference(rename_variables,[],[857])).
% 162.20/162.03 cnf(2662,plain,
% 162.20/162.03 (P25(f37(x26621))),
% 162.20/162.03 inference(rename_variables,[],[849])).
% 162.20/162.03 cnf(2666,plain,
% 162.20/162.03 (~P18(x26661,f343(f200(x26661),f200(x26661)))),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,2571,866,861,2587,824,774,781,788,797,803,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,868,2583,869,2575,2577,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,863,877,906,846,849,860,857,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471])).
% 162.20/162.03 cnf(2667,plain,
% 162.20/162.03 (P8(x26671,f325(x26671))),
% 162.20/162.03 inference(rename_variables,[],[870])).
% 162.20/162.03 cnf(2677,plain,
% 162.20/162.03 (P18(a1,a6)),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,2571,866,861,2587,824,773,774,781,788,797,803,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,868,2583,869,2575,2577,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174])).
% 162.20/162.03 cnf(2679,plain,
% 162.20/162.03 (P29(a1,a1)),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,2571,866,861,2587,824,773,774,781,788,797,803,804,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,868,2583,869,2575,2577,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103])).
% 162.20/162.03 cnf(2683,plain,
% 162.20/162.03 (P18(x26831,f341(f337(f211(f200(x26831))),f337(f211(f200(x26831)))))),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,2571,866,861,2587,824,773,774,781,788,797,801,803,804,807,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,868,2583,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277])).
% 162.20/162.03 cnf(2684,plain,
% 162.20/162.03 (E(f341(x26841,x26841),x26841)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2685,plain,
% 162.20/162.03 (P18(x26851,f211(x26851))),
% 162.20/162.03 inference(rename_variables,[],[869])).
% 162.20/162.03 cnf(2688,plain,
% 162.20/162.03 (E(f341(x26881,a1),x26881)),
% 162.20/162.03 inference(rename_variables,[],[862])).
% 162.20/162.03 cnf(2691,plain,
% 162.20/162.03 (E(f341(x26911,x26911),x26911)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2692,plain,
% 162.20/162.03 (P18(x26921,f200(x26921))),
% 162.20/162.03 inference(rename_variables,[],[868])).
% 162.20/162.03 cnf(2695,plain,
% 162.20/162.03 (E(f341(x26951,x26951),x26951)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2701,plain,
% 162.20/162.03 (E(f341(x27011,x27011),x27011)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2704,plain,
% 162.20/162.03 (E(f341(x27041,x27041),x27041)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2705,plain,
% 162.20/162.03 (E(f341(x27051,x27051),x27051)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2706,plain,
% 162.20/162.03 (E(f341(x27061,a1),x27061)),
% 162.20/162.03 inference(rename_variables,[],[862])).
% 162.20/162.03 cnf(2709,plain,
% 162.20/162.03 (E(f341(x27091,x27091),x27091)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2710,plain,
% 162.20/162.03 (E(f341(x27101,x27101),x27101)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2711,plain,
% 162.20/162.03 (E(f341(x27111,a1),x27111)),
% 162.20/162.03 inference(rename_variables,[],[862])).
% 162.20/162.03 cnf(2715,plain,
% 162.20/162.03 (~P16(f345(f345(f345(x27151,f345(x27152,x27152)),f345(x27151,x27151)),f345(f345(x27151,a1),f345(x27151,x27151))))),
% 162.20/162.03 inference(scs_inference,[],[865,2506,2509,2521,2571,866,861,2587,824,773,774,781,788,797,801,803,804,807,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2704,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943])).
% 162.20/162.03 cnf(2723,plain,
% 162.20/162.03 (E(f341(x27231,x27231),x27231)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2724,plain,
% 162.20/162.03 (E(f341(x27241,x27241),x27241)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2727,plain,
% 162.20/162.03 (E(f341(x27271,x27271),x27271)),
% 162.20/162.03 inference(rename_variables,[],[867])).
% 162.20/162.03 cnf(2733,plain,
% 162.20/162.03 (P33(f234(f5(a1),f5(a1)),f5(a1),f5(a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,824,773,774,781,788,797,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540])).
% 162.20/162.03 cnf(2735,plain,
% 162.20/162.03 (~P28(x27351,a1)),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145])).
% 162.20/162.03 cnf(2737,plain,
% 162.20/162.03 (P7(f5(a1),f5(a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060])).
% 162.20/162.03 cnf(2739,plain,
% 162.20/162.03 (P8(x27391,f200(x27391))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055])).
% 162.20/162.03 cnf(2743,plain,
% 162.20/162.03 (P25(a22)),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928])).
% 162.20/162.03 cnf(2745,plain,
% 162.20/162.03 (P16(a21)),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927])).
% 162.20/162.03 cnf(2757,plain,
% 162.20/162.03 (E(a20,a1)),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917])).
% 162.20/162.03 cnf(2765,plain,
% 162.20/162.03 (P14(f338(x27651,f338(x27651,a14)))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383])).
% 162.20/162.03 cnf(2767,plain,
% 162.20/162.03 (P32(f329(f339(x27671,a36)),x27671)),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326])).
% 162.20/162.03 cnf(2769,plain,
% 162.20/162.03 (P32(f331(f335(a36,x27691)),x27691)),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325])).
% 162.20/162.03 cnf(2771,plain,
% 162.20/162.03 (~P4(f341(a6,x27711))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183])).
% 162.20/162.03 cnf(2773,plain,
% 162.20/162.03 (~P4(f341(x27731,a6))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182])).
% 162.20/162.03 cnf(2781,plain,
% 162.20/162.03 (P32(x27811,f337(f200(x27811)))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102])).
% 162.20/162.03 cnf(2783,plain,
% 162.20/162.03 (P8(a1,f325(x27831))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100])).
% 162.20/162.03 cnf(2785,plain,
% 162.20/162.03 (P18(f5(f40(a14)),a6)),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072])).
% 162.20/162.03 cnf(2787,plain,
% 162.20/162.03 (P25(f335(a36,x27871))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064])).
% 162.20/162.03 cnf(2789,plain,
% 162.20/162.03 (P25(f339(x27891,a36))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063])).
% 162.20/162.03 cnf(2791,plain,
% 162.20/162.03 (P25(f332(a36,x27911))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062])).
% 162.20/162.03 cnf(2799,plain,
% 162.20/162.03 (E(f330(f330(a36)),a36)),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959])).
% 162.20/162.03 cnf(2801,plain,
% 162.20/162.03 (E(f329(f40(a14)),a14)),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958])).
% 162.20/162.03 cnf(2803,plain,
% 162.20/162.03 (P38(f323(a6))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955])).
% 162.20/162.03 cnf(2807,plain,
% 162.20/162.03 (P9(f323(a6))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953])).
% 162.20/162.03 cnf(2809,plain,
% 162.20/162.03 (P25(f40(a14))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952])).
% 162.20/162.03 cnf(2813,plain,
% 162.20/162.03 (P25(f330(a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950])).
% 162.20/162.03 cnf(2815,plain,
% 162.20/162.03 (P25(f329(a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949])).
% 162.20/162.03 cnf(2819,plain,
% 162.20/162.03 (P16(f40(a14))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947])).
% 162.20/162.03 cnf(2821,plain,
% 162.20/162.03 (P4(f330(a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946])).
% 162.20/162.03 cnf(2913,plain,
% 162.20/162.03 (E(f279(x29131,f5(a1)),f279(x29131,a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629])).
% 162.20/162.03 cnf(2914,plain,
% 162.20/162.03 (E(f279(f5(a1),x29141),f279(a1,x29141))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628])).
% 162.20/162.03 cnf(3067,plain,
% 162.20/162.03 (E(f317(x30671,f5(a1)),f317(x30671,a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475])).
% 162.20/162.03 cnf(3068,plain,
% 162.20/162.03 (E(f317(f5(a1),x30681),f317(a1,x30681))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474])).
% 162.20/162.03 cnf(3098,plain,
% 162.20/162.03 (E(f347(x30981,x30982,f5(a1)),f347(x30981,x30982,a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444])).
% 162.20/162.03 cnf(3099,plain,
% 162.20/162.03 (E(f347(x30991,f5(a1),x30992),f347(x30991,a1,x30992))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443])).
% 162.20/162.03 cnf(3100,plain,
% 162.20/162.03 (E(f347(f5(a1),x31001,x31002),f347(a1,x31001,x31002))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442])).
% 162.20/162.03 cnf(3181,plain,
% 162.20/162.03 (E(f332(x31811,f5(a1)),f332(x31811,a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361])).
% 162.20/162.03 cnf(3185,plain,
% 162.20/162.03 (E(f336(x31851,f5(a1)),f336(x31851,a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357])).
% 162.20/162.03 cnf(3186,plain,
% 162.20/162.03 (E(f336(f5(a1),x31861),f336(a1,x31861))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356])).
% 162.20/162.03 cnf(3369,plain,
% 162.20/162.03 (E(f234(x33691,f5(a1)),f234(x33691,a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173])).
% 162.20/162.03 cnf(3429,plain,
% 162.20/162.03 (E(f16(x34291,f5(a1)),f16(x34291,a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113])).
% 162.20/162.03 cnf(3448,plain,
% 162.20/162.03 (E(f2(f5(a1),x34481),f2(a1,x34481))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94])).
% 162.20/162.03 cnf(3450,plain,
% 162.20/162.03 (E(f232(x34501,f5(a1)),f232(x34501,a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92])).
% 162.20/162.03 cnf(3474,plain,
% 162.20/162.03 (E(f338(x34741,f5(a1)),f338(x34741,a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68])).
% 162.20/162.03 cnf(3475,plain,
% 162.20/162.03 (E(f338(f5(a1),x34751),f338(a1,x34751))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67])).
% 162.20/162.03 cnf(3479,plain,
% 162.20/162.03 (E(f3(x34791,f5(a1)),f3(x34791,a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63])).
% 162.20/162.03 cnf(3480,plain,
% 162.20/162.03 (E(f3(f5(a1),x34801),f3(a1,x34801))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62])).
% 162.20/162.03 cnf(3506,plain,
% 162.20/162.03 (E(f210(f5(a1)),f210(a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36])).
% 162.20/162.03 cnf(3513,plain,
% 162.20/162.03 (E(f323(f5(a1)),f323(a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29])).
% 162.20/162.03 cnf(3519,plain,
% 162.20/162.03 (E(f325(f5(a1)),f325(a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23])).
% 162.20/162.03 cnf(3535,plain,
% 162.20/162.03 (E(f345(x35351,f5(a1)),f345(x35351,a1))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7])).
% 162.20/162.03 cnf(3539,plain,
% 162.20/162.03 (~P18(f345(f345(x35391,f200(f3(a6,a6))),f345(x35391,x35391)),f3(x35392,f3(a6,a6)))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823])).
% 162.20/162.03 cnf(3541,plain,
% 162.20/162.03 (~E(f345(f345(x35411,f345(x35412,x35412)),f345(x35411,x35411)),f345(f345(x35413,a1),f345(x35413,x35413)))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665])).
% 162.20/162.03 cnf(3547,plain,
% 162.20/162.03 (P32(f317(f335(a36,x35471),x35472),f317(a36,x35472))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493])).
% 162.20/162.03 cnf(3549,plain,
% 162.20/162.03 (P32(f338(a1,x35491),f338(x35492,x35491))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379])).
% 162.20/162.03 cnf(3557,plain,
% 162.20/162.03 (~P10(f345(x35571,x35571),f200(x35571))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363])).
% 162.20/162.03 cnf(3571,plain,
% 162.20/162.03 (P32(f345(x35711,x35711),f200(x35711))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255])).
% 162.20/162.03 cnf(3579,plain,
% 162.20/162.03 (P18(f217(f345(x35791,x35791),f200(x35791)),f345(x35791,x35791))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202])).
% 162.20/162.03 cnf(3585,plain,
% 162.20/162.03 (P10(f345(f200(f3(a6,a6)),f200(f3(a6,a6))),f3(a6,a6))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199])).
% 162.20/162.03 cnf(3591,plain,
% 162.20/162.03 (P32(f336(a36,x35911),f5(a36))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193])).
% 162.20/162.03 cnf(3595,plain,
% 162.20/162.03 (P24(f279(f5(a1),f5(a1)))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191])).
% 162.20/162.03 cnf(3597,plain,
% 162.20/162.03 (P25(f279(f5(a1),f5(a1)))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190])).
% 162.20/162.03 cnf(3607,plain,
% 162.20/162.03 (E(f341(a1,x36071),x36071)),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068])).
% 162.20/162.03 cnf(3611,plain,
% 162.20/162.03 (P8(f33(a6),f325(a6))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015])).
% 162.20/162.03 cnf(3615,plain,
% 162.20/162.03 (E(f5(f330(a36)),f329(a36))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980])).
% 162.20/162.03 cnf(3617,plain,
% 162.20/162.03 (E(f329(f330(a36)),f5(a36))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979])).
% 162.20/162.03 cnf(3621,plain,
% 162.20/162.03 (~P18(x36211,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612])).
% 162.20/162.03 cnf(3629,plain,
% 162.20/162.03 (P3(f341(a6,f345(a6,a6)))),
% 162.20/162.03 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382])).
% 162.20/162.03 cnf(3631,plain,
% 162.20/162.03 (P2(f341(a6,f345(a6,a6)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381])).
% 162.20/162.04 cnf(3633,plain,
% 162.20/162.04 (P1(f341(a6,f345(a6,a6)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380])).
% 162.20/162.04 cnf(3635,plain,
% 162.20/162.04 (~E(f338(f200(x36351),f345(x36351,x36351)),f200(x36351))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369])).
% 162.20/162.04 cnf(3639,plain,
% 162.20/162.04 (E(f338(x36391,f338(x36391,f341(x36391,x36392))),x36391)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260])).
% 162.20/162.04 cnf(3641,plain,
% 162.20/162.04 (E(f341(a6,f338(a6,a6)),a6)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259])).
% 162.20/162.04 cnf(3643,plain,
% 162.20/162.04 (E(f338(f345(a1,a1),f338(f345(a1,a1),f5(a1))),a1)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252])).
% 162.20/162.04 cnf(3645,plain,
% 162.20/162.04 (P8(f338(f345(a1,a1),f338(f345(a1,a1),a1)),f325(x36451))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226])).
% 162.20/162.04 cnf(3655,plain,
% 162.20/162.04 (E(f334(a36,f5(a36)),f329(a36))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020])).
% 162.20/162.04 cnf(3657,plain,
% 162.20/162.04 (~P18(f345(f345(f200(f3(a6,a6)),x36571),f345(f200(f3(a6,a6)),f200(f3(a6,a6)))),f3(f3(a6,a6),x36572))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825])).
% 162.20/162.04 cnf(3665,plain,
% 162.20/162.04 (E(f334(a36,f338(f5(a36),f338(f5(a36),x36651))),f334(a36,x36651))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569])).
% 162.20/162.04 cnf(3673,plain,
% 162.20/162.04 (~P32(f345(f345(x36731,x36731),f345(x36731,x36731)),f345(a1,a1))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426])).
% 162.20/162.04 cnf(3677,plain,
% 162.20/162.04 (P8(f343(f325(x36771),f325(x36771)),f325(f325(x36771)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324])).
% 162.20/162.04 cnf(3679,plain,
% 162.20/162.04 (P18(f236(x36791,x36791),f211(x36791))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323])).
% 162.20/162.04 cnf(3687,plain,
% 162.20/162.04 (E(f343(f325(x36871),f325(x36871)),f338(f325(x36871),f325(x36871)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224])).
% 162.20/162.04 cnf(3692,plain,
% 162.20/162.04 (~P28(a1,f5(a1))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762])).
% 162.20/162.04 cnf(3693,plain,
% 162.20/162.04 (P17(f5(a1))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744])).
% 162.20/162.04 cnf(3695,plain,
% 162.20/162.04 (~P13(x36951,f5(a1),f345(x36952,x36952))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733])).
% 162.20/162.04 cnf(3700,plain,
% 162.20/162.04 (~P32(f345(x37001,x37001),f5(a1))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,862,2654,2688,2706,2711,863,877,906,846,849,2662,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221])).
% 162.20/162.04 cnf(3706,plain,
% 162.20/162.04 (P23(f210(f5(a1)),f5(a1))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,849,2662,850,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120])).
% 162.20/162.04 cnf(3707,plain,
% 162.20/162.04 (P25(f210(x37071))),
% 162.20/162.04 inference(rename_variables,[],[850])).
% 162.20/162.04 cnf(3708,plain,
% 162.20/162.04 (P36(f210(x37081),x37081)),
% 162.20/162.04 inference(rename_variables,[],[872])).
% 162.20/162.04 cnf(3710,plain,
% 162.20/162.04 (P22(f210(x37101),x37101)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,849,2662,850,3707,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119])).
% 162.20/162.04 cnf(3711,plain,
% 162.20/162.04 (P25(f210(x37111))),
% 162.20/162.04 inference(rename_variables,[],[850])).
% 162.20/162.04 cnf(3713,plain,
% 162.20/162.04 (P21(f210(x37131),x37131)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,849,2662,850,3707,3711,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118])).
% 162.20/162.04 cnf(3714,plain,
% 162.20/162.04 (P25(f210(x37141))),
% 162.20/162.04 inference(rename_variables,[],[850])).
% 162.20/162.04 cnf(3716,plain,
% 162.20/162.04 (P20(f210(x37161),x37161)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,849,2662,850,3707,3711,3714,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117])).
% 162.20/162.04 cnf(3717,plain,
% 162.20/162.04 (P25(f210(x37171))),
% 162.20/162.04 inference(rename_variables,[],[850])).
% 162.20/162.04 cnf(3719,plain,
% 162.20/162.04 (P19(f210(x37191),x37191)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,849,2662,850,3707,3711,3714,3717,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116])).
% 162.20/162.04 cnf(3720,plain,
% 162.20/162.04 (P25(f210(x37201))),
% 162.20/162.04 inference(rename_variables,[],[850])).
% 162.20/162.04 cnf(3738,plain,
% 162.20/162.04 (P1(f54(f200(a6)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,849,2662,850,3707,3711,3714,3717,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080])).
% 162.20/162.04 cnf(3742,plain,
% 162.20/162.04 (~P18(f200(f3(a6,a6)),f329(f339(f3(a6,a6),a36)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,849,2662,850,3707,3711,3714,3717,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532])).
% 162.20/162.04 cnf(3748,plain,
% 162.20/162.04 (P32(f341(a6,a6),a6)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,849,2662,850,3707,3711,3714,3717,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359])).
% 162.20/162.04 cnf(3750,plain,
% 162.20/162.04 (P32(f345(x37501,x37501),f211(x37501))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,849,2662,850,3707,3711,3714,3717,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358])).
% 162.20/162.04 cnf(3754,plain,
% 162.20/162.04 (P18(a1,f211(x37541))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,849,2662,850,3707,3711,3714,3717,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308])).
% 162.20/162.04 cnf(3755,plain,
% 162.20/162.04 (P32(a1,x37551)),
% 162.20/162.04 inference(rename_variables,[],[861])).
% 162.20/162.04 cnf(3758,plain,
% 162.20/162.04 (P32(a1,x37581)),
% 162.20/162.04 inference(rename_variables,[],[861])).
% 162.20/162.04 cnf(3760,plain,
% 162.20/162.04 (~P4(f3(a6,a6))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,849,2662,850,3707,3711,3714,3717,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209])).
% 162.20/162.04 cnf(3778,plain,
% 162.20/162.04 (P25(f328(a1,a36))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,849,2662,850,3707,3711,3714,3717,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133])).
% 162.20/162.04 cnf(3786,plain,
% 162.20/162.04 (P16(f339(x37861,a36))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,849,2662,850,3707,3711,3714,3717,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126])).
% 162.20/162.04 cnf(3788,plain,
% 162.20/162.04 (P16(f332(a36,x37881))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,849,2662,850,3707,3711,3714,3717,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125])).
% 162.20/162.04 cnf(3792,plain,
% 162.20/162.04 (P4(f328(a1,a36))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,849,2662,850,3707,3711,3714,3717,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123])).
% 162.20/162.04 cnf(3794,plain,
% 162.20/162.04 (P4(f328(a36,a1))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,826,830,832,898,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,849,2662,850,3707,3711,3714,3717,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122])).
% 162.20/162.04 cnf(3816,plain,
% 162.20/162.04 (~P18(f345(f345(x38161,f200(f3(a6,a6))),f345(x38161,x38161)),f339(f3(a6,a6),a36))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,820,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,849,2662,850,3707,3711,3714,3717,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762])).
% 162.20/162.04 cnf(3818,plain,
% 162.20/162.04 (~P18(f345(f345(x38181,f200(f3(a6,a6))),f345(x38181,x38181)),f335(a36,f3(a6,a6)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,820,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,849,2662,850,3707,3711,3714,3717,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760])).
% 162.20/162.04 cnf(3825,plain,
% 162.20/162.04 (P18(x38251,f200(x38251))),
% 162.20/162.04 inference(rename_variables,[],[868])).
% 162.20/162.04 cnf(3834,plain,
% 162.20/162.04 (P25(f323(x38341))),
% 162.20/162.04 inference(rename_variables,[],[847])).
% 162.20/162.04 cnf(3850,plain,
% 162.20/162.04 (P32(f334(a36,f336(a36,x38501)),x38501)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,820,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427])).
% 162.20/162.04 cnf(3854,plain,
% 162.20/162.04 (P32(x38541,x38541)),
% 162.20/162.04 inference(rename_variables,[],[865])).
% 162.20/162.04 cnf(3858,plain,
% 162.20/162.04 (~E(f345(f345(f200(f3(a6,a6)),f200(f3(a6,a6))),x38581),f345(a1,a1))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,820,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166])).
% 162.20/162.04 cnf(3859,plain,
% 162.20/162.04 (~E(f345(x38591,x38591),a1)),
% 162.20/162.04 inference(rename_variables,[],[906])).
% 162.20/162.04 cnf(3867,plain,
% 162.20/162.04 (P18(f345(f345(x38671,x38671),f345(x38671,x38671)),f3(f200(x38671),f200(x38671)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,820,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,868,2583,2692,3825,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687])).
% 162.20/162.04 cnf(3872,plain,
% 162.20/162.04 (E(f341(x38721,x38721),x38721)),
% 162.20/162.04 inference(rename_variables,[],[867])).
% 162.20/162.04 cnf(3877,plain,
% 162.20/162.04 (P32(f5(a36),f336(a36,f334(a36,f5(a36))))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514])).
% 162.20/162.04 cnf(3883,plain,
% 162.20/162.04 (~P29(a6,a1)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,824,773,774,775,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176])).
% 162.20/162.04 cnf(3891,plain,
% 162.20/162.04 (~P18(f345(f345(a1,x38911),f345(a1,a1)),f209(f5(a1)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,2658,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767])).
% 162.20/162.04 cnf(3892,plain,
% 162.20/162.04 (P25(f209(x38921))),
% 162.20/162.04 inference(rename_variables,[],[846])).
% 162.20/162.04 cnf(3894,plain,
% 162.20/162.04 (~P22(f209(f5(a1)),f200(a1))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,2658,3892,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651])).
% 162.20/162.04 cnf(3895,plain,
% 162.20/162.04 (P25(f209(x38951))),
% 162.20/162.04 inference(rename_variables,[],[846])).
% 162.20/162.04 cnf(3896,plain,
% 162.20/162.04 (P18(x38961,f200(x38961))),
% 162.20/162.04 inference(rename_variables,[],[868])).
% 162.20/162.04 cnf(3904,plain,
% 162.20/162.04 (P16(f330(a1))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,3758,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,846,2658,3892,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651,1258,1257,1024,1022])).
% 162.20/162.04 cnf(3906,plain,
% 162.20/162.04 (~P18(f345(f345(f345(x39061,x39061),a1),f345(f345(x39061,x39061),f345(x39061,x39061))),f209(f5(a1)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,3758,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,3859,846,2658,3892,3895,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651,1258,1257,1024,1022,1744])).
% 162.20/162.04 cnf(3907,plain,
% 162.20/162.04 (P25(f209(x39071))),
% 162.20/162.04 inference(rename_variables,[],[846])).
% 162.20/162.04 cnf(3909,plain,
% 162.20/162.04 (E(f5(f209(f5(a1))),a1)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,3758,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,3859,842,846,2658,3892,3895,3907,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651,1258,1257,1024,1022,1744,1004])).
% 162.20/162.04 cnf(3910,plain,
% 162.20/162.04 (P25(f209(x39101))),
% 162.20/162.04 inference(rename_variables,[],[846])).
% 162.20/162.04 cnf(3911,plain,
% 162.20/162.04 (P16(f209(x39111))),
% 162.20/162.04 inference(rename_variables,[],[842])).
% 162.20/162.04 cnf(3913,plain,
% 162.20/162.04 (~P29(f341(a1,f345(a1,a1)),a1)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,3758,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,3859,842,846,2658,3892,3895,3907,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651,1258,1257,1024,1022,1744,1004,1621])).
% 162.20/162.04 cnf(3915,plain,
% 162.20/162.04 (P29(f341(a6,f345(a6,a6)),f341(a6,f345(a6,a6)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,3758,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,3859,842,846,2658,3892,3895,3907,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,894,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651,1258,1257,1024,1022,1744,1004,1621,1506])).
% 162.20/162.04 cnf(3931,plain,
% 162.20/162.04 (P18(x39311,f200(x39311))),
% 162.20/162.04 inference(rename_variables,[],[868])).
% 162.20/162.04 cnf(3935,plain,
% 162.20/162.04 (P29(f54(f200(a6)),a6)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,3758,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,3896,3931,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,3859,842,846,2658,3892,3895,3907,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,894,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651,1258,1257,1024,1022,1744,1004,1621,1506,1389,1047,1046,1010,2004,1373,1937,2249,1331])).
% 162.20/162.04 cnf(3942,plain,
% 162.20/162.04 (P18(f341(f233(a6),f345(f233(a6),f233(a6))),a6)),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,3758,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,3896,3931,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,3859,842,846,2658,3892,3895,3907,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,894,857,2661,858,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651,1258,1257,1024,1022,1744,1004,1621,1506,1389,1047,1046,1010,2004,1373,1937,2249,1331,1216,1929,1534])).
% 162.20/162.04 cnf(3951,plain,
% 162.20/162.04 (E(f5(a1),f2(a1,f142(f5(a1))))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,3758,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,3896,3931,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,3859,842,3911,846,2658,3892,3895,3907,3910,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,894,857,2661,858,2657,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651,1258,1257,1024,1022,1744,1004,1621,1506,1389,1047,1046,1010,2004,1373,1937,2249,1331,1216,1929,1534,1930,1212,1185])).
% 162.20/162.04 cnf(3953,plain,
% 162.20/162.04 (~P18(f142(f5(a1)),f5(f328(a1,a36)))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,3758,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,3896,3931,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,3859,842,3911,846,2658,3892,3895,3907,3910,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,894,857,2661,858,2657,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651,1258,1257,1024,1022,1744,1004,1621,1506,1389,1047,1046,1010,2004,1373,1937,2249,1331,1216,1929,1534,1930,1212,1185,1603])).
% 162.20/162.04 cnf(3955,plain,
% 162.20/162.04 (P15(f5(a1),f329(a1))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,3758,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,3896,3931,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,3859,842,3911,846,2658,3892,3895,3907,3910,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,894,857,2661,858,2657,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651,1258,1257,1024,1022,1744,1004,1621,1506,1389,1047,1046,1010,2004,1373,1937,2249,1331,1216,1929,1534,1930,1212,1185,1603,1187])).
% 162.20/162.04 cnf(3957,plain,
% 162.20/162.04 (~P10(f200(a6),f345(a6,a6))),
% 162.20/162.04 inference(scs_inference,[],[811,865,2506,2509,2521,2571,3854,866,907,861,2587,2593,3755,3758,824,773,774,775,777,780,781,788,797,798,799,800,801,803,804,807,814,818,820,825,826,830,832,898,901,771,904,864,889,890,891,867,2497,2500,2559,2573,2604,2607,2610,2613,2622,2628,2631,2634,2637,2640,2646,2649,2684,2691,2695,2701,2705,2710,2723,2727,2704,2709,2724,3872,868,2583,2692,3825,3896,3931,869,2575,2577,2584,2685,870,2503,2533,2536,2539,2542,2567,2667,871,2479,2482,2485,2488,2512,2565,2590,2616,2619,2625,2643,872,3708,883,2569,884,862,2654,2688,2706,2711,863,877,906,3859,842,3911,846,2658,3892,3895,3907,3910,847,3834,849,2662,850,3707,3711,3714,3717,3720,853,854,855,860,894,857,2661,858,2657,882,2,1375,1374,1143,1011,1002,1000,990,989,988,987,981,935,926,916,915,1469,1318,1317,1156,999,982,945,1470,1071,1054,1316,1421,1409,1408,1286,1285,763,760,753,747,746,742,741,739,731,730,729,725,724,722,721,720,719,718,717,716,715,714,712,710,709,708,3,1606,1275,1162,1090,1077,1032,1031,967,938,1425,1424,1423,1416,1284,1283,1282,1249,1229,1228,1227,1147,1146,1105,1093,1092,929,1167,937,936,1247,1471,1448,961,1175,1174,1103,1001,1277,1310,1309,1213,1172,1490,1696,1697,1743,1943,1466,1753,1639,1334,1223,1541,1540,1145,1060,1055,957,928,927,925,924,922,921,919,917,1096,1430,1429,1383,1326,1325,1183,1182,1160,1159,1155,1102,1100,1072,1064,1063,1062,1061,978,977,959,958,955,954,953,952,951,950,949,948,947,946,944,943,942,941,933,930,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,349,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,1823,1665,1592,1495,1493,1379,1378,1377,1368,1363,1357,1356,1355,1354,1321,1297,1255,1253,1232,1231,1202,1201,1200,1199,1196,1195,1193,1192,1191,1190,1189,1104,1088,1069,1068,1052,1015,1014,980,979,1153,1612,1456,1399,1398,1382,1381,1380,1369,1262,1260,1259,1252,1226,1215,1207,1154,1065,1020,1825,1680,1679,1645,1569,1554,1553,1441,1426,1390,1324,1323,1298,1208,1519,1224,1666,766,762,744,734,733,732,711,1276,1221,1220,1219,1120,1119,1118,1117,1116,1115,1030,1029,1028,1008,1007,1169,1168,1080,918,1532,1531,1530,1359,1358,1353,1308,1307,1209,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1127,1126,1125,1124,1123,1122,1043,1042,1041,1040,1039,1038,1006,1005,994,993,1762,1760,1536,1507,1440,1404,1392,1391,1230,1222,976,1545,1544,1543,1453,1427,1397,1265,1166,1859,1761,1759,1687,1405,1969,1968,1514,1644,1522,1176,1520,1364,1181,1767,1651,1258,1257,1024,1022,1744,1004,1621,1506,1389,1047,1046,1010,2004,1373,1937,2249,1331,1216,1929,1534,1930,1212,1185,1603,1187,1057])).
% 162.20/162.04 cnf(3980,plain,
% 162.20/162.04 (P29(x39801,x39801)+~P1(x39801)),
% 162.20/162.04 inference(scs_inference,[],[776,1008])).
% 162.20/162.04 cnf(3984,plain,
% 162.20/162.04 (~P18(x39841,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.04 inference(rename_variables,[],[3621])).
% 162.20/162.04 cnf(3987,plain,
% 162.20/162.04 (~P18(x39871,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.04 inference(rename_variables,[],[3621])).
% 162.20/162.04 cnf(3989,plain,
% 162.20/162.04 (P33(f234(f5(a1),a1),f5(a1),f5(a1))),
% 162.20/162.04 inference(scs_inference,[],[776,3621,3984,3369,2733,3980,1019,1017,728])).
% 162.20/162.04 cnf(3990,plain,
% 162.20/162.04 (E(f234(x39901,f5(a1)),f234(x39901,a1))),
% 162.20/162.04 inference(rename_variables,[],[3369])).
% 162.20/162.04 cnf(3991,plain,
% 162.20/162.04 (P29(f341(a6,f345(a6,a6)),f341(f345(a6,a6),a6))),
% 162.20/162.04 inference(scs_inference,[],[776,876,3621,3984,3915,3369,2733,3980,1019,1017,728,727])).
% 162.20/162.04 cnf(3992,plain,
% 162.20/162.04 (E(f341(x39921,x39922),f341(x39922,x39921))),
% 162.20/162.04 inference(rename_variables,[],[876])).
% 162.20/162.04 cnf(3993,plain,
% 162.20/162.04 (P29(f341(f345(a6,a6),a6),f341(a6,f345(a6,a6)))),
% 162.20/162.04 inference(scs_inference,[],[776,876,3992,3621,3984,3915,3369,2733,3980,1019,1017,728,727,726])).
% 162.20/162.04 cnf(3994,plain,
% 162.20/162.04 (E(f341(x39941,x39942),f341(x39942,x39941))),
% 162.20/162.04 inference(rename_variables,[],[876])).
% 162.20/162.04 cnf(3998,plain,
% 162.20/162.04 (P1(f341(f233(a6),f345(f233(a6),f233(a6))))),
% 162.20/162.04 inference(scs_inference,[],[776,876,3992,891,773,3621,3984,3915,3369,3990,2733,3942,3980,1019,1017,728,727,726,723,1027])).
% 162.20/162.04 cnf(4001,plain,
% 162.20/162.04 (~P18(x40011,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4005,plain,
% 162.20/162.04 (~E(f211(x40051),f337(f338(f345(a1,a1),f338(f345(a1,a1),a1))))),
% 162.20/162.04 inference(scs_inference,[],[776,876,3992,815,869,883,891,774,773,3621,3984,3987,3915,3369,3990,2733,2472,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576])).
% 162.20/162.04 cnf(4006,plain,
% 162.20/162.04 (~P18(x40061,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.04 inference(rename_variables,[],[3621])).
% 162.20/162.04 cnf(4010,plain,
% 162.20/162.04 (~P18(x40101,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4013,plain,
% 162.20/162.04 (~P18(x40131,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.04 inference(rename_variables,[],[3621])).
% 162.20/162.04 cnf(4016,plain,
% 162.20/162.04 (~P18(x40161,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.04 inference(rename_variables,[],[3621])).
% 162.20/162.04 cnf(4019,plain,
% 162.20/162.04 (~P18(x40191,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.04 inference(rename_variables,[],[3621])).
% 162.20/162.04 cnf(4022,plain,
% 162.20/162.04 (~P18(x40221,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4025,plain,
% 162.20/162.04 (~P18(x40251,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4027,plain,
% 162.20/162.04 (P31(f5(a1))),
% 162.20/162.04 inference(scs_inference,[],[776,876,3992,815,869,883,891,774,814,773,3858,3621,3984,3987,4006,4013,4016,3915,3369,3990,2476,4010,2733,2472,4001,4022,2514,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757])).
% 162.20/162.04 cnf(4028,plain,
% 162.20/162.04 (~P18(x40281,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4031,plain,
% 162.20/162.04 (~P18(x40311,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4033,plain,
% 162.20/162.04 (P6(f5(a1))),
% 162.20/162.04 inference(scs_inference,[],[776,876,3992,815,869,883,891,774,814,773,3858,3621,3984,3987,4006,4013,4016,3915,3369,3990,2476,4010,4028,2733,2472,4001,4022,4025,2514,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755])).
% 162.20/162.04 cnf(4034,plain,
% 162.20/162.04 (~P18(x40341,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4037,plain,
% 162.20/162.04 (~P18(f200(x40371),x40371)),
% 162.20/162.04 inference(rename_variables,[],[2470])).
% 162.20/162.04 cnf(4040,plain,
% 162.20/162.04 (~P18(f200(x40401),x40401)),
% 162.20/162.04 inference(rename_variables,[],[2470])).
% 162.20/162.04 cnf(4043,plain,
% 162.20/162.04 (~P18(x40431,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4046,plain,
% 162.20/162.04 (~P18(x40461,f233(f325(a1)))),
% 162.20/162.04 inference(rename_variables,[],[2624])).
% 162.20/162.04 cnf(4047,plain,
% 162.20/162.04 (E(f345(x40471,x40472),f345(x40472,x40471))),
% 162.20/162.04 inference(rename_variables,[],[875])).
% 162.20/162.04 cnf(4050,plain,
% 162.20/162.04 (~P18(x40501,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.04 inference(rename_variables,[],[3621])).
% 162.20/162.04 cnf(4051,plain,
% 162.20/162.04 (E(f345(x40511,x40512),f345(x40512,x40511))),
% 162.20/162.04 inference(rename_variables,[],[875])).
% 162.20/162.04 cnf(4054,plain,
% 162.20/162.04 (~P18(x40541,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.04 inference(rename_variables,[],[3621])).
% 162.20/162.04 cnf(4055,plain,
% 162.20/162.04 (E(f345(x40551,x40552),f345(x40552,x40551))),
% 162.20/162.04 inference(rename_variables,[],[875])).
% 162.20/162.04 cnf(4057,plain,
% 162.20/162.04 (~P18(x40571,f334(a1,x40572))),
% 162.20/162.04 inference(scs_inference,[],[776,875,4047,4051,876,3992,815,869,883,891,774,814,906,773,2470,4037,3858,3621,3984,3987,4006,4013,4016,4019,4050,3915,2624,3369,3990,2476,4010,4028,4034,2733,2472,4001,4022,4025,4031,2514,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657])).
% 162.20/162.04 cnf(4058,plain,
% 162.20/162.04 (~P18(x40581,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4061,plain,
% 162.20/162.04 (P25(f209(x40611))),
% 162.20/162.04 inference(rename_variables,[],[846])).
% 162.20/162.04 cnf(4062,plain,
% 162.20/162.04 (~P18(f345(f345(a1,x40621),f345(a1,a1)),f209(f5(a1)))),
% 162.20/162.04 inference(rename_variables,[],[3891])).
% 162.20/162.04 cnf(4065,plain,
% 162.20/162.04 (P25(f209(x40651))),
% 162.20/162.04 inference(rename_variables,[],[846])).
% 162.20/162.04 cnf(4068,plain,
% 162.20/162.04 (~P18(x40681,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.04 inference(rename_variables,[],[3621])).
% 162.20/162.04 cnf(4069,plain,
% 162.20/162.04 (~P18(x40691,f233(f325(a1)))),
% 162.20/162.04 inference(rename_variables,[],[2624])).
% 162.20/162.04 cnf(4073,plain,
% 162.20/162.04 (E(f333(f233(f325(a1)),x40731,f314(f233(f325(a1)),x40731)),f233(f325(a1)))),
% 162.20/162.04 inference(scs_inference,[],[776,875,4047,4051,876,3992,815,869,883,846,4061,889,891,774,814,906,773,2470,4037,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3915,2624,4046,4069,3906,3891,3369,3990,2580,2476,4010,4028,4034,2733,2472,4001,4022,4025,4031,2514,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790])).
% 162.20/162.04 cnf(4076,plain,
% 162.20/162.04 (~P18(x40761,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4079,plain,
% 162.20/162.04 (P25(f3(x40791,x40792))),
% 162.20/162.04 inference(rename_variables,[],[2502])).
% 162.20/162.04 cnf(4083,plain,
% 162.20/162.04 (~P18(x40831,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4084,plain,
% 162.20/162.04 (~P18(x40841,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4087,plain,
% 162.20/162.04 (~P18(x40871,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4088,plain,
% 162.20/162.04 (~P18(x40881,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4091,plain,
% 162.20/162.04 (~P18(x40911,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4092,plain,
% 162.20/162.04 (~P18(x40921,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4095,plain,
% 162.20/162.04 (~P18(x40951,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4096,plain,
% 162.20/162.04 (~P18(x40961,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4098,plain,
% 162.20/162.04 (E(f5(a1),f338(x40981,f338(x40981,f5(a1))))),
% 162.20/162.04 inference(scs_inference,[],[776,875,4047,4051,876,3992,815,869,883,846,4061,889,891,774,814,906,773,2470,4037,2502,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4083,4088,2733,2472,4001,4022,4025,4031,4043,4076,2514,2570,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829])).
% 162.20/162.04 cnf(4099,plain,
% 162.20/162.04 (~P18(x40991,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4100,plain,
% 162.20/162.04 (~P18(x41001,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4103,plain,
% 162.20/162.04 (P25(f3(x41031,x41032))),
% 162.20/162.04 inference(rename_variables,[],[2502])).
% 162.20/162.04 cnf(4106,plain,
% 162.20/162.04 (P25(f209(x41061))),
% 162.20/162.04 inference(rename_variables,[],[846])).
% 162.20/162.04 cnf(4107,plain,
% 162.20/162.04 (P18(x41071,f211(x41071))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4109,plain,
% 162.20/162.04 (P10(f343(f325(x41091),f325(x41091)),f325(x41091))),
% 162.20/162.04 inference(scs_inference,[],[776,875,4047,4051,876,3992,815,865,869,870,883,846,4061,4065,889,891,774,814,906,773,3867,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4083,4088,2733,2472,4001,4022,4025,4031,4043,4076,2514,2570,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550])).
% 162.20/162.04 cnf(4110,plain,
% 162.20/162.04 (P32(x41101,x41101)),
% 162.20/162.04 inference(rename_variables,[],[865])).
% 162.20/162.04 cnf(4111,plain,
% 162.20/162.04 (P8(x41111,f325(x41111))),
% 162.20/162.04 inference(rename_variables,[],[870])).
% 162.20/162.04 cnf(4114,plain,
% 162.20/162.04 (P8(f25(x41141),f325(x41141))),
% 162.20/162.04 inference(rename_variables,[],[873])).
% 162.20/162.04 cnf(4116,plain,
% 162.20/162.04 (P8(x41161,f325(x41161))),
% 162.20/162.04 inference(rename_variables,[],[870])).
% 162.20/162.04 cnf(4119,plain,
% 162.20/162.04 (~P18(x41191,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4122,plain,
% 162.20/162.04 (~P18(x41221,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4125,plain,
% 162.20/162.04 (~P4(f341(x41251,f345(x41251,x41251)))),
% 162.20/162.04 inference(rename_variables,[],[911])).
% 162.20/162.04 cnf(4126,plain,
% 162.20/162.04 (P18(x41261,f341(x41261,f345(x41261,x41261)))),
% 162.20/162.04 inference(rename_variables,[],[894])).
% 162.20/162.04 cnf(4127,plain,
% 162.20/162.04 (~P18(x41271,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4129,plain,
% 162.20/162.04 (P36(f318(f331(f323(a6)),f323(a6)),f331(f323(a6)))),
% 162.20/162.04 inference(scs_inference,[],[776,873,875,4047,4051,876,3992,911,815,865,869,4107,870,4111,883,846,4061,4065,894,889,866,891,774,847,814,906,773,3867,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4083,4088,2560,2733,2472,4001,4022,4025,4031,4043,4076,2514,2570,2803,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367])).
% 162.20/162.04 cnf(4133,plain,
% 162.20/162.04 (P18(x41331,f341(x41331,f345(x41331,x41331)))),
% 162.20/162.04 inference(rename_variables,[],[894])).
% 162.20/162.04 cnf(4134,plain,
% 162.20/162.04 (~P18(x41341,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4136,plain,
% 162.20/162.04 (P25(f318(f331(f323(a6)),f323(a6)))),
% 162.20/162.04 inference(scs_inference,[],[776,873,875,4047,4051,876,3992,911,4125,815,865,869,4107,870,4111,883,846,4061,4065,894,4126,889,866,891,774,847,814,906,773,3867,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4083,4088,2560,2733,2472,4001,4022,4025,4031,4043,4076,2514,2570,2803,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314])).
% 162.20/162.04 cnf(4138,plain,
% 162.20/162.04 (~E(f211(a1),f336(f209(f5(a1)),x41381))),
% 162.20/162.04 inference(scs_inference,[],[776,873,875,4047,4051,876,3992,911,4125,815,865,869,4107,870,4111,883,846,4061,4065,4106,894,4126,889,866,891,774,847,814,906,773,3867,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4083,4088,2560,2733,2472,4001,4022,4025,4031,4043,4076,2514,2570,2803,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282])).
% 162.20/162.04 cnf(4139,plain,
% 162.20/162.04 (P25(f209(x41391))),
% 162.20/162.04 inference(rename_variables,[],[846])).
% 162.20/162.04 cnf(4140,plain,
% 162.20/162.04 (P18(x41401,f211(x41401))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4143,plain,
% 162.20/162.04 (~E(f211(x41431),f334(a1,x41432))),
% 162.20/162.04 inference(scs_inference,[],[776,873,875,4047,4051,876,3992,911,4125,815,865,869,4107,4140,870,4111,883,846,4061,4065,4106,894,4126,889,866,891,774,847,814,906,773,3867,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4083,4088,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,2514,2570,2803,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390])).
% 162.20/162.04 cnf(4144,plain,
% 162.20/162.04 (~P18(x41441,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4146,plain,
% 162.20/162.04 (E(f5(a1),f336(a15,f5(a1)))),
% 162.20/162.04 inference(scs_inference,[],[776,873,875,4047,4051,876,3992,911,4125,815,865,869,4107,4140,870,4111,883,846,4061,4065,4106,894,4126,889,866,891,774,847,814,906,773,3867,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4099,4083,4088,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,2514,2570,2803,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796])).
% 162.20/162.04 cnf(4147,plain,
% 162.20/162.04 (~P18(x41471,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4148,plain,
% 162.20/162.04 (~P18(x41481,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4150,plain,
% 162.20/162.04 (E(f5(a1),f334(a15,f5(a1)))),
% 162.20/162.04 inference(scs_inference,[],[776,873,875,4047,4051,876,3992,911,4125,815,865,869,4107,4140,870,4111,883,846,4061,4065,4106,894,4126,889,866,891,774,847,814,906,773,3867,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4099,4148,4083,4088,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,2514,2570,2803,3942,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795])).
% 162.20/162.04 cnf(4151,plain,
% 162.20/162.04 (~P18(x41511,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4152,plain,
% 162.20/162.04 (~P18(x41521,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4155,plain,
% 162.20/162.04 (~P18(x41551,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4156,plain,
% 162.20/162.04 (~P18(x41561,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4157,plain,
% 162.20/162.04 (~P18(x41571,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4160,plain,
% 162.20/162.04 (~P18(x41601,f343(f200(x41601),f200(x41601)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4163,plain,
% 162.20/162.04 (~P18(x41631,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4165,plain,
% 162.20/162.04 (~E(f211(x41651),f329(a1))),
% 162.20/162.04 inference(scs_inference,[],[776,805,873,875,4047,4051,876,3992,911,4125,815,817,865,869,4107,4140,870,4111,883,846,4061,4065,4106,894,4126,889,866,891,774,804,847,814,906,773,3867,2666,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4099,4148,4083,4088,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,2514,2570,2803,3942,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617])).
% 162.20/162.04 cnf(4166,plain,
% 162.20/162.04 (~P18(x41661,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4169,plain,
% 162.20/162.04 (~P18(x41691,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4172,plain,
% 162.20/162.04 (~P18(x41721,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4173,plain,
% 162.20/162.04 (~P18(x41731,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4176,plain,
% 162.20/162.04 (~P18(x41761,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4177,plain,
% 162.20/162.04 (~P18(x41771,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4180,plain,
% 162.20/162.04 (~P18(x41801,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4181,plain,
% 162.20/162.04 (~P18(x41811,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4184,plain,
% 162.20/162.04 (~P18(x41841,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4186,plain,
% 162.20/162.04 (P18(f341(a6,a6),f184(f211(f341(a6,a6)),f341(a6,a6)))),
% 162.20/162.04 inference(scs_inference,[],[776,805,873,875,4047,4051,876,3992,3994,911,4125,815,817,865,869,4107,4140,870,4111,883,846,4061,4065,4106,894,4126,4133,889,866,891,774,804,847,814,906,773,3867,2666,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,2514,2570,2803,3942,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715])).
% 162.20/162.04 cnf(4187,plain,
% 162.20/162.04 (P18(x41871,f211(x41871))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4188,plain,
% 162.20/162.04 (E(f341(x41881,x41882),f341(x41882,x41881))),
% 162.20/162.04 inference(rename_variables,[],[876])).
% 162.20/162.04 cnf(4189,plain,
% 162.20/162.04 (P18(x41891,f341(x41891,f345(x41891,x41891)))),
% 162.20/162.04 inference(rename_variables,[],[894])).
% 162.20/162.04 cnf(4192,plain,
% 162.20/162.04 (~P18(x41921,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4196,plain,
% 162.20/162.04 (~P18(x41961,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4197,plain,
% 162.20/162.04 (P8(a1,f325(x41971))),
% 162.20/162.04 inference(rename_variables,[],[2783])).
% 162.20/162.04 cnf(4200,plain,
% 162.20/162.04 (~P18(x42001,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4201,plain,
% 162.20/162.04 (~P18(x42011,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4205,plain,
% 162.20/162.04 (~P18(x42051,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4211,plain,
% 162.20/162.04 (~P18(f211(x42111),x42111)),
% 162.20/162.04 inference(scs_inference,[],[776,805,873,875,4047,4051,876,3992,3994,911,4125,815,817,865,4110,869,4107,4140,4187,870,4111,883,846,4061,4065,4106,894,4126,4133,889,866,891,774,804,847,814,906,773,3867,2666,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143])).
% 162.20/162.04 cnf(4213,plain,
% 162.20/162.04 (~P4(f211(x42131))),
% 162.20/162.04 inference(scs_inference,[],[776,805,873,875,4047,4051,876,3992,3994,911,4125,815,817,865,4110,869,4107,4140,4187,870,4111,883,846,4061,4065,4106,894,4126,4133,889,866,891,774,804,847,814,906,773,3867,2666,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011])).
% 162.20/162.04 cnf(4225,plain,
% 162.20/162.04 (~P18(f211(f341(x42251,f345(x42251,x42251))),x42251)),
% 162.20/162.04 inference(scs_inference,[],[776,802,805,873,875,4047,4051,876,3992,3994,911,4125,815,817,865,4110,869,4107,4140,4187,870,4111,883,846,4061,4065,4106,894,4126,4133,4189,889,866,891,774,804,847,814,906,773,3867,2666,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275])).
% 162.20/162.04 cnf(4226,plain,
% 162.20/162.04 (P18(x42261,f211(x42261))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4229,plain,
% 162.20/162.04 (P18(x42291,f211(x42291))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4231,plain,
% 162.20/162.04 (P23(f210(x42311),x42311)),
% 162.20/162.04 inference(scs_inference,[],[776,802,805,873,875,4047,4051,876,3992,3994,911,4125,815,817,865,4110,869,4107,4140,4187,4226,870,4111,883,846,4061,4065,4106,894,4126,4133,4189,850,872,889,866,891,774,804,847,814,906,773,3867,2612,2666,3677,2470,4037,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120])).
% 162.20/162.04 cnf(4238,plain,
% 162.20/162.04 (~P18(f200(x42381),x42381)),
% 162.20/162.04 inference(rename_variables,[],[2470])).
% 162.20/162.04 cnf(4240,plain,
% 162.20/162.04 (P28(f338(f200(x42401),f345(x42401,x42401)),f200(x42401))),
% 162.20/162.04 inference(scs_inference,[],[776,802,805,899,873,875,4047,4051,876,3992,3994,911,4125,815,817,865,4110,869,4107,4140,4187,4226,870,4111,883,846,4061,4065,4106,894,4126,4133,4189,850,872,884,889,866,891,774,804,847,814,906,773,3867,3635,2612,2666,3677,2470,4037,4040,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2547,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077])).
% 162.20/162.04 cnf(4241,plain,
% 162.20/162.04 (P32(f338(x42411,x42412),x42411)),
% 162.20/162.04 inference(rename_variables,[],[884])).
% 162.20/162.04 cnf(4244,plain,
% 162.20/162.04 (P8(f233(x42441),x42441)),
% 162.20/162.04 inference(rename_variables,[],[871])).
% 162.20/162.04 cnf(4247,plain,
% 162.20/162.04 (P8(f233(x42471),x42471)),
% 162.20/162.04 inference(rename_variables,[],[871])).
% 162.20/162.04 cnf(4250,plain,
% 162.20/162.04 (~P18(x42501,f343(f200(x42501),f200(x42501)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4252,plain,
% 162.20/162.04 (~E(f211(x42521),f338(x42522,f211(x42521)))),
% 162.20/162.04 inference(scs_inference,[],[776,802,805,899,873,875,4047,4051,4055,876,3992,3994,911,4125,815,817,865,4110,869,4107,4140,4187,4226,4229,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,872,884,889,866,891,774,804,847,814,906,773,3867,3635,2612,2666,4160,3677,2470,4037,4040,2502,4079,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2547,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282])).
% 162.20/162.04 cnf(4255,plain,
% 162.20/162.04 (~P18(x42551,f343(f200(x42551),f200(x42551)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4258,plain,
% 162.20/162.04 (P18(x42581,f211(x42581))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4263,plain,
% 162.20/162.04 (~P18(f200(x42631),x42631)),
% 162.20/162.04 inference(rename_variables,[],[2470])).
% 162.20/162.04 cnf(4265,plain,
% 162.20/162.04 (~P18(f341(f200(f200(x42651)),x42652),f200(x42651))),
% 162.20/162.04 inference(scs_inference,[],[776,802,805,899,873,875,4047,4051,4055,876,3992,3994,911,4125,815,817,865,4110,869,4107,4140,4187,4226,4229,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,872,884,889,866,891,774,804,847,814,906,773,3867,3635,2612,2666,4160,4250,4255,3677,2470,4037,4040,4238,4263,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2547,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307])).
% 162.20/162.04 cnf(4281,plain,
% 162.20/162.04 (~P18(f345(f345(x42811,f211(f341(f329(a15),f345(f329(a15),f329(a15))))),f345(x42811,x42811)),a15)),
% 162.20/162.04 inference(scs_inference,[],[776,802,805,833,899,873,875,4047,4051,4055,876,3992,3994,911,4125,815,817,822,865,4110,869,4107,4140,4187,4226,4229,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,872,884,889,866,891,774,804,847,814,906,773,3867,3635,2612,2666,4160,4250,4255,3677,2470,4037,4040,4238,4263,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2547,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762])).
% 162.20/162.04 cnf(4284,plain,
% 162.20/162.04 (~P18(x42841,f343(f200(x42841),f200(x42841)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4287,plain,
% 162.20/162.04 (~P18(x42871,f222(x42871,f211(x42871)))),
% 162.20/162.04 inference(scs_inference,[],[776,802,805,833,899,873,875,4047,4051,4055,876,3992,3994,911,4125,815,817,822,865,4110,869,4107,4140,4187,4226,4229,4258,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,872,884,889,866,891,774,804,847,814,906,773,3867,3635,2612,2666,4160,4250,4255,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2547,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440])).
% 162.20/162.04 cnf(4295,plain,
% 162.20/162.04 (P32(f3(f345(x42951,x42951),f345(x42951,x42951)),f3(f200(x42951),f200(x42951)))),
% 162.20/162.04 inference(scs_inference,[],[776,802,805,833,899,873,875,4047,4051,4055,876,3992,3994,911,4125,815,817,822,865,4110,869,4107,4140,4187,4226,4229,4258,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,872,884,889,866,891,774,804,847,814,906,773,3867,3635,2612,2666,4160,4250,4255,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2547,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453])).
% 162.20/162.04 cnf(4302,plain,
% 162.20/162.04 (~E(f211(x43021),f3(f5(a1),x43022))),
% 162.20/162.04 inference(scs_inference,[],[776,802,805,833,899,836,873,875,4047,4051,4055,876,3992,3994,911,4125,815,817,822,851,865,4110,869,4107,4140,4187,4226,4229,4258,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,872,884,889,866,891,774,804,847,814,906,773,3867,3635,2612,2666,4160,4250,4255,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2547,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968])).
% 162.20/162.04 cnf(4303,plain,
% 162.20/162.04 (~P18(x43031,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4310,plain,
% 162.20/162.04 (P18(x43101,f211(x43101))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4312,plain,
% 162.20/162.04 (~E(a17,f341(a17,f345(a17,a17)))),
% 162.20/162.04 inference(scs_inference,[],[776,802,805,833,899,836,873,4114,875,4047,4051,4055,876,3992,3994,911,4125,815,817,822,851,865,4110,777,869,4107,4140,4187,4226,4229,4258,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,884,889,866,891,774,804,847,814,906,773,3867,3635,2612,2666,4160,4250,4255,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2547,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364])).
% 162.20/162.04 cnf(4314,plain,
% 162.20/162.04 (P14(f334(a36,f5(a36)))),
% 162.20/162.04 inference(scs_inference,[],[811,776,802,805,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,911,4125,815,817,822,851,865,4110,777,869,4107,4140,4187,4226,4229,4258,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2547,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181])).
% 162.20/162.04 cnf(4327,plain,
% 162.20/162.04 (E(f338(x43271,f338(x43271,x43271)),x43271)),
% 162.20/162.04 inference(rename_variables,[],[885])).
% 162.20/162.04 cnf(4328,plain,
% 162.20/162.04 (E(f345(x43281,x43282),f345(x43282,x43281))),
% 162.20/162.04 inference(rename_variables,[],[875])).
% 162.20/162.04 cnf(4330,plain,
% 162.20/162.04 (~P18(x43301,f336(f5(a1),x43302))),
% 162.20/162.04 inference(scs_inference,[],[811,776,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,911,4125,815,817,822,851,816,865,4110,777,869,4107,4140,4187,4226,4229,4258,4310,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,3955,3942,2547,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334])).
% 162.20/162.04 cnf(4338,plain,
% 162.20/162.04 (~P8(f211(x43381),f325(f343(f200(x43381),f200(x43381))))),
% 162.20/162.04 inference(scs_inference,[],[811,776,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,911,4125,815,817,822,851,816,865,4110,777,780,869,4107,4140,4187,4226,4229,4258,4310,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,904,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,4284,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283])).
% 162.20/162.04 cnf(4339,plain,
% 162.20/162.04 (~P18(x43391,f343(f200(x43391),f200(x43391)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4344,plain,
% 162.20/162.04 (P18(x43441,f211(x43441))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4346,plain,
% 162.20/162.04 (~P8(f329(a36),f325(f5(a36)))),
% 162.20/162.04 inference(scs_inference,[],[811,776,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,911,4125,815,817,822,851,816,865,4110,777,780,869,4107,4140,4187,4226,4229,4258,4310,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,904,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,4284,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105])).
% 162.20/162.04 cnf(4349,plain,
% 162.20/162.04 (E(f338(x43491,f338(x43491,x43491)),x43491)),
% 162.20/162.04 inference(rename_variables,[],[885])).
% 162.20/162.04 cnf(4352,plain,
% 162.20/162.04 (P18(x43521,f341(x43521,f345(x43521,x43521)))),
% 162.20/162.04 inference(rename_variables,[],[894])).
% 162.20/162.04 cnf(4354,plain,
% 162.20/162.04 (~E(f211(f345(x43541,x43541)),f345(a1,a1))),
% 162.20/162.04 inference(scs_inference,[],[811,776,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,4327,911,4125,815,817,822,851,816,865,4110,777,780,869,4107,4140,4187,4226,4229,4258,4310,4344,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,904,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,4284,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167])).
% 162.20/162.04 cnf(4355,plain,
% 162.20/162.04 (P18(x43551,f211(x43551))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4366,plain,
% 162.20/162.04 (~P18(x43661,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4368,plain,
% 162.20/162.04 (~P32(f200(x43681),f338(f200(x43681),f345(x43681,x43681)))),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,4327,911,4125,815,817,822,851,816,865,4110,777,780,869,4107,4140,4187,4226,4229,4258,4310,4344,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,904,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,4284,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145])).
% 162.20/162.04 cnf(4370,plain,
% 162.20/162.04 (~E(f338(f345(x43701,x43701),f200(x43701)),f345(x43701,x43701))),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,4327,911,4125,815,817,822,851,816,865,4110,777,780,869,4107,4140,4187,4226,4229,4258,4310,4344,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,904,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,4284,3557,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071])).
% 162.20/162.04 cnf(4372,plain,
% 162.20/162.04 (~P10(f200(x43721),f345(x43721,x43721))),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,4327,911,4125,815,817,822,851,816,865,4110,777,780,869,4107,4140,4187,4226,4229,4258,4310,4344,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,904,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,4284,3557,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069])).
% 162.20/162.04 cnf(4378,plain,
% 162.20/162.04 (~P10(f200(x43781),f200(x43781))),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,4327,911,4125,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,904,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,4284,3557,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3585,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221])).
% 162.20/162.04 cnf(4380,plain,
% 162.20/162.04 (~P10(f211(x43801),f211(x43801))),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,4327,911,4125,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,904,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,4284,3557,3571,3677,2470,4037,4040,4238,4263,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3585,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276])).
% 162.20/162.04 cnf(4384,plain,
% 162.20/162.04 (E(f233(f325(a1)),a1)),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,4327,911,4125,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,904,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,4284,3557,3571,3677,2470,4037,4040,4238,4263,2511,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3585,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981])).
% 162.20/162.04 cnf(4387,plain,
% 162.20/162.04 (E(f338(x43871,f338(x43871,x43871)),x43871)),
% 162.20/162.04 inference(rename_variables,[],[885])).
% 162.20/162.04 cnf(4391,plain,
% 162.20/162.04 (~P32(f345(f200(f3(x43911,x43912)),x43913),f341(f338(x43914,f338(x43914,f3(x43911,x43912))),f338(x43914,f338(x43914,f3(x43911,x43912)))))),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,4327,4349,911,4125,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,904,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,4284,3557,3571,3677,2470,4037,4040,4238,4263,2511,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3585,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318])).
% 162.20/162.04 cnf(4396,plain,
% 162.20/162.04 (P32(f5(a1),x43961)),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,876,3992,3994,885,4327,4349,911,4125,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,872,904,884,889,866,891,774,804,847,814,906,773,824,3867,3635,2612,2666,4160,4250,4255,4284,3557,3571,3677,2470,4037,4040,4238,4263,2511,2781,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3585,2624,4046,4069,3906,3891,4062,3186,3369,3990,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4099,4148,4083,4088,2499,2560,2733,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200])).
% 162.20/162.04 cnf(4397,plain,
% 162.20/162.04 (~P18(x43971,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4412,plain,
% 162.20/162.04 (E(f338(x44121,f338(x44121,x44121)),x44121)),
% 162.20/162.04 inference(rename_variables,[],[885])).
% 162.20/162.04 cnf(4413,plain,
% 162.20/162.04 (~P33(a36,x44131,f338(a14,f338(a14,a14)))),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,911,4125,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,3557,3571,3677,2470,4037,4040,4238,4263,2511,2781,3710,3713,3716,3719,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730])).
% 162.20/162.04 cnf(4415,plain,
% 162.20/162.04 (~P8(f337(f325(a6)),a1)),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,3557,3571,3677,2470,4037,4040,4238,4263,2511,2781,3710,3713,3716,3719,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2597,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716])).
% 162.20/162.04 cnf(4417,plain,
% 162.20/162.04 (~P18(f200(x44171),x44171)),
% 162.20/162.04 inference(rename_variables,[],[2470])).
% 162.20/162.04 cnf(4418,plain,
% 162.20/162.04 (E(f326(f345(f345(x44181,x44182),f345(x44181,x44181))),x44181)),
% 162.20/162.04 inference(rename_variables,[],[896])).
% 162.20/162.04 cnf(4420,plain,
% 162.20/162.04 (~P18(x44201,f343(f200(x44201),f200(x44201)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4422,plain,
% 162.20/162.04 (E(f326(f345(f345(x44221,x44222),f345(x44221,x44221))),x44221)),
% 162.20/162.04 inference(rename_variables,[],[896])).
% 162.20/162.04 cnf(4427,plain,
% 162.20/162.04 (~P32(f211(f345(f345(x44271,x44271),f345(x44271,x44271))),f338(f211(f345(f345(x44271,x44271),f345(x44271,x44271))),f211(f345(f345(x44271,x44271),f345(x44271,x44271)))))),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,4339,3557,3571,3677,2470,4037,4040,4238,4263,2511,2781,3710,3713,3716,3719,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2597,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162])).
% 162.20/162.04 cnf(4428,plain,
% 162.20/162.04 (P32(f338(x44281,x44282),x44281)),
% 162.20/162.04 inference(rename_variables,[],[884])).
% 162.20/162.04 cnf(4432,plain,
% 162.20/162.04 (P14(f338(f5(a36),x44321))),
% 162.20/162.04 inference(scs_inference,[],[811,776,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,870,4111,871,4244,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,4339,3557,3571,3677,2470,4037,4040,4238,4263,2511,2781,3710,3713,3716,3719,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2597,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032])).
% 162.20/162.04 cnf(4439,plain,
% 162.20/162.04 (~P18(x44391,f343(f200(x44391),f200(x44391)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4442,plain,
% 162.20/162.04 (~P18(x44421,f343(f200(x44421),f200(x44421)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4444,plain,
% 162.20/162.04 (~E(f211(x44441),f338(x44442,f338(x44442,f343(f200(f236(x44441,x44441)),f200(f236(x44441,x44441))))))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,3557,3571,3677,3679,2470,4037,4040,4238,4263,2511,2781,3710,3713,3716,3719,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2597,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416])).
% 162.20/162.04 cnf(4445,plain,
% 162.20/162.04 (~P18(x44451,f343(f200(x44451),f200(x44451)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4449,plain,
% 162.20/162.04 (~E(f211(a6),f338(f343(f200(a6),f200(a6)),x44491))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,3557,3571,3677,3679,2470,4037,4040,4238,4263,2511,2781,3710,3713,3716,3719,2502,4079,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2597,2745,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229])).
% 162.20/162.04 cnf(4450,plain,
% 162.20/162.04 (P18(x44501,f211(x44501))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4451,plain,
% 162.20/162.04 (~P18(x44511,f343(f200(x44511),f200(x44511)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4454,plain,
% 162.20/162.04 (~P18(x44541,f343(f200(x44541),f200(x44541)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4457,plain,
% 162.20/162.04 (~P18(x44571,f343(f200(x44571),f200(x44571)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4460,plain,
% 162.20/162.04 (~P18(x44601,f343(f200(x44601),f200(x44601)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4463,plain,
% 162.20/162.04 (P18(x44631,f211(x44631))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4466,plain,
% 162.20/162.04 (E(f326(f345(f345(x44661,x44662),f345(x44661,x44661))),x44661)),
% 162.20/162.04 inference(rename_variables,[],[896])).
% 162.20/162.04 cnf(4478,plain,
% 162.20/162.04 (~P4(f329(f3(a6,a6)))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,3557,3571,3677,3679,2470,4037,4040,4238,4263,2511,2781,3710,3713,3716,3719,2502,4079,4103,3760,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006])).
% 162.20/162.04 cnf(4479,plain,
% 162.20/162.04 (P25(f3(x44791,x44792))),
% 162.20/162.04 inference(rename_variables,[],[2502])).
% 162.20/162.04 cnf(4486,plain,
% 162.20/162.04 (~P18(f200(x44861),x44861)),
% 162.20/162.04 inference(rename_variables,[],[2470])).
% 162.20/162.04 cnf(4492,plain,
% 162.20/162.04 (P22(a15,f5(a1))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,2511,2781,3710,3713,3716,3719,2502,4079,4103,3760,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247])).
% 162.20/162.04 cnf(4493,plain,
% 162.20/162.04 (~P18(x44931,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4495,plain,
% 162.20/162.04 (E(f331(f335(f210(f5(a1)),f5(a1))),f5(a1))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,2511,2781,3710,3713,3716,3719,2502,4079,4103,3760,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230])).
% 162.20/162.04 cnf(4498,plain,
% 162.20/162.04 (~P18(f200(x44981),x44981)),
% 162.20/162.04 inference(rename_variables,[],[2470])).
% 162.20/162.04 cnf(4500,plain,
% 162.20/162.04 (P32(f334(a15,f336(a15,x45001)),x45001)),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,2511,2781,3710,3713,3716,3719,2502,4079,4103,3760,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427])).
% 162.20/162.04 cnf(4504,plain,
% 162.20/162.04 (E(f329(f328(a15,a15)),f334(a15,f329(a15)))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,2511,2781,3710,3713,3716,3719,2502,4079,4103,3760,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265])).
% 162.20/162.04 cnf(4506,plain,
% 162.20/162.04 (~P18(f345(f345(f200(f331(a15)),x45061),f345(f200(f331(a15)),f200(f331(a15)))),a15)),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,2511,2781,3710,3713,3716,3719,2502,4079,4103,3760,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761])).
% 162.20/162.04 cnf(4507,plain,
% 162.20/162.04 (~P18(f200(x45071),x45071)),
% 162.20/162.04 inference(rename_variables,[],[2470])).
% 162.20/162.04 cnf(4510,plain,
% 162.20/162.04 (~P18(f200(x45101),x45101)),
% 162.20/162.04 inference(rename_variables,[],[2470])).
% 162.20/162.04 cnf(4512,plain,
% 162.20/162.04 (~E(f211(f341(f200(f200(x45121)),x45122)),f3(x45123,f5(a1)))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,2511,2781,3710,3713,3716,3719,2502,4079,4103,3760,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969])).
% 162.20/162.04 cnf(4513,plain,
% 162.20/162.04 (P18(x45131,f211(x45131))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4514,plain,
% 162.20/162.04 (~P18(x45141,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4517,plain,
% 162.20/162.04 (~P18(x45171,f343(f200(x45171),f200(x45171)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4518,plain,
% 162.20/162.04 (P18(x45181,f211(x45181))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4522,plain,
% 162.20/162.04 (~P18(x45221,f343(f200(x45221),f200(x45221)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4526,plain,
% 162.20/162.04 (~E(f343(f200(f217(f345(x45261,x45261),f200(x45261))),f200(f217(f345(x45261,x45261),f200(x45261)))),f338(f345(x45261,x45261),f338(f345(x45261,x45261),f345(x45261,x45261))))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,2511,2781,3710,3713,3716,3719,2502,4079,4103,3760,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490])).
% 162.20/162.04 cnf(4527,plain,
% 162.20/162.04 (~P18(x45271,f343(f200(x45271),f200(x45271)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4531,plain,
% 162.20/162.04 (~P29(f341(f5(a1),f345(f5(a1),f5(a1))),f5(a1))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,2511,2781,3710,3713,3716,3719,2502,4079,4103,3760,3673,3858,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621])).
% 162.20/162.04 cnf(4532,plain,
% 162.20/162.04 (~P18(x45321,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4541,plain,
% 162.20/162.04 (P18(x45411,f211(x45411))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4545,plain,
% 162.20/162.04 (P18(x45451,f211(x45451))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4548,plain,
% 162.20/162.04 (P18(x45481,f211(x45481))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4551,plain,
% 162.20/162.04 (P18(x45511,f211(x45511))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4554,plain,
% 162.20/162.04 (P18(x45541,f211(x45541))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4559,plain,
% 162.20/162.04 (E(f326(f345(f345(x45591,x45592),f345(x45591,x45591))),x45591)),
% 162.20/162.04 inference(rename_variables,[],[896])).
% 162.20/162.04 cnf(4562,plain,
% 162.20/162.04 (~P18(f200(x45621),x45621)),
% 162.20/162.04 inference(rename_variables,[],[2470])).
% 162.20/162.04 cnf(4564,plain,
% 162.20/162.04 (~E(f200(x45641),f338(f200(x45641),f345(x45641,x45641)))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,4466,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2558,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2])).
% 162.20/162.04 cnf(4565,plain,
% 162.20/162.04 (~E(f211(x45651),a1)),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,4466,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2558,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000])).
% 162.20/162.04 cnf(4567,plain,
% 162.20/162.04 (~E(a6,a1)),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,4466,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2586,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2558,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957])).
% 162.20/162.04 cnf(4571,plain,
% 162.20/162.04 (~E(f338(f345(f345(x45711,x45711),f345(x45711,x45711)),f345(a1,a1)),a1)),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,4466,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2586,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2558,2597,2745,2757,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054])).
% 162.20/162.04 cnf(4580,plain,
% 162.20/162.04 (P18(x45801,f211(x45801))),
% 162.20/162.04 inference(rename_variables,[],[869])).
% 162.20/162.04 cnf(4594,plain,
% 162.20/162.04 (~P18(x45941,f343(f200(x45941),f200(x45941)))),
% 162.20/162.04 inference(rename_variables,[],[2666])).
% 162.20/162.04 cnf(4597,plain,
% 162.20/162.04 (P18(x45971,f341(x45971,f345(x45971,x45971)))),
% 162.20/162.04 inference(rename_variables,[],[894])).
% 162.20/162.04 cnf(4600,plain,
% 162.20/162.04 (E(f5(f209(x46001)),x46001)),
% 162.20/162.04 inference(rename_variables,[],[856])).
% 162.20/162.04 cnf(4601,plain,
% 162.20/162.04 (~P18(f200(x46011),x46011)),
% 162.20/162.04 inference(rename_variables,[],[2470])).
% 162.20/162.04 cnf(4603,plain,
% 162.20/162.04 (~E(f338(f345(x46031,x46031),f338(f345(x46031,x46031),f200(x46031))),a1)),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,859,911,4125,896,4418,4422,4466,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2586,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316])).
% 162.20/162.04 cnf(4605,plain,
% 162.20/162.04 (~P10(f345(x46051,x46051),f5(f209(f200(x46051))))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2586,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721])).
% 162.20/162.04 cnf(4606,plain,
% 162.20/162.04 (P1(f341(f345(a6,a6),a6))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,3915,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4099,4148,4083,4088,2499,2560,2733,3506,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2586,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708])).
% 162.20/162.04 cnf(4614,plain,
% 162.20/162.04 (E(f326(f345(f345(x46141,x46142),f345(x46141,x46141))),x46141)),
% 162.20/162.04 inference(rename_variables,[],[896])).
% 162.20/162.04 cnf(4618,plain,
% 162.20/162.04 (P2(f341(f345(a6,a6),a6))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,3631,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4099,4148,4083,4088,2499,2560,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2586,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718])).
% 162.20/162.04 cnf(4622,plain,
% 162.20/162.04 (~P32(f345(x46221,x46221),f326(f345(f345(f5(a1),x46222),f345(f5(a1),f5(a1)))))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,3631,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4099,4148,4083,4088,2499,2560,3700,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2586,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715])).
% 162.20/162.04 cnf(4633,plain,
% 162.20/162.04 (~P18(x46331,f146(f5(a1),x46332))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,3631,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4099,4148,4083,4088,2499,2560,3700,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,2514,2570,2578,2586,2737,2783,4197,2803,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632])).
% 162.20/162.04 cnf(4634,plain,
% 162.20/162.04 (~P18(x46341,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4638,plain,
% 162.20/162.04 (~P18(x46381,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4641,plain,
% 162.20/162.04 (~P18(x46411,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4645,plain,
% 162.20/162.04 (P20(a15,f5(a1))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,3631,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4099,4148,4083,4088,2499,2560,3700,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,2514,2570,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243])).
% 162.20/162.04 cnf(4646,plain,
% 162.20/162.04 (~P18(x46461,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4649,plain,
% 162.20/162.04 (~P18(x46491,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4652,plain,
% 162.20/162.04 (~P18(x46521,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4655,plain,
% 162.20/162.04 (~P18(x46551,a1)),
% 162.20/162.04 inference(rename_variables,[],[2472])).
% 162.20/162.04 cnf(4657,plain,
% 162.20/162.04 (~P32(f341(f345(x46571,x46571),f345(f345(x46571,x46571),f345(x46571,x46571))),f345(a1,a1))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,3631,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4099,4148,4083,4088,2499,2560,3700,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,2514,2570,2568,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329])).
% 162.20/162.04 cnf(4658,plain,
% 162.20/162.04 (~E(f341(f345(x46581,x46581),x46582),a1)),
% 162.20/162.04 inference(rename_variables,[],[2568])).
% 162.20/162.04 cnf(4660,plain,
% 162.20/162.04 (~E(f147(f345(f345(f200(x46601),f200(x46601)),f345(f200(x46601),f200(x46601))),f338(f200(x46601),f345(x46601,x46601))),f338(f200(x46601),f345(x46601,x46601)))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,3631,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4099,4148,4083,4088,2499,2560,3700,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,2514,2570,2568,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526])).
% 162.20/162.04 cnf(4661,plain,
% 162.20/162.04 (E(f345(x46611,x46612),f345(x46612,x46611))),
% 162.20/162.04 inference(rename_variables,[],[875])).
% 162.20/162.04 cnf(4664,plain,
% 162.20/162.04 (~P18(x46641,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4665,plain,
% 162.20/162.04 (~P18(x46651,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4667,plain,
% 162.20/162.04 (~P18(x46671,f98(f5(a1),x46672))),
% 162.20/162.04 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,3631,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4180,4665,4099,4148,4083,4088,2499,2560,3700,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,2514,2570,2568,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661])).
% 162.20/162.04 cnf(4668,plain,
% 162.20/162.04 (~P18(x46681,f5(a1))),
% 162.20/162.04 inference(rename_variables,[],[2476])).
% 162.20/162.04 cnf(4669,plain,
% 162.20/162.04 (~P18(x46691,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4672,plain,
% 162.20/162.05 (~P18(x46721,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4673,plain,
% 162.20/162.05 (~P18(x46731,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4676,plain,
% 162.20/162.05 (~P18(x46761,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4679,plain,
% 162.20/162.05 (~P18(x46791,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4682,plain,
% 162.20/162.05 (~P18(x46821,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4685,plain,
% 162.20/162.05 (~P18(x46851,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4687,plain,
% 162.20/162.05 (~P18(f265(a17,f345(a17,a17),a17),a17)),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,3631,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4180,4665,4099,4148,4083,4088,2499,2560,3700,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4200,2514,2570,2568,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919])).
% 162.20/162.05 cnf(4691,plain,
% 162.20/162.05 (E(f329(f328(a1,a1)),f329(a1))),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,870,4111,871,4244,4247,883,846,4061,4065,4106,894,4126,4133,4189,4352,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,3631,2580,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4180,4665,4099,4148,4083,4088,2499,2560,3700,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4200,2514,2570,2568,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919,1725,1387])).
% 162.20/162.05 cnf(4704,plain,
% 162.20/162.05 (~P18(x47041,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4705,plain,
% 162.20/162.05 (~P18(x47051,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4708,plain,
% 162.20/162.05 (~P18(x47081,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4711,plain,
% 162.20/162.05 (~P18(x47111,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4714,plain,
% 162.20/162.05 (~P18(x47141,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4717,plain,
% 162.20/162.05 (~P18(x47171,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4720,plain,
% 162.20/162.05 (~P18(x47201,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4721,plain,
% 162.20/162.05 (~P18(x47211,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4724,plain,
% 162.20/162.05 (~P18(x47241,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4729,plain,
% 162.20/162.05 (~E(f341(f345(x47291,x47291),x47292),a1)),
% 162.20/162.05 inference(rename_variables,[],[2568])).
% 162.20/162.05 cnf(4730,plain,
% 162.20/162.05 (~P18(x47301,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4734,plain,
% 162.20/162.05 (P18(x47341,f211(x47341))),
% 162.20/162.05 inference(rename_variables,[],[869])).
% 162.20/162.05 cnf(4737,plain,
% 162.20/162.05 (E(f37(f5(a1)),f209(f5(a1)))),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,844,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,4580,870,4111,871,4244,4247,883,846,4061,4065,4106,849,894,4126,4133,4189,4352,4597,857,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,4601,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,2767,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,3631,2580,2579,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4682,4180,4665,4669,4156,4155,4099,4148,4152,4705,4714,4720,4083,4088,4092,2499,2560,3700,2789,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4685,4704,4708,4711,4717,4724,4200,2514,2570,2568,4658,4729,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919,1725,1387,1386,1730,1729,2018,2006,2008,2007,2255,1748,2273,2272,1177,1150,1287,1278])).
% 162.20/162.05 cnf(4741,plain,
% 162.20/162.05 (~P18(x47411,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4743,plain,
% 162.20/162.05 (~P18(x47431,f5(f5(a1)))),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,844,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,897,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,4580,870,4111,871,4244,4247,883,846,4061,4065,4106,849,894,4126,4133,4189,4352,4597,857,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,4601,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,2767,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3186,3369,3990,3429,3631,2580,2579,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4682,4180,4665,4669,4156,4155,4099,4148,4152,4705,4714,4720,4741,4083,4088,4092,2499,2560,3700,2789,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4685,4704,4708,4711,4717,4724,4200,2514,2562,2570,2568,4658,4729,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919,1725,1387,1386,1730,1729,2018,2006,2008,2007,2255,1748,2273,2272,1177,1150,1287,1278,1682])).
% 162.20/162.05 cnf(4744,plain,
% 162.20/162.05 (~P18(x47441,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4745,plain,
% 162.20/162.05 (E(f327(f345(f345(x47451,x47452),f345(x47451,x47451))),x47452)),
% 162.20/162.05 inference(rename_variables,[],[897])).
% 162.20/162.05 cnf(4748,plain,
% 162.20/162.05 (~P18(x47481,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4751,plain,
% 162.20/162.05 (~P18(x47511,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4754,plain,
% 162.20/162.05 (~P18(x47541,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4755,plain,
% 162.20/162.05 (~P18(x47551,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4758,plain,
% 162.20/162.05 (~P18(x47581,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4759,plain,
% 162.20/162.05 (~P18(x47591,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4762,plain,
% 162.20/162.05 (~P18(x47621,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4763,plain,
% 162.20/162.05 (~P18(x47631,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4766,plain,
% 162.20/162.05 (~P18(x47661,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4769,plain,
% 162.20/162.05 (~P18(x47691,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4777,plain,
% 162.20/162.05 (~P18(x47771,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4778,plain,
% 162.20/162.05 (~P18(x47781,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4781,plain,
% 162.20/162.05 (~P18(x47811,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4782,plain,
% 162.20/162.05 (~P18(x47821,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4794,plain,
% 162.20/162.05 (~P34(a36,x47941,a14)),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,844,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,897,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,4580,870,4111,871,4244,4247,883,846,4061,4065,4106,849,894,4126,4133,4189,4352,4597,857,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,4601,2511,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,2767,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3181,3186,3369,3990,3429,3631,2580,2579,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4682,4180,4665,4669,4156,4155,4099,4148,4152,4705,4714,4720,4741,4744,4748,4751,4755,4759,4781,4083,4088,4092,4721,4782,2499,2560,3700,2789,2791,3788,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4685,4704,4708,4711,4717,4724,4730,4754,4758,4762,4766,4769,4777,4200,4673,4763,4778,2514,2562,2570,2568,4658,4729,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919,1725,1387,1386,1730,1729,2018,2006,2008,2007,2255,1748,2273,2272,1177,1150,1287,1278,1682,1428,1814,2275,2274,2201,2338,2337,1462,2340,2339,2435,2434,1144,1540])).
% 162.20/162.05 cnf(4801,plain,
% 162.20/162.05 (~P18(f211(f200(f3(x48011,x48012))),f3(x48011,x48012))),
% 162.20/162.05 inference(rename_variables,[],[2582])).
% 162.20/162.05 cnf(4805,plain,
% 162.20/162.05 (~E(a36,f209(f329(a36)))),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,844,873,4114,875,4047,4051,4055,4328,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,897,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,4580,870,4111,871,4244,4247,883,846,4061,4065,4106,849,894,4126,4133,4189,4352,4597,857,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,4601,2511,2582,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,2767,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3181,3186,3369,3990,3429,3631,2580,2579,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4682,4180,4665,4669,4156,4155,4099,4148,4152,4705,4714,4720,4741,4744,4748,4751,4755,4759,4781,4083,4088,4092,4721,4782,2499,2560,3700,2789,2791,3738,3788,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4685,4704,4708,4711,4717,4724,4730,4754,4758,4762,4766,4769,4777,4200,4673,4763,4778,2514,2562,2570,2568,4658,4729,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,3935,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919,1725,1387,1386,1730,1729,2018,2006,2008,2007,2255,1748,2273,2272,1177,1150,1287,1278,1682,1428,1814,2275,2274,2201,2338,2337,1462,2340,2339,2435,2434,1144,1540,1226,967,1448,1176,1004])).
% 162.20/162.05 cnf(4808,plain,
% 162.20/162.05 (E(f327(f345(f345(x48081,x48082),f345(x48081,x48081))),x48082)),
% 162.20/162.05 inference(rename_variables,[],[897])).
% 162.20/162.05 cnf(4810,plain,
% 162.20/162.05 (E(f345(x48101,x48102),f345(x48102,x48101))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(4818,plain,
% 162.20/162.05 (~P32(a36,f3(x48181,a14))),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,844,873,4114,875,4047,4051,4055,4328,4661,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,897,4745,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,4580,870,4111,871,4244,4247,883,846,4061,4065,4106,849,894,4126,4133,4189,4352,4597,857,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,4594,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,4601,2511,2582,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,2767,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3181,3186,3369,3990,3429,3631,2580,2579,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4682,4180,4665,4669,4156,4155,4099,4148,4152,4705,4714,4720,4741,4744,4748,4751,4755,4759,4781,4083,4088,4092,4721,4782,2499,2560,3700,2789,2791,3738,3788,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4685,4704,4708,4711,4717,4724,4730,4754,4758,4762,4766,4769,4777,4200,4673,4763,4778,2514,2562,2570,2568,4658,4729,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,3935,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919,1725,1387,1386,1730,1729,2018,2006,2008,2007,2255,1748,2273,2272,1177,1150,1287,1278,1682,1428,1814,2275,2274,2201,2338,2337,1462,2340,2339,2435,2434,1144,1540,1226,967,1448,1176,1004,1697,1929,917,1100,1470])).
% 162.20/162.05 cnf(4820,plain,
% 162.20/162.05 (P18(a6,f5(f209(f200(a6))))),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,844,873,4114,875,4047,4051,4055,4328,4661,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,897,4745,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,4580,870,4111,871,4244,4247,883,846,4061,4065,4106,849,894,4126,4133,4189,4352,4597,857,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,4594,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,4601,2511,2582,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,2767,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3181,3186,3369,3990,3429,3631,2580,2579,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4682,4180,4665,4669,4156,4155,4099,4148,4152,4705,4714,4720,4741,4744,4748,4751,4755,4759,4781,4083,4088,4092,4721,4782,2499,2560,3700,2789,2791,3738,3788,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4685,4704,4708,4711,4717,4724,4730,4754,4758,4762,4766,4769,4777,4200,4673,4763,4778,2514,2562,2570,2568,4658,4729,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,3935,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919,1725,1387,1386,1730,1729,2018,2006,2008,2007,2255,1748,2273,2272,1177,1150,1287,1278,1682,1428,1814,2275,2274,2201,2338,2337,1462,2340,2339,2435,2434,1144,1540,1226,967,1448,1176,1004,1697,1929,917,1100,1470,1199])).
% 162.20/162.05 cnf(4822,plain,
% 162.20/162.05 (~P32(f345(a6,a6),f338(f345(a6,a6),f200(a6)))),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,844,873,4114,875,4047,4051,4055,4328,4661,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,897,4745,815,817,822,851,816,865,4110,777,780,799,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,4580,870,4111,871,4244,4247,883,846,4061,4065,4106,849,894,4126,4133,4189,4352,4597,857,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,4594,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,4601,2511,2582,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,2767,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3181,3186,3369,3990,3429,3631,2580,2579,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4682,4180,4665,4669,4156,4155,4099,4148,4152,4705,4714,4720,4741,4744,4748,4751,4755,4759,4781,4083,4088,4092,4721,4782,2499,2560,3700,2789,2791,3738,3788,3957,2733,3506,3629,3706,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4685,4704,4708,4711,4717,4724,4730,4754,4758,4762,4766,4769,4777,4200,4673,4763,4778,2514,2562,2570,2568,4658,4729,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,3935,2465,2595,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919,1725,1387,1386,1730,1729,2018,2006,2008,2007,2255,1748,2273,2272,1177,1150,1287,1278,1682,1428,1814,2275,2274,2201,2338,2337,1462,2340,2339,2435,2434,1144,1540,1226,967,1448,1176,1004,1697,1929,917,1100,1470,1199,1052])).
% 162.20/162.05 cnf(4825,plain,
% 162.20/162.05 (~P22(f341(f209(f5(a1)),f209(f5(a1))),f200(a1))),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,844,873,4114,875,4047,4051,4055,4328,4661,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,897,4745,4808,815,817,822,851,816,865,4110,777,780,799,867,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,4580,870,4111,871,4244,4247,883,846,4061,4065,4106,849,894,4126,4133,4189,4352,4597,857,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,4594,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,4601,2511,2582,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,2767,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3181,3186,3369,3990,3429,3631,2580,2579,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4682,4180,4665,4669,4156,4155,4099,4148,4152,4705,4714,4720,4741,4744,4748,4751,4755,4759,4781,4083,4088,4092,4721,4782,2499,2560,3700,2789,2791,3738,3788,3957,2733,3506,3629,3706,3894,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4685,4704,4708,4711,4717,4724,4730,4754,4758,4762,4766,4769,4777,4200,4673,4763,4778,2514,2562,2570,2568,4658,4729,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,3935,2465,2595,3692,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919,1725,1387,1386,1730,1729,2018,2006,2008,2007,2255,1748,2273,2272,1177,1150,1287,1278,1682,1428,1814,2275,2274,2201,2338,2337,1462,2340,2339,2435,2434,1144,1540,1226,967,1448,1176,1004,1697,1929,917,1100,1470,1199,1052,761,754])).
% 162.20/162.05 cnf(4828,plain,
% 162.20/162.05 (P27(f16(x48281,x48282),x48281,x48282)),
% 162.20/162.05 inference(rename_variables,[],[890])).
% 162.20/162.05 cnf(4829,plain,
% 162.20/162.05 (~P18(x48291,f343(f211(x48291),f211(x48291)))),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,836,844,873,4114,875,4047,4051,4055,4328,4661,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,897,4745,4808,815,817,822,851,816,865,4110,777,780,799,867,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,4580,4734,870,4111,4116,871,4244,4247,883,846,4061,4065,4106,849,894,4126,4133,4189,4352,4597,857,907,850,861,830,890,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,4594,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,4601,2511,2582,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,2767,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,3181,3186,3369,3990,3429,3631,2580,2579,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4682,4180,4665,4669,4156,4155,4099,4148,4152,4705,4714,4720,4741,4744,4748,4751,4755,4759,4781,4083,4088,4092,4721,4782,2499,2560,3700,2789,2791,3738,3788,3957,3951,2549,2733,3506,3629,3706,3894,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4685,4704,4708,4711,4717,4724,4730,4754,4758,4762,4766,4769,4777,4200,4673,4763,4778,2514,2562,2570,2568,4658,4729,2578,2586,2737,2783,4197,2803,2807,2809,2819,3955,3942,2547,2785,3935,2465,2595,3692,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919,1725,1387,1386,1730,1729,2018,2006,2008,2007,2255,1748,2273,2272,1177,1150,1287,1278,1682,1428,1814,2275,2274,2201,2338,2337,1462,2340,2339,2435,2434,1144,1540,1226,967,1448,1176,1004,1697,1929,917,1100,1470,1199,1052,761,754,747,742,1471])).
% 162.20/162.05 cnf(4835,plain,
% 162.20/162.05 (E(f345(x48351,x48352),f345(x48352,x48351))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(4838,plain,
% 162.20/162.05 (~P18(f211(f200(f3(x48381,x48382))),f3(x48381,x48382))),
% 162.20/162.05 inference(rename_variables,[],[2582])).
% 162.20/162.05 cnf(4845,plain,
% 162.20/162.05 (P25(f209(x48451))),
% 162.20/162.05 inference(rename_variables,[],[846])).
% 162.20/162.05 cnf(4858,plain,
% 162.20/162.05 (P34(f16(x48581,f345(x48582,x48583)),x48581,f345(x48583,x48582))),
% 162.20/162.05 inference(scs_inference,[],[811,776,778,782,802,805,806,827,833,899,835,892,836,844,873,4114,875,4047,4051,4055,4328,4661,4810,4835,876,3992,3994,4188,885,4327,4349,4387,4412,856,4600,859,911,4125,896,4418,4422,4466,4559,4614,897,4745,4808,815,817,822,851,816,865,4110,777,780,799,867,869,4107,4140,4187,4226,4229,4258,4310,4344,4355,4450,4463,4513,4518,4541,4545,4548,4551,4554,4580,4734,870,4111,4116,871,4244,4247,883,862,846,4061,4065,4106,4139,4845,849,894,4126,4133,4189,4352,4597,857,907,850,861,830,890,4828,872,904,884,4241,4428,889,866,891,774,804,847,814,906,773,824,771,3867,3579,3635,2612,2666,4160,4250,4255,4284,4339,4420,4439,4442,4445,4451,4454,4457,4460,4517,4522,4527,4594,3557,3571,3677,3679,2470,4037,4040,4238,4263,4417,4486,4498,4507,4510,4562,4601,2511,2582,4801,4838,2781,3710,3713,3716,3719,2505,2508,2502,4079,4103,4479,3760,3673,3858,2677,3621,3984,3987,4006,4013,4016,4019,4050,4054,4068,3539,2715,3915,3541,3597,2767,3595,3585,3633,2624,4046,4069,3906,3891,4062,3695,2913,2914,3181,3186,3369,3990,3429,3631,2580,2579,2476,4010,4028,4034,4058,4084,4087,4091,4096,4100,4119,4122,4127,4134,4147,4151,4157,4163,4166,4173,4177,4181,4192,4205,4303,4366,4397,4493,4514,4532,4634,4638,4646,4652,4664,4668,4676,4682,4180,4665,4669,4156,4155,4099,4148,4152,4705,4714,4720,4741,4744,4748,4751,4755,4759,4781,4083,4088,4092,4721,4782,2499,2560,3700,2789,2791,3738,3788,3957,3951,2548,2549,2733,3506,3629,3706,3894,2472,4001,4022,4025,4031,4043,4076,4095,4144,4169,4172,4176,4184,4196,4201,4641,4649,4655,4672,4679,4685,4704,4708,4711,4717,4724,4730,4754,4758,4762,4766,4769,4777,4200,4673,4763,4778,2514,2562,2570,2568,4658,4729,2578,2586,2737,2783,4197,2803,2807,2809,2819,3693,3955,3909,3942,2547,2785,3935,2465,2595,3692,2518,2558,2597,2745,2757,3883,3980,1019,1017,728,727,726,723,1027,1025,1400,1576,1806,1643,1642,1641,1808,1758,1757,1756,1755,1602,1513,1340,1306,1305,1304,1657,2026,1933,1362,1791,1790,1295,2252,1770,1769,1768,1830,1829,1524,1659,1550,1502,1979,1978,1411,1367,1350,1314,2282,2390,1796,1795,1906,1414,1982,1617,2165,1809,1921,1815,2428,1715,1637,1967,1966,1801,1058,1620,1143,1011,1430,982,945,1202,1201,1275,1219,1120,1119,1117,1090,1077,1029,1028,1423,1282,1228,1147,1146,1353,1307,1209,1141,1135,1126,1123,1122,1038,1762,1507,1440,1391,1222,1545,1453,1166,1405,1968,1644,1522,1213,1364,1181,1022,1389,1047,1046,1216,1639,1334,1212,1255,1115,1283,1249,1168,1105,918,1358,1167,1132,1040,994,1404,1174,1145,1071,1069,1001,1057,1221,1276,1055,981,935,926,1318,1317,5,1200,1612,768,760,758,757,755,751,750,749,740,739,734,730,717,716,710,709,3,1606,1220,1162,1116,1032,1031,1030,1425,1424,1416,1284,1229,1227,1093,1092,1080,929,1359,1308,1137,1125,1124,1006,1005,993,1760,1536,1392,1247,1230,1543,1427,1397,1265,1761,1759,1969,1277,1309,1520,1490,1024,1621,1943,1010,2004,1937,2249,1331,1466,1534,1223,1603,2,1000,957,1156,1054,762,1118,1007,1169,1134,1133,1131,1127,1103,1310,1172,1185,1316,721,708,6,767,756,752,748,733,731,722,719,718,714,712,720,715,998,997,996,1345,1747,1632,743,1246,1245,1244,1243,1242,1241,1240,1329,1526,1394,1661,1660,1991,1990,1989,1988,1919,1725,1387,1386,1730,1729,2018,2006,2008,2007,2255,1748,2273,2272,1177,1150,1287,1278,1682,1428,1814,2275,2274,2201,2338,2337,1462,2340,2339,2435,2434,1144,1540,1226,967,1448,1176,1004,1697,1929,917,1100,1470,1199,1052,761,754,747,742,1471,1696,1743,1753,1930,936,961,711,753,746,744,741,725])).
% 162.20/162.05 cnf(4886,plain,
% 162.20/162.05 (~P18(x48861,f336(f5(a1),x48862))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4887,plain,
% 162.20/162.05 (~E(f345(x48871,x48871),a1)),
% 162.20/162.05 inference(rename_variables,[],[906])).
% 162.20/162.05 cnf(4890,plain,
% 162.20/162.05 (E(f333(f233(f325(a1)),x48901,f314(f233(f325(a1)),x48901)),f233(f325(a1)))),
% 162.20/162.05 inference(rename_variables,[],[4073])).
% 162.20/162.05 cnf(4891,plain,
% 162.20/162.05 (P33(f314(x48911,x48912),x48911,x48912)),
% 162.20/162.05 inference(rename_variables,[],[889])).
% 162.20/162.05 cnf(4894,plain,
% 162.20/162.05 (P8(f338(f345(a1,a1),f338(f345(a1,a1),a1)),f325(x48941))),
% 162.20/162.05 inference(rename_variables,[],[3645])).
% 162.20/162.05 cnf(4895,plain,
% 162.20/162.05 (~P18(x48951,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.05 inference(rename_variables,[],[3621])).
% 162.20/162.05 cnf(4897,plain,
% 162.20/162.05 (P10(f317(f210(f345(x48971,x48971)),f277(f210(f345(x48971,x48971)),f345(x48971,x48971),f345(x48971,x48971))),f345(x48971,x48971))),
% 162.20/162.05 inference(scs_inference,[],[779,865,850,889,906,4887,4231,4186,3645,4330,4073,3621,2499,1627,1494,1474,1722,2065,1860])).
% 162.20/162.05 cnf(4898,plain,
% 162.20/162.05 (P32(x48981,x48981)),
% 162.20/162.05 inference(rename_variables,[],[865])).
% 162.20/162.05 cnf(4899,plain,
% 162.20/162.05 (P23(f210(x48991),x48991)),
% 162.20/162.05 inference(rename_variables,[],[4231])).
% 162.20/162.05 cnf(4900,plain,
% 162.20/162.05 (P25(f210(x49001))),
% 162.20/162.05 inference(rename_variables,[],[850])).
% 162.20/162.05 cnf(4902,plain,
% 162.20/162.05 (~E(f5(a1),f209(f341(f341(x49021,f338(x49022,x49021)),f345(f341(x49021,f338(x49022,x49021)),f341(x49021,f338(x49022,x49021))))))),
% 162.20/162.05 inference(scs_inference,[],[779,886,865,894,850,889,906,4887,4231,4186,3645,4330,4073,3621,2499,2476,2514,1627,1494,1474,1722,2065,1860,1634])).
% 162.20/162.05 cnf(4903,plain,
% 162.20/162.05 (~P18(x49031,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4904,plain,
% 162.20/162.05 (P18(x49041,f341(x49041,f345(x49041,x49041)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(4907,plain,
% 162.20/162.05 (~P18(x49071,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4908,plain,
% 162.20/162.05 (P8(a1,f325(x49081))),
% 162.20/162.05 inference(rename_variables,[],[2783])).
% 162.20/162.05 cnf(4909,plain,
% 162.20/162.05 (~P18(f211(f341(x49091,f345(x49091,x49091))),x49091)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(4912,plain,
% 162.20/162.05 (P18(x49121,f211(x49121))),
% 162.20/162.05 inference(rename_variables,[],[869])).
% 162.20/162.05 cnf(4914,plain,
% 162.20/162.05 (~P18(x49141,f336(f5(a1),x49142))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4915,plain,
% 162.20/162.05 (~P18(x49151,f336(f5(a1),x49152))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4918,plain,
% 162.20/162.05 (P32(x49181,x49181)),
% 162.20/162.05 inference(rename_variables,[],[865])).
% 162.20/162.05 cnf(4920,plain,
% 162.20/162.05 (P18(f218(a6,a6),a6)),
% 162.20/162.05 inference(scs_inference,[],[779,886,865,4898,4918,894,869,850,889,773,906,4887,4225,4231,4186,3645,4330,4886,4073,2589,2487,4565,4567,3621,2499,2472,2783,2476,2514,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296])).
% 162.20/162.05 cnf(4921,plain,
% 162.20/162.05 (P32(x49211,x49211)),
% 162.20/162.05 inference(rename_variables,[],[865])).
% 162.20/162.05 cnf(4923,plain,
% 162.20/162.05 (P18(f277(f210(f345(x49231,x49231)),f345(x49231,x49231),f345(x49231,x49231)),f345(x49231,x49231))),
% 162.20/162.05 inference(scs_inference,[],[779,886,865,4898,4918,4921,894,869,850,4900,889,773,906,4887,4225,4231,4899,4186,3645,4330,4886,4073,2589,2487,4565,4567,3621,2499,2472,2783,2476,2514,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624])).
% 162.20/162.05 cnf(4924,plain,
% 162.20/162.05 (P32(x49241,x49241)),
% 162.20/162.05 inference(rename_variables,[],[865])).
% 162.20/162.05 cnf(4928,plain,
% 162.20/162.05 (P18(f345(f345(x49281,x49281),f345(x49281,x49281)),f66(f341(x49281,f345(x49281,x49281)),f3(f200(f2(a36,x49281)),f200(f2(a36,x49281))),a36))),
% 162.20/162.05 inference(scs_inference,[],[824,779,886,865,4898,4918,4921,894,4904,869,850,4900,889,773,906,4887,4225,4231,4899,4186,3645,4330,4886,4073,2589,2487,4565,4567,2502,3621,2499,2472,2783,2476,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205])).
% 162.20/162.05 cnf(4929,plain,
% 162.20/162.05 (P25(f3(x49291,x49292))),
% 162.20/162.05 inference(rename_variables,[],[2502])).
% 162.20/162.05 cnf(4930,plain,
% 162.20/162.05 (P18(f345(f345(x49301,x49301),f345(x49301,x49301)),f3(f200(x49301),f200(x49301)))),
% 162.20/162.05 inference(rename_variables,[],[3867])).
% 162.20/162.05 cnf(4932,plain,
% 162.20/162.05 (P31(f336(a15,f5(a1)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,886,865,4898,4918,4921,894,4904,869,850,4900,889,773,906,4887,4225,4231,4899,4186,3645,4146,4330,4886,4073,2589,2487,4027,4565,4567,2502,3621,2499,2472,2783,2476,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765])).
% 162.20/162.05 cnf(4933,plain,
% 162.20/162.05 (P6(f336(a15,f5(a1)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,886,865,4898,4918,4921,894,4904,869,850,4900,889,773,906,4887,4225,4231,4899,4186,3645,4146,4330,4886,4073,2589,2487,4027,4033,4565,4567,2502,3621,2499,2472,2783,2476,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745])).
% 162.20/162.05 cnf(4934,plain,
% 162.20/162.05 (P1(f336(f5(a1),x49341))),
% 162.20/162.05 inference(scs_inference,[],[824,779,886,865,4898,4918,4921,894,4904,869,850,4900,889,773,906,4887,4225,4231,4899,4186,3645,4146,4330,4886,4915,4073,2589,2487,4027,4033,4565,4567,2502,3621,2499,2472,2783,2476,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995])).
% 162.20/162.05 cnf(4935,plain,
% 162.20/162.05 (~P18(x49351,f336(f5(a1),x49352))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4937,plain,
% 162.20/162.05 (P16(f336(f5(a1),x49371))),
% 162.20/162.05 inference(scs_inference,[],[824,779,886,865,4898,4918,4921,894,4904,869,850,4900,889,773,906,4887,4225,4231,4899,4186,3645,4146,4330,4886,4915,4935,4073,2589,2487,4027,4033,4565,4567,2502,3621,2499,2472,2783,2476,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746])).
% 162.20/162.05 cnf(4938,plain,
% 162.20/162.05 (~P18(x49381,f336(f5(a1),x49382))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4945,plain,
% 162.20/162.05 (~P18(x49451,f336(f5(a1),x49452))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4948,plain,
% 162.20/162.05 (~P18(x49481,f334(a1,x49482))),
% 162.20/162.05 inference(rename_variables,[],[4057])).
% 162.20/162.05 cnf(4949,plain,
% 162.20/162.05 (E(f338(x49491,f338(x49491,x49491)),x49491)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(4952,plain,
% 162.20/162.05 (~P18(x49521,f336(f5(a1),x49522))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4955,plain,
% 162.20/162.05 (~P18(x49551,f336(f5(a1),x49552))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4960,plain,
% 162.20/162.05 (~P22(f3(f3(a6,a6),x49601),f341(f200(f3(a6,a6)),f345(f200(f3(a6,a6)),f200(f3(a6,a6)))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,886,885,865,4898,4918,4921,894,4904,869,850,4900,889,773,906,4887,815,4225,4909,4231,4899,4186,3645,4146,3657,4330,4886,4915,4935,4938,4945,4952,4057,4073,2589,2487,4027,4033,4565,4506,4567,2502,4929,3621,2499,2472,2783,2476,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651])).
% 162.20/162.05 cnf(4961,plain,
% 162.20/162.05 (~P18(f345(f345(f200(f3(a6,a6)),x49611),f345(f200(f3(a6,a6)),f200(f3(a6,a6)))),f3(f3(a6,a6),x49612))),
% 162.20/162.05 inference(rename_variables,[],[3657])).
% 162.20/162.05 cnf(4962,plain,
% 162.20/162.05 (P18(x49621,f341(x49621,f345(x49621,x49621)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(4963,plain,
% 162.20/162.05 (P25(f3(x49631,x49632))),
% 162.20/162.05 inference(rename_variables,[],[2502])).
% 162.20/162.05 cnf(4966,plain,
% 162.20/162.05 (~P18(x49661,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(4969,plain,
% 162.20/162.05 (~E(f345(x49691,x49691),a1)),
% 162.20/162.05 inference(rename_variables,[],[906])).
% 162.20/162.05 cnf(4970,plain,
% 162.20/162.05 (~P18(x49701,f222(x49701,f211(x49701)))),
% 162.20/162.05 inference(rename_variables,[],[4287])).
% 162.20/162.05 cnf(4974,plain,
% 162.20/162.05 (~P18(x49741,f222(x49741,f211(x49741)))),
% 162.20/162.05 inference(rename_variables,[],[4287])).
% 162.20/162.05 cnf(4977,plain,
% 162.20/162.05 (~P18(x49771,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(4979,plain,
% 162.20/162.05 (P22(f323(x49791),f331(f323(x49791)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,819,886,885,865,4898,4918,4921,894,4904,4962,855,869,850,4900,889,847,804,773,906,4887,814,815,4225,4909,4287,4970,4231,4899,4186,3645,4146,3657,4330,4886,4915,4935,4938,4945,4952,4057,4073,4165,2589,2487,3754,4027,4033,4565,4506,4567,2505,2502,4929,3621,2499,2472,4907,2783,2476,4903,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041])).
% 162.20/162.05 cnf(4983,plain,
% 162.20/162.05 (~P18(f211(f341(x49831,f345(x49831,x49831))),x49831)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(4986,plain,
% 162.20/162.05 (~P18(x49861,f336(f5(a1),x49862))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4987,plain,
% 162.20/162.05 (~P18(x49871,f336(f5(a1),x49872))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4990,plain,
% 162.20/162.05 (~P18(f345(f345(x49901,f200(f3(a6,a6))),f345(x49901,x49901)),f339(f3(a6,a6),a36))),
% 162.20/162.05 inference(rename_variables,[],[3816])).
% 162.20/162.05 cnf(4991,plain,
% 162.20/162.05 (P25(f339(x49911,a36))),
% 162.20/162.05 inference(rename_variables,[],[2789])).
% 162.20/162.05 cnf(4994,plain,
% 162.20/162.05 (~P18(x49941,f336(f5(a1),x49942))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4995,plain,
% 162.20/162.05 (~P18(x49951,f336(f5(a1),x49952))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(4997,plain,
% 162.20/162.05 (~E(f341(x49971,f345(x49971,x49971)),f334(a19,f336(f5(a1),x49972)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,819,886,885,865,4898,4918,4921,894,4904,4962,855,869,850,4900,889,847,804,773,906,4887,814,815,4225,4909,4287,4970,4231,4899,4186,3645,4146,3657,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4914,4986,3816,4057,4073,4165,2589,2487,3754,4027,4033,4565,4506,4567,2505,2502,4929,3621,2499,2789,2472,4907,2783,2476,4903,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982])).
% 162.20/162.05 cnf(4998,plain,
% 162.20/162.05 (~P18(x49981,f336(f5(a1),x49982))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5001,plain,
% 162.20/162.05 (~P18(x50011,f338(f345(a1,a1),f338(f345(a1,a1),a1)))),
% 162.20/162.05 inference(rename_variables,[],[3621])).
% 162.20/162.05 cnf(5006,plain,
% 162.20/162.05 (~P18(x50061,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(5009,plain,
% 162.20/162.05 (P18(x50091,f341(x50091,f345(x50091,x50091)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5010,plain,
% 162.20/162.05 (~P18(x50101,f336(f5(a1),x50102))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5014,plain,
% 162.20/162.05 (~P18(x50141,f336(f5(a1),x50142))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5015,plain,
% 162.20/162.05 (~P18(x50151,f336(f5(a1),x50152))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5018,plain,
% 162.20/162.05 (~P18(x50181,f336(f5(a1),x50182))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5019,plain,
% 162.20/162.05 (~P18(x50191,f336(f5(a1),x50192))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5022,plain,
% 162.20/162.05 (~P18(x50221,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5023,plain,
% 162.20/162.05 (~P18(x50231,f336(f5(a1),x50232))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5028,plain,
% 162.20/162.05 (~P18(x50281,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5029,plain,
% 162.20/162.05 (~P18(x50291,f336(f5(a1),x50292))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5032,plain,
% 162.20/162.05 (~P18(x50321,f336(f5(a1),x50322))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5033,plain,
% 162.20/162.05 (~P18(x50331,f336(f5(a1),x50332))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5036,plain,
% 162.20/162.05 (~P18(x50361,f336(f5(a1),x50362))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5037,plain,
% 162.20/162.05 (~P18(x50371,f336(f5(a1),x50372))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5040,plain,
% 162.20/162.05 (P32(x50401,x50401)),
% 162.20/162.05 inference(rename_variables,[],[865])).
% 162.20/162.05 cnf(5042,plain,
% 162.20/162.05 (~P18(f341(x50421,f345(x50421,x50421)),x50421)),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,819,821,886,885,911,865,4898,4918,4921,4924,894,4904,4962,5009,855,869,850,4900,889,847,804,773,906,4887,814,815,4225,4909,4564,4287,4970,4231,4899,4186,4005,3645,4146,3657,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,4914,4986,4995,5015,5019,5033,3816,4057,4073,4165,2589,2487,3754,4027,4033,4565,4506,4312,4687,4567,2505,2502,4929,3621,4895,2499,2789,2472,4907,4966,5022,2783,2476,4903,4977,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143])).
% 162.20/162.05 cnf(5044,plain,
% 162.20/162.05 (P8(f336(f5(a1),x50441),f325(x50442))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,819,821,886,885,911,865,4898,4918,4921,4924,894,4904,4962,5009,855,869,850,4900,889,847,804,773,906,4887,814,815,4225,4909,4564,4287,4970,4231,4899,4186,4005,3645,4146,3657,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,4914,4986,4995,5015,5019,5033,3816,4057,4073,4165,2589,2487,3754,4027,4033,4565,4506,4312,4687,4567,2505,2502,4929,3621,4895,2499,2789,2472,4907,4966,5022,2783,2476,4903,4977,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226])).
% 162.20/162.05 cnf(5045,plain,
% 162.20/162.05 (~P18(x50451,f336(f5(a1),x50452))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5047,plain,
% 162.20/162.05 (P29(f341(f345(a6,a6),a6),f341(f345(a6,a6),a6))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,819,821,886,876,885,911,865,4898,4918,4921,4924,894,4904,4962,5009,855,869,850,4900,889,847,804,773,906,4887,814,815,4225,4909,4564,4287,4970,4231,4899,4186,4005,3645,4146,3657,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,4914,4986,4995,5015,5019,5033,3993,3816,4057,4073,4165,2589,2487,3754,4027,4033,4565,4506,4312,4687,4567,2505,2502,4929,3621,4895,2499,2789,2472,4907,4966,5022,2783,2476,4903,4977,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727])).
% 162.20/162.05 cnf(5048,plain,
% 162.20/162.05 (~E(a1,f341(a1,f345(a1,a1)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,819,821,886,876,885,911,865,4898,4918,4921,4924,894,4904,4962,5009,855,869,850,4900,889,847,804,773,906,4887,814,815,4225,4909,4564,4287,4970,4231,4899,4186,4005,3645,4146,3657,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,4914,4986,4995,5015,5019,5033,3993,3816,4057,4073,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4312,4687,4567,2505,2502,4929,3621,4895,2499,2789,2472,4907,4966,5022,2783,2476,4903,4977,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726])).
% 162.20/162.05 cnf(5049,plain,
% 162.20/162.05 (~E(f341(x50491,f345(x50491,x50491)),f338(x50492,f341(x50491,f345(x50491,x50491))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,819,821,886,876,885,911,865,4898,4918,4921,4924,894,4904,4962,5009,855,869,850,4900,889,847,804,773,906,4887,814,815,4225,4909,4564,4287,4970,4231,4899,4186,4005,3645,4146,3657,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,4914,4986,4995,5015,5019,5033,3993,3816,4057,4073,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4312,4687,4567,2505,2502,4929,3621,4895,2499,2789,2472,4907,4966,5022,2783,2476,4903,4977,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282])).
% 162.20/162.05 cnf(5052,plain,
% 162.20/162.05 (E(f338(x50521,f338(x50521,x50521)),x50521)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5055,plain,
% 162.20/162.05 (~P18(x50551,f222(x50551,f211(x50551)))),
% 162.20/162.05 inference(rename_variables,[],[4287])).
% 162.20/162.05 cnf(5057,plain,
% 162.20/162.05 (~P18(f211(f341(x50571,f345(x50571,x50571))),f331(f335(a36,x50571)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,894,4904,4962,5009,855,869,850,4900,889,847,804,773,906,4887,814,815,4225,4909,4983,4564,4287,4970,4974,4231,4899,4657,4186,4005,3645,4146,3657,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,4914,4986,4995,5015,5019,5033,3993,3816,4057,4073,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4312,4687,4567,2505,2502,4929,3621,4895,2499,2789,2472,4907,4966,5022,2783,2476,4903,4977,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531])).
% 162.20/162.05 cnf(5059,plain,
% 162.20/162.05 (~P32(f211(f341(f200(x50591),f345(f200(x50591),f200(x50591)))),x50591)),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,894,4904,4962,5009,855,868,869,850,4900,889,847,804,773,906,4887,814,815,4225,4909,4983,4564,4287,4970,4974,4231,4899,4657,4186,4005,3645,4146,3657,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,4914,4986,4995,5015,5019,5033,3993,3816,4057,4073,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4312,4687,4567,2505,2502,4929,3621,4895,2499,2789,2472,4907,4966,5022,2783,2476,4903,4977,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307])).
% 162.20/162.05 cnf(5060,plain,
% 162.20/162.05 (~P18(f211(f341(x50601,f345(x50601,x50601))),x50601)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5063,plain,
% 162.20/162.05 (~P18(x50631,f336(f5(a1),x50632))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5066,plain,
% 162.20/162.05 (~P18(f211(f341(x50661,f345(x50661,x50661))),x50661)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5069,plain,
% 162.20/162.05 (~P18(f211(f341(x50691,f345(x50691,x50691))),x50691)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5071,plain,
% 162.20/162.05 (~P18(x50711,f334(f5(a1),x50712))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,894,4904,4962,5009,855,868,869,850,4900,889,847,804,773,906,4887,814,815,4225,4909,4983,5060,5066,4564,4287,4970,4974,4231,4899,4657,4186,4005,3645,4146,3657,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,4914,4986,4995,5015,5019,5033,3993,3816,4057,4743,4073,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4312,4687,4567,2505,2502,4929,3621,4895,2499,2789,2472,4907,4966,5022,2783,2476,4903,4977,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657])).
% 162.20/162.05 cnf(5072,plain,
% 162.20/162.05 (~P18(x50721,f5(f5(a1)))),
% 162.20/162.05 inference(rename_variables,[],[4743])).
% 162.20/162.05 cnf(5075,plain,
% 162.20/162.05 (P25(f339(x50751,a36))),
% 162.20/162.05 inference(rename_variables,[],[2789])).
% 162.20/162.05 cnf(5078,plain,
% 162.20/162.05 (P18(x50781,f341(x50781,f345(x50781,x50781)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5084,plain,
% 162.20/162.05 (P33(f314(x50841,x50842),x50841,x50842)),
% 162.20/162.05 inference(rename_variables,[],[889])).
% 162.20/162.05 cnf(5088,plain,
% 162.20/162.05 (~P8(f211(f341(f200(f343(x50881,a1)),f345(f200(f343(x50881,a1)),f200(f343(x50881,a1))))),f325(x50881))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,870,894,4904,4962,5009,855,868,869,850,4900,889,4891,847,804,773,906,4887,814,815,4225,4909,4983,5060,5066,4564,4287,4970,4974,4231,4899,4378,4657,4186,4005,3645,4146,3657,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,4914,4986,4995,5015,5019,5033,3993,3816,4990,4057,4743,4073,4890,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4384,4312,4687,4567,2523,2505,2502,4929,3621,4895,2499,2789,4991,2472,4907,4966,5022,2783,4908,2476,4903,4977,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502])).
% 162.20/162.05 cnf(5090,plain,
% 162.20/162.05 (~E(f341(x50901,f345(x50901,x50901)),f336(a36,f336(f5(a1),x50902)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,870,894,4904,4962,5009,5078,855,868,869,850,4900,889,4891,847,804,773,906,4887,814,815,4225,4909,4983,5060,5066,4564,4287,4970,4974,4231,4899,4378,4657,4186,4005,3645,4146,3657,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,4914,4986,4995,5015,5019,5033,3993,3816,4990,4057,4743,4073,4890,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4384,4312,4687,4567,2523,2505,2502,4929,3621,4895,2499,2789,4991,2472,4907,4966,5022,2783,4908,2476,4903,4977,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979])).
% 162.20/162.05 cnf(5091,plain,
% 162.20/162.05 (~P18(x50911,f336(f5(a1),x50912))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5094,plain,
% 162.20/162.05 (~P18(x50941,f336(f5(a1),x50942))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5097,plain,
% 162.20/162.05 (P18(x50971,f211(x50971))),
% 162.20/162.05 inference(rename_variables,[],[869])).
% 162.20/162.05 cnf(5098,plain,
% 162.20/162.05 (~P18(x50981,f336(f5(a1),x50982))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5102,plain,
% 162.20/162.05 (P18(x51021,f341(x51021,f345(x51021,x51021)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5103,plain,
% 162.20/162.05 (~P18(f345(f345(f200(f3(a6,a6)),x51031),f345(f200(f3(a6,a6)),f200(f3(a6,a6)))),f3(f3(a6,a6),x51032))),
% 162.20/162.05 inference(rename_variables,[],[3657])).
% 162.20/162.05 cnf(5104,plain,
% 162.20/162.05 (P25(f3(x51041,x51042))),
% 162.20/162.05 inference(rename_variables,[],[2502])).
% 162.20/162.05 cnf(5107,plain,
% 162.20/162.05 (P8(a1,f325(x51071))),
% 162.20/162.05 inference(rename_variables,[],[2783])).
% 162.20/162.05 cnf(5108,plain,
% 162.20/162.05 (~P18(f211(f341(x51081,f345(x51081,x51081))),x51081)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5111,plain,
% 162.20/162.05 (~P18(x51111,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(5112,plain,
% 162.20/162.05 (~P18(x51121,f336(f5(a1),x51122))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5115,plain,
% 162.20/162.05 (~P18(x51151,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5119,plain,
% 162.20/162.05 (~E(f341(x51191,f345(x51191,x51191)),f329(a1))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,870,894,4904,4962,5009,5078,5102,855,868,869,4912,850,4900,889,4891,847,804,773,906,4887,814,815,4225,4909,4983,5060,5066,5069,5108,4564,4287,4970,4974,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,4914,4986,4995,5015,5019,5033,3993,3816,4990,4057,4143,4743,4073,4890,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4384,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,2499,2789,4991,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617])).
% 162.20/162.05 cnf(5120,plain,
% 162.20/162.05 (~P18(x51201,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(5122,plain,
% 162.20/162.05 (P18(f293(a1,x51221,f211(x51222)),f211(x51222))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,870,894,4904,4962,5009,5078,5102,855,868,869,4912,850,4900,889,4891,847,804,773,906,4887,814,815,4225,4909,4983,5060,5066,5069,5108,4564,4287,4970,4974,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,4914,4986,4995,5015,5019,5033,3993,3816,4990,4057,4143,4743,4073,4890,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4384,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,2499,2789,4991,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814])).
% 162.20/162.05 cnf(5123,plain,
% 162.20/162.05 (~P18(x51231,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(5125,plain,
% 162.20/162.05 (P8(f338(x51251,x51252),f325(x51251))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,870,894,4904,4962,5009,5078,5102,855,868,869,4912,884,850,4900,889,4891,847,804,773,906,4887,814,815,4225,4909,4983,5060,5066,5069,5108,4564,4287,4970,4974,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,4914,4986,4995,5015,5019,5033,3993,3816,4990,4057,4143,4743,4073,4890,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4384,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,2499,2789,4991,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100])).
% 162.20/162.05 cnf(5127,plain,
% 162.20/162.05 (~P8(f211(f211(f341(x51271,f345(x51271,x51271)))),f325(x51271))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,870,894,4904,4962,5009,5078,5102,855,868,869,4912,5097,884,850,4900,889,4891,847,804,773,906,4887,814,815,4225,4909,4983,5060,5066,5069,5108,4564,4287,4970,4974,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,4914,4986,4995,5015,5019,5033,3993,3816,4990,4057,4143,4743,4073,4890,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4384,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,2499,2789,4991,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283])).
% 162.20/162.05 cnf(5128,plain,
% 162.20/162.05 (P18(x51281,f211(x51281))),
% 162.20/162.05 inference(rename_variables,[],[869])).
% 162.20/162.05 cnf(5132,plain,
% 162.20/162.05 (E(f338(f345(x51321,x51321),f200(x51321)),a1)),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,841,874,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,870,894,4904,4962,5009,5078,5102,855,868,869,4912,5097,884,850,4900,889,4891,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,4564,4287,4970,4974,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,4914,4986,4995,5015,5019,5033,3993,3816,4990,4057,4143,4743,4073,4890,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4384,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,2499,2789,4991,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329])).
% 162.20/162.05 cnf(5133,plain,
% 162.20/162.05 (P32(f338(x51331,x51332),x51331)),
% 162.20/162.05 inference(rename_variables,[],[884])).
% 162.20/162.05 cnf(5136,plain,
% 162.20/162.05 (~P18(x51361,f336(f5(a1),x51362))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5137,plain,
% 162.20/162.05 (~P18(x51371,f336(f5(a1),x51372))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5139,plain,
% 162.20/162.05 (~P18(x51391,f98(f336(f5(a1),x51392),x51393))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,841,874,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,870,894,4904,4962,5009,5078,5102,855,868,869,4912,5097,884,850,4900,889,4891,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,4564,4287,4970,4974,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4384,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,2499,2789,4991,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661])).
% 162.20/162.05 cnf(5140,plain,
% 162.20/162.05 (~P18(x51401,f336(f5(a1),x51402))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5141,plain,
% 162.20/162.05 (~P18(x51411,f336(f5(a1),x51412))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5144,plain,
% 162.20/162.05 (P32(x51441,x51441)),
% 162.20/162.05 inference(rename_variables,[],[865])).
% 162.20/162.05 cnf(5148,plain,
% 162.20/162.05 (~P36(f209(f5(a1)),f200(a1))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,841,874,819,821,886,876,885,4949,911,865,4898,4918,4921,4924,5040,870,846,894,4904,4962,5009,5078,5102,855,868,869,4912,5097,884,850,4900,889,4891,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,4564,4109,4287,4970,4974,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,3913,2589,2487,2679,3754,4027,4033,4565,4506,4384,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,2499,2789,4991,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119])).
% 162.20/162.05 cnf(5152,plain,
% 162.20/162.05 (~P18(x51521,f336(f5(a1),x51522))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5159,plain,
% 162.20/162.05 (~P18(f345(f345(x51591,f200(f3(a6,a6))),f345(x51591,x51591)),f339(f3(a6,a6),a36))),
% 162.20/162.05 inference(rename_variables,[],[3816])).
% 162.20/162.05 cnf(5160,plain,
% 162.20/162.05 (~P18(x51601,f336(f5(a1),x51602))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5161,plain,
% 162.20/162.05 (P25(f339(x51611,a36))),
% 162.20/162.05 inference(rename_variables,[],[2789])).
% 162.20/162.05 cnf(5166,plain,
% 162.20/162.05 (~P18(x51661,f336(f5(a1),x51662))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5167,plain,
% 162.20/162.05 (P25(f37(x51671))),
% 162.20/162.05 inference(rename_variables,[],[849])).
% 162.20/162.05 cnf(5169,plain,
% 162.20/162.05 (~P28(x51691,f338(x51691,x51692))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,841,874,819,821,886,844,876,885,4949,911,865,4898,4918,4921,4924,5040,870,846,849,894,4904,4962,5009,5078,5102,857,855,868,869,4912,5097,884,5133,850,4900,889,4891,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,4564,4109,4287,4970,4974,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,2487,2679,3754,4027,4033,4565,4506,4384,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145])).
% 162.20/162.05 cnf(5178,plain,
% 162.20/162.05 (E(f338(x51781,f338(x51781,x51781)),x51781)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5179,plain,
% 162.20/162.05 (P25(f209(x51791))),
% 162.20/162.05 inference(rename_variables,[],[846])).
% 162.20/162.05 cnf(5183,plain,
% 162.20/162.05 (~P18(x51831,f336(f5(a1),x51832))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5189,plain,
% 162.20/162.05 (P8(x51891,f341(x51891,f345(x51891,x51891)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,874,819,821,886,842,844,876,885,4949,5052,911,865,4898,4918,4921,4924,5040,5144,870,846,849,894,4904,4962,5009,5078,5102,857,855,868,869,4912,5097,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,4564,4444,4109,4287,4970,4974,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,2487,2679,3754,4027,4033,4565,4506,4384,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055])).
% 162.20/162.05 cnf(5192,plain,
% 162.20/162.05 (P18(x51921,f200(x51921))),
% 162.20/162.05 inference(rename_variables,[],[868])).
% 162.20/162.05 cnf(5195,plain,
% 162.20/162.05 (~P18(x51951,f222(x51951,f211(x51951)))),
% 162.20/162.05 inference(rename_variables,[],[4287])).
% 162.20/162.05 cnf(5201,plain,
% 162.20/162.05 (~P33(a36,x52011,a1)),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,874,819,821,886,842,844,876,885,4949,5052,911,865,4898,4918,4921,4924,5040,5144,870,846,849,894,4904,4962,5009,5078,5102,857,855,868,869,4912,5097,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,4564,4444,4109,4287,4970,4974,5055,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606])).
% 162.20/162.05 cnf(5203,plain,
% 162.20/162.05 (~P18(f341(f200(x52031),f345(f200(x52031),f200(x52031))),x52031)),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,874,819,821,886,842,844,876,885,4949,5052,911,865,4898,4918,4921,4924,5040,5144,870,846,849,894,4904,4962,5009,5078,5102,857,855,868,5192,869,4912,5097,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,4564,4444,4109,4287,4970,4974,5055,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275])).
% 162.20/162.05 cnf(5204,plain,
% 162.20/162.05 (P18(x52041,f341(x52041,f345(x52041,x52041)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5207,plain,
% 162.20/162.05 (P8(f30(x52071),f325(x52071))),
% 162.20/162.05 inference(rename_variables,[],[874])).
% 162.20/162.05 cnf(5211,plain,
% 162.20/162.05 (P8(f233(x52111),x52111)),
% 162.20/162.05 inference(rename_variables,[],[871])).
% 162.20/162.05 cnf(5213,plain,
% 162.20/162.05 (P18(f341(x52131,f338(x52132,x52131)),f338(f347(x52133,f341(x52131,x52132),x52134),f338(f347(x52133,f341(x52131,x52132),x52134),f347(x52133,f341(x52131,x52132),x52134))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,842,844,876,885,4949,5052,5178,911,865,4898,4918,4921,4924,5040,5144,870,871,846,849,894,4904,4962,5009,5078,5102,857,855,868,5192,869,4912,5097,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,4564,4444,4109,4287,4970,4974,5055,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424])).
% 162.20/162.05 cnf(5214,plain,
% 162.20/162.05 (E(f338(x52141,f338(x52141,x52141)),x52141)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5217,plain,
% 162.20/162.05 (E(f338(x52171,f338(x52171,x52171)),x52171)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5219,plain,
% 162.20/162.05 (~P8(f341(f211(x52191),f345(f211(x52191),f211(x52191))),f325(f325(f343(f200(x52191),f200(x52191)))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,842,844,876,885,4949,5052,5178,5214,911,865,4898,4918,4921,4924,5040,5144,870,871,846,849,894,4904,4962,5009,5078,5102,5204,857,855,868,5192,869,4912,5097,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,4564,4444,4109,4287,4970,4974,5055,4338,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284])).
% 162.20/162.05 cnf(5220,plain,
% 162.20/162.05 (P18(x52201,f341(x52201,f345(x52201,x52201)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5222,plain,
% 162.20/162.05 (~P18(f211(f341(f341(x52221,f338(x52222,x52221)),f345(f341(x52221,f338(x52222,x52221)),f341(x52221,f338(x52222,x52221))))),x52221)),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,842,844,876,885,4949,5052,5178,5214,911,865,4898,4918,4921,4924,5040,5144,870,871,846,849,894,4904,4962,5009,5078,5102,5204,857,855,868,5192,869,4912,5097,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,4564,4444,4109,4287,4970,4974,5055,4338,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228])).
% 162.20/162.05 cnf(5223,plain,
% 162.20/162.05 (~P18(f211(f341(x52231,f345(x52231,x52231))),x52231)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5225,plain,
% 162.20/162.05 (P18(f341(x52251,f338(x52252,x52251)),f345(x52253,f341(x52251,x52252)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,842,844,875,876,885,4949,5052,5178,5214,911,865,4898,4918,4921,4924,5040,5144,870,871,846,849,894,4904,4962,5009,5078,5102,5204,857,855,868,5192,869,4912,5097,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,4564,4444,4109,4287,4970,4974,5055,4338,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093])).
% 162.20/162.05 cnf(5226,plain,
% 162.20/162.05 (E(f345(x52261,x52262),f345(x52262,x52261))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5228,plain,
% 162.20/162.05 (~P32(f211(f341(f211(x52281),f345(f211(x52281),f211(x52281)))),x52281)),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,842,844,875,876,885,4949,5052,5178,5214,911,865,4898,4918,4921,4924,5040,5144,870,871,846,849,894,4904,4962,5009,5078,5102,5204,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,4564,4444,4109,4287,4970,4974,5055,4338,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308])).
% 162.20/162.05 cnf(5229,plain,
% 162.20/162.05 (~P18(f211(f341(x52291,f345(x52291,x52291))),x52291)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5231,plain,
% 162.20/162.05 (P18(x52311,f329(f3(f200(x52311),f200(x52311))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,842,844,875,876,885,4949,5052,5178,5214,911,865,4898,4918,4921,4924,5040,5144,870,871,846,849,894,4904,4962,5009,5078,5102,5204,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,4564,4444,4109,4287,4970,4974,5055,4338,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,5104,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762])).
% 162.20/162.05 cnf(5232,plain,
% 162.20/162.05 (P25(f3(x52321,x52322))),
% 162.20/162.05 inference(rename_variables,[],[2502])).
% 162.20/162.05 cnf(5234,plain,
% 162.20/162.05 (P18(f201(f209(f5(a1)),f200(a1)),f200(a1))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,842,844,875,876,885,4949,5052,5178,5214,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,4564,4444,4109,4287,4970,4974,5055,4338,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,5104,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247])).
% 162.20/162.05 cnf(5236,plain,
% 162.20/162.05 (P18(x52361,f331(f3(f200(x52361),f200(x52361))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,842,844,875,876,885,4949,5052,5178,5214,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,4564,4444,4109,4287,4970,4974,5055,4338,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,5104,5232,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761])).
% 162.20/162.05 cnf(5237,plain,
% 162.20/162.05 (P25(f3(x52371,x52372))),
% 162.20/162.05 inference(rename_variables,[],[2502])).
% 162.20/162.05 cnf(5239,plain,
% 162.20/162.05 (P18(x52391,f5(f3(f200(x52391),f200(x52391))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,842,844,875,876,885,4949,5052,5178,5214,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,4564,4444,4109,4287,4970,4974,5055,4338,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759])).
% 162.20/162.05 cnf(5240,plain,
% 162.20/162.05 (P25(f3(x52401,x52402))),
% 162.20/162.05 inference(rename_variables,[],[2502])).
% 162.20/162.05 cnf(5242,plain,
% 162.20/162.05 (~P18(x52421,f338(f3(x52422,f334(a1,x52423)),f338(f3(x52422,f334(a1,x52423)),f3(x52422,f334(a1,x52423)))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,842,844,875,876,885,4949,5052,5178,5214,5217,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,4564,4444,4109,4287,4970,4974,5055,4338,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4948,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969])).
% 162.20/162.05 cnf(5243,plain,
% 162.20/162.05 (~P18(x52431,f334(a1,x52432))),
% 162.20/162.05 inference(rename_variables,[],[4057])).
% 162.20/162.05 cnf(5244,plain,
% 162.20/162.05 (E(f338(x52441,f338(x52441,x52441)),x52441)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5246,plain,
% 162.20/162.05 (~P18(x52461,f338(f3(f334(a1,x52462),x52463),f338(f3(f334(a1,x52462),x52463),f3(f334(a1,x52462),x52463))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,842,844,875,876,885,4949,5052,5178,5214,5217,5244,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,4564,4444,4109,4287,4970,4974,5055,4338,4372,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4948,5243,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968])).
% 162.20/162.05 cnf(5247,plain,
% 162.20/162.05 (~P18(x52471,f334(a1,x52472))),
% 162.20/162.05 inference(rename_variables,[],[4057])).
% 162.20/162.05 cnf(5248,plain,
% 162.20/162.05 (E(f338(x52481,f338(x52481,x52481)),x52481)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5251,plain,
% 162.20/162.05 (~P18(x52511,f222(x52511,f211(x52511)))),
% 162.20/162.05 inference(rename_variables,[],[4287])).
% 162.20/162.05 cnf(5252,plain,
% 162.20/162.05 (P18(x52521,f341(x52521,f345(x52521,x52521)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5255,plain,
% 162.20/162.05 (P18(x52551,f341(x52551,f345(x52551,x52551)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5264,plain,
% 162.20/162.05 (E(f338(x52641,f338(x52641,x52641)),x52641)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5269,plain,
% 162.20/162.05 (~P18(f211(f341(x52691,f345(x52691,x52691))),x52691)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5273,plain,
% 162.20/162.05 (~P18(f211(f341(x52731,f345(x52731,x52731))),x52731)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5275,plain,
% 162.20/162.05 (~P18(x52751,f329(a1))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,819,821,886,772,842,844,875,876,885,4949,5052,5178,5214,5217,5244,5248,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4948,5243,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,3448,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000])).
% 162.20/162.05 cnf(5277,plain,
% 162.20/162.05 (P32(f30(x52771),x52771)),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,876,885,4949,5052,5178,5214,5217,5244,5248,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4948,5243,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,3448,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156])).
% 162.20/162.05 cnf(5279,plain,
% 162.20/162.05 (P32(f345(x52791,x52791),f341(x52791,f345(x52791,x52791)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,876,885,4949,5052,5178,5214,5217,5244,5248,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4948,5243,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,3448,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255])).
% 162.20/162.05 cnf(5285,plain,
% 162.20/162.05 (~P18(x52851,f338(f343(f325(x52852),f325(x52852)),f338(f343(f325(x52852),f325(x52852)),f325(x52852))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,876,885,4949,5052,5178,5214,5217,5244,5248,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,4368,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4948,5243,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,3448,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612])).
% 162.20/162.05 cnf(5287,plain,
% 162.20/162.05 (~P8(f341(x52871,f345(x52871,x52871)),f325(f25(x52872)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,876,885,4949,5052,5178,5214,5217,5244,5248,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,4368,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4948,5243,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,3448,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249])).
% 162.20/162.05 cnf(5289,plain,
% 162.20/162.05 (~P18(f147(f345(f345(f200(x52891),f200(x52891)),f345(f200(x52891),f200(x52891))),f338(f200(x52891),f345(x52891,x52891))),f345(f338(f200(x52891),f345(x52891,x52891)),f338(f200(x52891),f345(x52891,x52891))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,5226,876,885,4949,5052,5178,5214,5217,5244,5248,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4660,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,4368,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,3993,3816,4990,4057,4948,5243,4143,4743,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,3448,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167])).
% 162.20/162.05 cnf(5290,plain,
% 162.20/162.05 (E(f345(x52901,x52902),f345(x52902,x52901))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5293,plain,
% 162.20/162.05 (~P18(x52931,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(5297,plain,
% 162.20/162.05 (P10(x52971,f338(x52971,x52971))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,5226,876,885,4949,5052,5178,5214,5217,5244,5248,5264,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4660,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,4368,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,3657,4961,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,3448,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,5123,2578,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071])).
% 162.20/162.05 cnf(5302,plain,
% 162.20/162.05 (E(f338(x53021,f338(x53021,x53021)),x53021)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5306,plain,
% 162.20/162.05 (~P18(f338(f345(x53061,x53061),f200(x53061)),f345(f345(x53061,x53061),f345(x53061,x53061)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,5226,5290,876,885,4949,5052,5178,5214,5217,5244,5248,5264,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4660,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,4368,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4396,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,3448,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,5123,2578,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172])).
% 162.20/162.05 cnf(5307,plain,
% 162.20/162.05 (E(f345(x53071,x53072),f345(x53072,x53071))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5309,plain,
% 162.20/162.05 (~E(f345(x53091,x53091),f326(f345(f345(a1,a1),f345(a1,x53092))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,5226,5290,5307,876,885,4949,5052,5178,5214,5217,5244,5248,5264,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4660,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,4368,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4396,4449,3913,2589,4413,2487,2679,3754,4027,4033,4565,4506,4384,4794,4312,4687,4567,2523,3448,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,5123,2578,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697])).
% 162.20/162.05 cnf(5311,plain,
% 162.20/162.05 (E(f345(x53111,x53112),f345(x53112,x53111))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5320,plain,
% 162.20/162.05 (~P10(f5(f209(f200(x53201))),f345(x53201,x53201))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,5226,5290,5307,876,885,4949,5052,5178,5214,5217,5244,5248,5264,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4660,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,4368,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,4605,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4396,4449,3913,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4794,4312,4687,4567,2523,3448,3716,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,5123,2578,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057])).
% 162.20/162.05 cnf(5322,plain,
% 162.20/162.05 (P10(f338(f343(f325(x53221),f325(x53221)),x53222),f325(x53221))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,5226,5290,5307,876,885,4949,5052,5178,5214,5217,5244,5248,5264,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4660,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,4368,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,4605,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4396,4449,3913,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4794,4312,4687,4567,2523,3448,3716,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,2476,4903,4977,5006,5111,5120,5123,2578,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221])).
% 162.20/162.05 cnf(5330,plain,
% 162.20/162.05 (P18(x53301,f341(f345(x53301,x53302),x53303))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,5226,5290,5307,876,885,4949,5052,5178,5214,5217,5244,5248,5264,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,883,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4660,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,4368,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,4605,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4396,4449,3913,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4794,4312,4687,4567,2523,3448,3716,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318])).
% 162.20/162.05 cnf(5334,plain,
% 162.20/162.05 (P34(f3(f345(x53341,x53341),f345(x53341,x53341)),f200(x53341),f200(x53341))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,5226,5290,5307,876,885,4949,5052,5178,5214,5217,5244,5248,5264,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,883,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4660,4295,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,4368,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,4605,2530,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4396,4449,3913,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4794,4312,4687,4567,2523,3448,3716,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470])).
% 162.20/162.05 cnf(5339,plain,
% 162.20/162.05 (P8(f341(x53391,x53392),f200(f341(x53391,f338(x53392,x53391))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,893,839,841,905,874,5207,819,821,886,772,842,844,875,5226,5290,5307,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,883,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4660,4295,4370,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,4368,4564,4444,4109,4287,4970,4974,5055,5195,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4396,4449,3913,4825,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4794,4312,4687,4567,2523,3448,3716,2505,2502,4929,4963,5104,5232,5237,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716])).
% 162.20/162.05 cnf(5344,plain,
% 162.20/162.05 (E(f326(f345(f345(x53441,x53442),f345(x53441,x53441))),x53441)),
% 162.20/162.05 inference(rename_variables,[],[896])).
% 162.20/162.05 cnf(5347,plain,
% 162.20/162.05 (E(f338(f341(x53471,x53472),x53472),f338(x53471,x53472))),
% 162.20/162.05 inference(rename_variables,[],[887])).
% 162.20/162.05 cnf(5350,plain,
% 162.20/162.05 (~P18(f211(f341(x53501,f345(x53501,x53501))),x53501)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5353,plain,
% 162.20/162.05 (~P18(f211(f341(x53531,f345(x53531,x53531))),x53531)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5356,plain,
% 162.20/162.05 (E(f345(x53561,x53562),f345(x53562,x53561))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5359,plain,
% 162.20/162.05 (~P18(f211(f341(x53591,f345(x53591,x53591))),x53591)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5366,plain,
% 162.20/162.05 (~P18(f211(f341(x53661,f345(x53661,x53661))),x53661)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5368,plain,
% 162.20/162.05 (~E(f341(f200(f3(a6,a6)),f345(f200(f3(a6,a6)),f200(f3(a6,a6)))),f5(f3(f3(a6,a6),x53681)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,887,5347,772,842,844,875,5226,5290,5307,5311,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,857,855,868,5192,869,4912,5097,5128,861,884,5133,883,850,4900,889,4891,5084,847,804,773,906,4887,4969,814,815,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,4368,4564,4444,4109,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4396,4449,3913,4825,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4794,4312,4687,4567,2523,3448,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004])).
% 162.20/162.05 cnf(5369,plain,
% 162.20/162.05 (P18(x53691,f341(x53691,f345(x53691,x53691)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5370,plain,
% 162.20/162.05 (~P18(f345(f345(f200(f3(a6,a6)),x53701),f345(f200(f3(a6,a6)),f200(f3(a6,a6)))),f3(f3(a6,a6),x53702))),
% 162.20/162.05 inference(rename_variables,[],[3657])).
% 162.20/162.05 cnf(5371,plain,
% 162.20/162.05 (P25(f3(x53711,x53712))),
% 162.20/162.05 inference(rename_variables,[],[2502])).
% 162.20/162.05 cnf(5374,plain,
% 162.20/162.05 (P18(x53741,f341(x53741,f345(x53741,x53741)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5375,plain,
% 162.20/162.05 (P18(x53751,f341(x53751,f345(x53751,x53751)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5383,plain,
% 162.20/162.05 (~P18(f211(f341(x53831,f345(x53831,x53831))),x53831)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5384,plain,
% 162.20/162.05 (E(f341(x53841,f338(x53842,x53841)),f341(x53841,x53842))),
% 162.20/162.05 inference(rename_variables,[],[886])).
% 162.20/162.05 cnf(5386,plain,
% 162.20/162.05 (E(f341(x53861,x53862),f341(x53861,f338(x53862,x53861)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,887,5347,772,842,844,875,5226,5290,5307,5311,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,857,855,868,5192,869,4912,5097,5128,861,884,5133,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,4368,4564,4444,4109,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4396,4449,3913,4825,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3448,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2])).
% 162.20/162.05 cnf(5387,plain,
% 162.20/162.05 (P32(f345(a1,a1),f338(f345(a1,a1),f5(a1)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,887,5347,772,842,844,875,5226,5290,5307,5311,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,857,855,868,5192,869,4912,5097,5128,861,884,5133,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,4368,4564,4444,4109,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4396,4449,3913,4825,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3448,3643,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054])).
% 162.20/162.05 cnf(5391,plain,
% 162.20/162.05 (P28(f5(a1),a6)),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,887,5347,772,842,844,875,5226,5290,5307,5311,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,4368,4564,4444,4109,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,4165,4396,4449,3913,4825,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3448,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761])).
% 162.20/162.05 cnf(5394,plain,
% 162.20/162.05 (~E(f345(x53941,x53941),f327(f345(f345(x53942,x53942),f345(x53942,a1))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,4368,4564,4444,4109,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3448,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696])).
% 162.20/162.05 cnf(5396,plain,
% 162.20/162.05 (E(f345(x53961,x53962),f345(x53962,x53961))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5401,plain,
% 162.20/162.05 (~P18(f211(f341(x54011,f345(x54011,x54011))),x54011)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5402,plain,
% 162.20/162.05 (E(f329(a1),f2(a36,f211(f341(f5(a36),f345(f5(a36),f5(a36))))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,4368,4564,4444,4109,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3448,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185])).
% 162.20/162.05 cnf(5403,plain,
% 162.20/162.05 (~P18(f211(f341(x54031,f345(x54031,x54031))),x54031)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5408,plain,
% 162.20/162.05 (~P14(f326(f345(f345(f329(a36),x54081),f345(f329(a36),f329(a36)))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,4368,4564,4444,4109,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3448,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760])).
% 162.20/162.05 cnf(5409,plain,
% 162.20/162.05 (P33(f234(f5(a1),a1),f5(a1),a1)),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,865,4898,4918,4921,4924,5040,5144,870,871,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,4368,4564,4444,4109,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3448,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730])).
% 162.20/162.05 cnf(5410,plain,
% 162.20/162.05 (P8(f233(f341(x54101,f338(x54102,x54101))),f341(x54101,x54102))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,4368,4564,4444,4109,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3448,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717])).
% 162.20/162.05 cnf(5413,plain,
% 162.20/162.05 (P18(x54131,f341(x54131,f345(x54131,x54131)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5415,plain,
% 162.20/162.05 (E(f341(x54151,f338(x54152,x54151)),f341(x54151,x54152))),
% 162.20/162.05 inference(rename_variables,[],[886])).
% 162.20/162.05 cnf(5418,plain,
% 162.20/162.05 (P10(f343(f325(x54181),f325(x54181)),f325(x54181))),
% 162.20/162.05 inference(rename_variables,[],[4109])).
% 162.20/162.05 cnf(5423,plain,
% 162.20/162.05 (P32(x54231,f338(x54231,a1))),
% 162.20/162.05 inference(rename_variables,[],[2525])).
% 162.20/162.05 cnf(5424,plain,
% 162.20/162.05 (~P36(f209(f5(a1)),f338(f200(a1),f338(f200(a1),f200(a1))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,2525,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753])).
% 162.20/162.05 cnf(5426,plain,
% 162.20/162.05 (~P34(a36,x54261,f329(f209(a14)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,2525,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725])).
% 162.20/162.05 cnf(5427,plain,
% 162.20/162.05 (~P4(f329(f209(a14)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,2525,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712])).
% 162.20/162.05 cnf(5428,plain,
% 162.20/162.05 (E(f329(f209(x54281)),x54281)),
% 162.20/162.05 inference(rename_variables,[],[858])).
% 162.20/162.05 cnf(5429,plain,
% 162.20/162.05 (E(f345(f341(x54291,f338(x54292,x54291)),x54293),f345(f341(x54291,x54292),x54293))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,2525,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6])).
% 162.20/162.05 cnf(5430,plain,
% 162.20/162.05 (P32(f341(x54301,x54302),f338(f341(x54301,f338(x54302,x54301)),a1))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,4914,4986,4995,5015,5019,5033,5037,5137,4606,3993,3816,4990,2525,5423,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714])).
% 162.20/162.05 cnf(5431,plain,
% 162.20/162.05 (P32(x54311,f338(x54311,a1))),
% 162.20/162.05 inference(rename_variables,[],[2525])).
% 162.20/162.05 cnf(5434,plain,
% 162.20/162.05 (~P18(x54341,f336(f5(a1),x54342))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5435,plain,
% 162.20/162.05 (~P18(x54351,f336(f5(a1),x54352))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5438,plain,
% 162.20/162.05 (~P18(x54381,f336(f5(a1),x54382))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5439,plain,
% 162.20/162.05 (~P18(x54391,f336(f5(a1),x54392))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5442,plain,
% 162.20/162.05 (~P18(x54421,f336(f5(a1),x54422))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5443,plain,
% 162.20/162.05 (~P18(x54431,f336(f5(a1),x54432))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5445,plain,
% 162.20/162.05 (~P18(x54451,f336(a1,x54452))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,4606,3993,3816,4990,2525,5423,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658])).
% 162.20/162.05 cnf(5447,plain,
% 162.20/162.05 (P1(f218(f345(a6,a6),f341(f345(a6,a6),a6)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,4606,3993,3816,4990,2525,5423,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658,1239])).
% 162.20/162.05 cnf(5448,plain,
% 162.20/162.05 (~E(f345(x54481,x54481),a1)),
% 162.20/162.05 inference(rename_variables,[],[906])).
% 162.20/162.05 cnf(5449,plain,
% 162.20/162.05 (P32(x54491,f341(x54491,x54492))),
% 162.20/162.05 inference(rename_variables,[],[883])).
% 162.20/162.05 cnf(5451,plain,
% 162.20/162.05 (E(f336(f5(a1),x54511),a1)),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,5428,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,5403,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,5442,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,4606,3993,3816,4990,2525,5423,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658,1239,1555])).
% 162.20/162.05 cnf(5452,plain,
% 162.20/162.05 (E(f329(f209(x54521)),x54521)),
% 162.20/162.05 inference(rename_variables,[],[858])).
% 162.20/162.05 cnf(5453,plain,
% 162.20/162.05 (~P18(x54531,f336(f5(a1),x54532))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5454,plain,
% 162.20/162.05 (~P18(f211(f341(x54541,f345(x54541,x54541))),x54541)),
% 162.20/162.05 inference(rename_variables,[],[4225])).
% 162.20/162.05 cnf(5456,plain,
% 162.20/162.05 (~P18(f345(f345(f275(a36,f3(x54561,a14)),f276(a36,f3(x54561,a14))),f345(f275(a36,f3(x54561,a14)),f275(a36,f3(x54561,a14)))),f3(x54561,a14))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,5428,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,5403,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,5442,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,4606,3993,3816,4990,2525,5423,4057,4948,5243,4143,4743,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4818,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,5371,3621,4895,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,3633,2476,4903,4977,5006,5111,5120,5123,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658,1239,1555,2157])).
% 162.20/162.05 cnf(5466,plain,
% 162.20/162.05 (~P18(x54661,f329(f209(f334(f5(a1),x54662))))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,5428,5452,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,5403,5454,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4894,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,5442,5453,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,5443,4606,3993,3816,4990,2525,5423,4057,4948,5243,4143,4743,5072,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4818,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,5371,3621,4895,5001,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,5107,3633,2476,4903,4977,5006,5111,5120,5123,2562,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658,1239,1555,2157,1963,1834,1842,2100,1987])).
% 162.20/162.05 cnf(5467,plain,
% 162.20/162.05 (~P18(x54671,f5(f5(a1)))),
% 162.20/162.05 inference(rename_variables,[],[4743])).
% 162.20/162.05 cnf(5468,plain,
% 162.20/162.05 (E(f329(f209(x54681)),x54681)),
% 162.20/162.05 inference(rename_variables,[],[858])).
% 162.20/162.05 cnf(5470,plain,
% 162.20/162.05 (P18(f345(f345(f275(a36,f3(x54701,a14)),f276(a36,f3(x54701,a14))),f345(f275(a36,f3(x54701,a14)),f275(a36,f3(x54701,a14)))),a36)),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,5428,5452,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,5403,5454,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4894,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,5442,5453,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,5443,4606,3993,3816,4990,2525,5423,4057,4948,5243,4143,4743,5072,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4818,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,5371,3621,4895,5001,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,5107,3633,2476,4903,4977,5006,5111,5120,5123,2562,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658,1239,1555,2157,1963,1834,1842,2100,1987,1993])).
% 162.20/162.05 cnf(5472,plain,
% 162.20/162.05 (~P33(a36,x54721,f329(f209(a14)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,5428,5452,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,5403,5454,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2739,4231,4899,4378,4213,4657,4186,4005,3645,4894,4146,4622,3657,4961,5103,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,5442,5453,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,5443,4606,3993,3816,4990,2525,5423,4057,4948,5243,4143,4743,5072,3991,4073,4890,3850,4165,4396,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4818,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,5371,3621,4895,5001,3891,2499,2789,4991,5075,3894,2472,4907,4966,5022,5028,2783,4908,5107,3633,2476,4903,4977,5006,5111,5120,5123,2562,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658,1239,1555,2157,1963,1834,1842,2100,1987,1993,1541])).
% 162.20/162.05 cnf(5477,plain,
% 162.20/162.05 (~P18(x54771,f146(f5(a1),x54772))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5480,plain,
% 162.20/162.05 (~P18(x54801,f146(f5(a1),x54802))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5483,plain,
% 162.20/162.05 (~P18(x54831,f146(f5(a1),x54832))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5486,plain,
% 162.20/162.05 (~P18(x54861,f146(f5(a1),x54862))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5492,plain,
% 162.20/162.05 (~P18(x54921,f146(f5(a1),x54922))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5496,plain,
% 162.20/162.05 (E(f329(f209(x54961)),x54961)),
% 162.20/162.05 inference(rename_variables,[],[858])).
% 162.20/162.05 cnf(5501,plain,
% 162.20/162.05 (E(f329(f209(x55011)),x55011)),
% 162.20/162.05 inference(rename_variables,[],[858])).
% 162.20/162.05 cnf(5502,plain,
% 162.20/162.05 (P25(f339(x55021,a36))),
% 162.20/162.05 inference(rename_variables,[],[2789])).
% 162.20/162.05 cnf(5505,plain,
% 162.20/162.05 (~P18(x55051,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5513,plain,
% 162.20/162.05 (E(f345(x55131,x55132),f345(x55132,x55131))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5514,plain,
% 162.20/162.05 (~P18(x55141,f146(f5(a1),x55142))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5517,plain,
% 162.20/162.05 (~P18(x55171,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5518,plain,
% 162.20/162.05 (~P18(x55181,f146(f5(a1),x55182))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5526,plain,
% 162.20/162.05 (~P18(x55261,f146(f5(a1),x55262))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5529,plain,
% 162.20/162.05 (~P18(x55291,f146(f5(a1),x55292))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5532,plain,
% 162.20/162.05 (~P18(x55321,f146(f5(a1),x55322))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5535,plain,
% 162.20/162.05 (E(f345(x55351,x55352),f345(x55352,x55351))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5536,plain,
% 162.20/162.05 (~P18(x55361,f146(f5(a1),x55362))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5540,plain,
% 162.20/162.05 (~P18(x55401,f146(f5(a1),x55402))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5543,plain,
% 162.20/162.05 (~P18(x55431,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5553,plain,
% 162.20/162.05 (~P18(x55531,f146(f5(a1),x55532))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5557,plain,
% 162.20/162.05 (~P18(x55571,f146(f5(a1),x55572))),
% 162.20/162.05 inference(rename_variables,[],[4633])).
% 162.20/162.05 cnf(5561,plain,
% 162.20/162.05 (~P18(x55611,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5568,plain,
% 162.20/162.05 (E(a1,f332(a36,f98(f5(a1),x55681)))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,5396,5513,5535,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,5428,5452,5468,5496,5501,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,5167,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,5413,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,5449,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,5448,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,5403,5454,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2574,2739,4231,4899,4378,4213,4657,4186,4005,3645,4894,4146,4622,3657,4961,5103,5370,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,5442,5453,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,5443,4606,4633,5477,5480,5483,5486,5492,5514,5518,5526,5529,5532,5536,5540,5553,5557,4667,3993,3816,4990,5159,2525,5423,4057,4948,5243,5247,4143,4743,5072,5467,3991,4073,4890,3850,4165,4396,4737,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4818,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,5371,3621,4895,5001,2767,3891,2580,2499,2789,4991,5075,5161,5502,3894,2472,4907,4966,5022,5028,5115,5505,5517,5543,5561,2783,4908,5107,3633,2677,2476,4903,4977,5006,5111,5120,5123,5293,2562,2558,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658,1239,1555,2157,1963,1834,1842,2100,1987,1993,1541,1519,1246,1244,1242,1241,1806,1808,1659,2390,2428,1637,1744,1306,2275,945,1219,1245,1243,1240,1305,1304,2165,1729,1177,1144,1791,1790,1769,1386,1815,2274])).
% 162.20/162.05 cnf(5572,plain,
% 162.20/162.05 (~E(f5(a1),a6)),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,5396,5513,5535,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,5428,5452,5468,5496,5501,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,5167,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,5413,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,5449,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,5448,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,5403,5454,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2574,2739,4231,4899,4378,4213,4657,4186,4005,3645,4894,4146,4622,3657,4961,5103,5370,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,5442,5453,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,5443,4606,4633,5477,5480,5483,5486,5492,5514,5518,5526,5529,5532,5536,5540,5553,5557,4667,3993,3816,4990,5159,2525,5423,4057,4948,5243,5247,4143,4743,5072,5467,3991,4073,4890,3850,4165,4396,4737,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4818,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,5371,3621,4895,5001,2767,3891,2580,2499,2789,4991,5075,5161,5502,3894,2472,4907,4966,5022,5028,5115,5505,5517,5543,5561,2783,4908,5107,3633,2677,2476,4903,4977,5006,5111,5120,5123,5293,2562,2558,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658,1239,1555,2157,1963,1834,1842,2100,1987,1993,1541,1519,1246,1244,1242,1241,1806,1808,1659,2390,2428,1637,1744,1306,2275,945,1219,1245,1243,1240,1305,1304,2165,1729,1177,1144,1791,1790,1769,1386,1815,2274,1002])).
% 162.20/162.05 cnf(5576,plain,
% 162.20/162.05 (P14(f30(x55761))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,840,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,5396,5513,5535,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,5428,5452,5468,5496,5501,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,5167,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,5413,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,5449,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,5448,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,5403,5454,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2574,2739,4231,4899,4378,4213,4657,4186,4005,3645,4894,4146,4622,3657,4961,5103,5370,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,5442,5453,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,5443,4606,4633,5477,5480,5483,5486,5492,5514,5518,5526,5529,5532,5536,5540,5553,5557,4667,3993,3816,4990,5159,2525,5423,5431,4057,4948,5243,5247,4143,4743,5072,5467,3991,4073,4890,3850,4165,4396,4737,4449,3913,4825,2589,3989,4413,2487,2679,3754,4027,4033,4571,4565,4506,4384,4415,4818,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,5371,3621,4895,5001,2767,3891,2580,2499,2789,4991,5075,5161,5502,3894,2472,4907,4966,5022,5028,5115,5505,5517,5543,5561,2783,4908,5107,3633,2677,2476,4903,4977,5006,5111,5120,5123,5293,2562,2558,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658,1239,1555,2157,1963,1834,1842,2100,1987,1993,1541,1519,1246,1244,1242,1241,1806,1808,1659,2390,2428,1637,1744,1306,2275,945,1219,1245,1243,1240,1305,1304,2165,1729,1177,1144,1791,1790,1769,1386,1815,2274,1002,1077,926])).
% 162.20/162.05 cnf(5584,plain,
% 162.20/162.05 (P18(f276(a36,f3(f3(a6,a6),a14)),f331(a36))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,840,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,5396,5513,5535,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,5428,5452,5468,5496,5501,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,5167,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,5413,857,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,5449,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,5448,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,5403,5454,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2574,2739,4211,4231,4899,4378,4213,4657,4186,4005,3645,4894,4146,4622,3657,4961,5103,5370,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,5442,5453,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,5443,4606,4633,5477,5480,5483,5486,5492,5514,5518,5526,5529,5532,5536,5540,5553,5557,4667,3993,3816,4990,5159,2525,5423,5431,4057,4948,5243,5247,4143,4743,5072,5467,3991,4073,4890,3850,4165,4396,4737,4449,3913,4825,2589,3989,4413,2487,2679,2813,2821,3754,3904,4027,4033,4571,4565,4506,4384,4415,4818,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,5371,3621,4895,5001,2767,3891,2580,2499,2789,4991,5075,5161,5502,3894,2472,4907,4966,5022,5028,5115,5505,5517,5543,5561,2783,4908,5107,2809,2819,2785,3633,2677,2476,4903,4977,5006,5111,5120,5123,5293,2562,2558,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658,1239,1555,2157,1963,1834,1842,2100,1987,1993,1541,1519,1246,1244,1242,1241,1806,1808,1659,2390,2428,1637,1744,1306,2275,945,1219,1245,1243,1240,1305,1304,2165,1729,1177,1144,1791,1790,1769,1386,1815,2274,1002,1077,926,1334,1212,1001,1760])).
% 162.20/162.05 cnf(5591,plain,
% 162.20/162.05 (~E(a6,f5(a1))),
% 162.20/162.05 inference(scs_inference,[],[824,779,783,808,809,828,900,893,839,840,841,905,874,5207,819,821,886,5384,5415,887,5347,772,842,844,875,5226,5290,5307,5311,5356,5396,5513,5535,876,885,4949,5052,5178,5214,5217,5244,5248,5264,5302,911,896,5344,897,858,5428,5452,5468,5496,5501,865,4898,4918,4921,4924,5040,5144,870,871,5211,846,5179,849,5167,894,4904,4962,5009,5078,5102,5204,5220,5252,5255,5369,5375,5413,5374,857,907,855,868,5192,869,4912,5097,5128,2465,861,884,5133,904,883,5449,850,4900,889,4891,5084,797,847,804,773,906,4887,4969,5448,814,815,771,4660,4295,4370,2516,4225,4909,4983,5060,5066,5069,5108,5223,5229,5269,5273,5350,5353,5359,5366,5383,5401,5403,5454,4368,4564,4444,4109,5418,4287,4970,4974,5055,5195,5251,4338,4372,4605,2530,2574,2739,4211,4231,4899,4378,4213,4657,4186,4005,3645,4894,4146,4622,3657,4961,5103,5370,2765,2769,4302,4330,4886,4915,4935,4938,4945,4952,4955,4987,4994,4998,5010,5014,5018,5023,5029,5032,5036,5045,5063,5091,5094,5098,5112,5136,5140,5152,5160,5166,5183,5434,5438,5442,5453,4914,4986,4995,5015,5019,5033,5037,5137,5141,5435,5439,5443,4606,4633,5477,5480,5483,5486,5492,5514,5518,5526,5529,5532,5536,5540,5553,5557,4667,3993,3816,4990,5159,3818,2525,5423,5431,4057,4948,5243,5247,4143,4743,5072,5467,3991,4073,4890,3850,2787,4165,4396,4737,4449,3913,4825,2589,3989,4413,2487,2679,2813,2821,3754,3904,4027,4033,4571,4565,4506,4384,4415,4818,4794,4312,4687,4567,2523,3687,3448,3519,3643,2592,3710,3716,2505,2502,4929,4963,5104,5232,5237,5240,5371,3621,4895,5001,2767,3891,2580,2499,2789,4991,5075,5161,5502,3894,2472,4907,4966,5022,5028,5115,5505,5517,5543,5561,2783,4908,5107,2809,2819,2785,3633,2677,2476,4903,4977,5006,5111,5120,5123,5293,2562,2558,2578,3506,3867,4930,2514,811,1627,1494,1474,1722,2065,1860,1634,1449,1442,1415,1296,1624,2205,765,745,995,1746,1532,1530,1025,1576,1642,1641,2026,1651,2008,1287,1414,1428,1041,1544,1340,2252,1730,1982,1362,1770,1768,1350,1796,1795,2006,1906,2273,1809,1921,1514,1143,1226,727,726,1282,1147,1146,1531,1307,1643,1602,1513,1657,1933,1213,1022,1725,1550,1502,1979,1978,1411,2282,2018,2007,2272,1929,1617,1814,1100,1283,1105,1329,1394,1661,1175,1069,1119,1829,1047,1046,2255,1278,1145,917,1620,1682,1830,1202,1540,1055,1011,935,1430,728,723,1606,1275,1090,1031,1424,1423,1284,1228,1093,1308,1762,1247,1761,1759,1969,1968,1277,1309,1520,1181,1024,1466,1216,1753,1223,1000,1156,1255,1200,1199,1612,1249,1167,1174,1621,1071,1162,929,1358,1172,1697,1389,981,759,1115,1057,1221,1176,982,1201,1318,1317,1470,1052,755,716,1032,1425,1416,1229,1227,1092,1397,1490,1743,2004,1331,1603,754,1007,1310,2,1054,1316,761,1220,1696,1010,710,1185,957,5,760,730,717,709,3,721,720,715,753,752,725,712,6,714,713,1184,1179,1178,1658,1239,1555,2157,1963,1834,1842,2100,1987,1993,1541,1519,1246,1244,1242,1241,1806,1808,1659,2390,2428,1637,1744,1306,2275,945,1219,1245,1243,1240,1305,1304,2165,1729,1177,1144,1791,1790,1769,1386,1815,2274,1002,1077,926,1334,1212,1001,1760,2249,762])).
% 162.20/162.05 cnf(5615,plain,
% 162.20/162.05 (~P18(x56151,f329(a1))),
% 162.20/162.05 inference(rename_variables,[],[5275])).
% 162.20/162.05 cnf(5616,plain,
% 162.20/162.05 (P32(x56161,x56161)),
% 162.20/162.05 inference(rename_variables,[],[865])).
% 162.20/162.05 cnf(5621,plain,
% 162.20/162.05 (P25(f3(x56211,x56212))),
% 162.20/162.05 inference(rename_variables,[],[2502])).
% 162.20/162.05 cnf(5622,plain,
% 162.20/162.05 (P18(x56221,f341(x56221,f345(x56221,x56221)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5624,plain,
% 162.20/162.05 (P18(a6,f5(f332(f209(f200(a6)),f341(a6,f345(a6,a6)))))),
% 162.20/162.05 inference(scs_inference,[],[824,865,894,5622,846,5231,5275,2815,5470,4820,2502,811,1719,1763,1529,1528])).
% 162.20/162.05 cnf(5625,plain,
% 162.20/162.05 (P25(f209(x56251))),
% 162.20/162.05 inference(rename_variables,[],[846])).
% 162.20/162.05 cnf(5626,plain,
% 162.20/162.05 (P18(x56261,f341(x56261,f345(x56261,x56261)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5629,plain,
% 162.20/162.05 (~P18(x56291,f329(a1))),
% 162.20/162.05 inference(rename_variables,[],[5275])).
% 162.20/162.05 cnf(5632,plain,
% 162.20/162.05 (P32(f345(x56321,x56321),f341(x56321,f345(x56321,x56321)))),
% 162.20/162.05 inference(rename_variables,[],[5279])).
% 162.20/162.05 cnf(5633,plain,
% 162.20/162.05 (~E(f345(x56331,x56331),a1)),
% 162.20/162.05 inference(rename_variables,[],[906])).
% 162.20/162.05 cnf(5636,plain,
% 162.20/162.05 (~P18(f341(x56361,f345(x56361,x56361)),x56361)),
% 162.20/162.05 inference(rename_variables,[],[5042])).
% 162.20/162.05 cnf(5637,plain,
% 162.20/162.05 (P8(f25(x56371),f325(x56371))),
% 162.20/162.05 inference(rename_variables,[],[873])).
% 162.20/162.05 cnf(5639,plain,
% 162.20/162.05 (~P34(f211(f341(f200(f3(x56391,x56392)),f345(f200(f3(x56391,x56392)),f200(f3(x56391,x56392))))),x56391,x56392)),
% 162.20/162.05 inference(scs_inference,[],[824,873,865,894,5622,846,906,5279,5042,5059,5231,3998,5275,5615,2815,5470,4820,2502,811,1719,1763,1529,1528,1988,1239,1834,1495])).
% 162.20/162.05 cnf(5640,plain,
% 162.20/162.05 (~P32(f211(f341(f200(x56401),f345(f200(x56401),f200(x56401)))),x56401)),
% 162.20/162.05 inference(rename_variables,[],[5059])).
% 162.20/162.05 cnf(5644,plain,
% 162.20/162.05 (E(f345(x56441,x56442),f345(x56442,x56441))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5647,plain,
% 162.20/162.05 (~P18(x56471,f329(a1))),
% 162.20/162.05 inference(rename_variables,[],[5275])).
% 162.20/162.05 cnf(5650,plain,
% 162.20/162.05 (~P18(x56501,f329(a1))),
% 162.20/162.05 inference(rename_variables,[],[5275])).
% 162.20/162.05 cnf(5651,plain,
% 162.20/162.05 (P18(x56511,f341(x56511,f345(x56511,x56511)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5654,plain,
% 162.20/162.05 (~P18(x56541,f329(a1))),
% 162.20/162.05 inference(rename_variables,[],[5275])).
% 162.20/162.05 cnf(5657,plain,
% 162.20/162.05 (~P18(x56571,f329(a1))),
% 162.20/162.05 inference(rename_variables,[],[5275])).
% 162.20/162.05 cnf(5661,plain,
% 162.20/162.05 (P25(f209(x56611))),
% 162.20/162.05 inference(rename_variables,[],[846])).
% 162.20/162.05 cnf(5663,plain,
% 162.20/162.05 (E(f329(f328(a36,a1)),f329(a1))),
% 162.20/162.05 inference(scs_inference,[],[824,888,873,875,865,894,5622,5626,846,5625,906,814,5279,5042,5059,5231,5309,5466,3998,5275,5615,5629,5647,5650,5654,2815,5470,4820,4396,2502,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387])).
% 162.20/162.05 cnf(5667,plain,
% 162.20/162.05 (~P18(x56671,f336(f5(a1),x56672))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5668,plain,
% 162.20/162.05 (P8(f336(f5(a1),x56681),f325(x56682))),
% 162.20/162.05 inference(rename_variables,[],[5044])).
% 162.20/162.05 cnf(5673,plain,
% 162.20/162.05 (~P32(f211(f341(f200(x56731),f345(f200(x56731),f200(x56731)))),x56731)),
% 162.20/162.05 inference(rename_variables,[],[5059])).
% 162.20/162.05 cnf(5679,plain,
% 162.20/162.05 (E(f341(x56791,a1),x56791)),
% 162.20/162.05 inference(rename_variables,[],[862])).
% 162.20/162.05 cnf(5680,plain,
% 162.20/162.05 (~P18(x56801,f338(f343(f325(x56802),f325(x56802)),f338(f343(f325(x56802),f325(x56802)),f325(x56802))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5684,plain,
% 162.20/162.05 (E(f345(x56841,x56842),f345(x56842,x56841))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5687,plain,
% 162.20/162.05 (~P18(x56871,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5690,plain,
% 162.20/162.05 (P32(x56901,x56901)),
% 162.20/162.05 inference(rename_variables,[],[865])).
% 162.20/162.05 cnf(5692,plain,
% 162.20/162.05 (P18(f341(a6,a6),f184(f211(a6),f341(a6,a6)))),
% 162.20/162.05 inference(scs_inference,[],[824,810,823,888,836,873,875,5644,862,867,865,5616,894,5622,5626,5651,869,846,5625,826,804,906,773,814,771,5279,5042,5059,5640,5127,5231,5285,5394,5309,5466,5044,3998,5275,5615,5629,5647,5650,5654,5402,2815,5470,4820,3068,4330,4396,2502,2472,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715])).
% 162.20/162.05 cnf(5693,plain,
% 162.20/162.05 (E(f341(x56931,x56931),x56931)),
% 162.20/162.05 inference(rename_variables,[],[867])).
% 162.20/162.05 cnf(5694,plain,
% 162.20/162.05 (P18(x56941,f341(x56941,f345(x56941,x56941)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5695,plain,
% 162.20/162.05 (P18(x56951,f211(x56951))),
% 162.20/162.05 inference(rename_variables,[],[869])).
% 162.20/162.05 cnf(5700,plain,
% 162.20/162.05 (~P18(x57001,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5703,plain,
% 162.20/162.05 (~P18(x57031,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(5708,plain,
% 162.20/162.05 (~P18(x57081,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5711,plain,
% 162.20/162.05 (~P18(x57111,f336(f5(a1),x57112))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5712,plain,
% 162.20/162.05 (P8(f336(f5(a1),x57121),f325(x57122))),
% 162.20/162.05 inference(rename_variables,[],[5044])).
% 162.20/162.05 cnf(5715,plain,
% 162.20/162.05 (~P18(x57151,f329(a1))),
% 162.20/162.05 inference(rename_variables,[],[5275])).
% 162.20/162.05 cnf(5717,plain,
% 162.20/162.05 (P18(f49(a19,f336(f5(a1),x57171),f341(x57172,f345(x57172,x57172))),f341(x57172,f345(x57172,x57172)))),
% 162.20/162.05 inference(scs_inference,[],[824,810,823,888,836,873,875,5644,862,867,865,5616,894,5622,5626,5651,869,846,5625,826,889,819,804,906,773,814,771,5279,5042,5059,5640,5127,5231,5285,5394,5309,5466,5044,5668,4997,3998,5119,5275,5615,5629,5647,5650,5654,5657,5402,2815,5470,5048,4820,3068,4330,5667,5711,4396,2502,4186,2472,5687,5700,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795])).
% 162.20/162.05 cnf(5718,plain,
% 162.20/162.05 (~E(f341(x57181,f345(x57181,x57181)),f334(a19,f336(f5(a1),x57182)))),
% 162.20/162.05 inference(rename_variables,[],[4997])).
% 162.20/162.05 cnf(5719,plain,
% 162.20/162.05 (~P18(x57191,f336(f5(a1),x57192))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5726,plain,
% 162.20/162.05 (P10(x57261,f338(x57261,x57261))),
% 162.20/162.05 inference(rename_variables,[],[5297])).
% 162.20/162.05 cnf(5735,plain,
% 162.20/162.05 (P18(f277(f210(f345(x57351,x57351)),f345(x57351,x57351),f345(x57351,x57351)),f345(x57351,x57351))),
% 162.20/162.05 inference(rename_variables,[],[4923])).
% 162.20/162.05 cnf(5738,plain,
% 162.20/162.05 (E(f338(x57381,f338(x57381,x57381)),x57381)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5743,plain,
% 162.20/162.05 (~P18(x57431,f336(a1,x57432))),
% 162.20/162.05 inference(rename_variables,[],[5445])).
% 162.20/162.05 cnf(5744,plain,
% 162.20/162.05 (E(f338(x57441,f338(x57441,x57441)),x57441)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5750,plain,
% 162.20/162.05 (~P18(x57501,f338(f343(f325(x57502),f325(x57502)),f338(f343(f325(x57502),f325(x57502)),f325(x57502))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5751,plain,
% 162.20/162.05 (E(f345(x57511,x57512),f345(x57512,x57511))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5754,plain,
% 162.20/162.05 (~P18(x57541,f343(f211(x57541),f211(x57541)))),
% 162.20/162.05 inference(rename_variables,[],[4829])).
% 162.20/162.05 cnf(5760,plain,
% 162.20/162.05 (~P18(x57601,f338(f343(f325(x57602),f325(x57602)),f338(f343(f325(x57602),f325(x57602)),f325(x57602))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5768,plain,
% 162.20/162.05 (~P18(x57681,f98(f336(f5(a1),x57682),x57683))),
% 162.20/162.05 inference(rename_variables,[],[5139])).
% 162.20/162.05 cnf(5769,plain,
% 162.20/162.05 (~P18(x57691,f338(f343(f325(x57692),f325(x57692)),f338(f343(f325(x57692),f325(x57692)),f325(x57692))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5772,plain,
% 162.20/162.05 (~P18(x57721,f98(f336(f5(a1),x57722),x57723))),
% 162.20/162.05 inference(rename_variables,[],[5139])).
% 162.20/162.05 cnf(5773,plain,
% 162.20/162.05 (~P18(x57731,f338(f343(f325(x57732),f325(x57732)),f338(f343(f325(x57732),f325(x57732)),f325(x57732))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5776,plain,
% 162.20/162.05 (~P18(x57761,f98(f336(f5(a1),x57762),x57763))),
% 162.20/162.05 inference(rename_variables,[],[5139])).
% 162.20/162.05 cnf(5777,plain,
% 162.20/162.05 (~P18(x57771,f338(f343(f325(x57772),f325(x57772)),f338(f343(f325(x57772),f325(x57772)),f325(x57772))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5781,plain,
% 162.20/162.05 (~P18(x57811,f338(f343(f325(x57812),f325(x57812)),f338(f343(f325(x57812),f325(x57812)),f325(x57812))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5785,plain,
% 162.20/162.05 (~P18(x57851,f336(f5(a1),x57852))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5788,plain,
% 162.20/162.05 (~P18(x57881,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5793,plain,
% 162.20/162.05 (~P28(x57931,f338(x57931,x57932))),
% 162.20/162.05 inference(rename_variables,[],[5169])).
% 162.20/162.05 cnf(5797,plain,
% 162.20/162.05 (~P18(x57971,f336(f5(a1),x57972))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(5800,plain,
% 162.20/162.05 (P16(f209(x58001))),
% 162.20/162.05 inference(rename_variables,[],[842])).
% 162.20/162.05 cnf(5801,plain,
% 162.20/162.05 (~P18(x58011,f338(f343(f325(x58012),f325(x58012)),f338(f343(f325(x58012),f325(x58012)),f325(x58012))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5803,plain,
% 162.20/162.05 (P25(f209(x58031))),
% 162.20/162.05 inference(rename_variables,[],[846])).
% 162.20/162.05 cnf(5805,plain,
% 162.20/162.05 (~P34(a36,x58051,a1)),
% 162.20/162.05 inference(scs_inference,[],[824,810,823,888,877,836,873,887,842,875,5644,5684,885,5738,862,864,867,865,5616,871,894,5622,5626,5651,5694,869,846,5625,5661,826,850,889,808,819,804,906,773,814,815,771,4923,5219,5279,5042,5059,5640,5127,5049,4829,5231,5285,5680,5750,5760,5769,5773,5777,5781,5297,4380,5225,5169,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,5044,5668,5445,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5402,4138,2815,4281,5470,5048,4820,5201,5572,4504,3068,3185,4330,5667,5711,5719,5785,4396,4565,3710,2502,4186,2472,5687,5700,5708,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540])).
% 162.20/162.05 cnf(5810,plain,
% 162.20/162.05 (E(f326(f345(f345(x58101,x58102),f345(x58101,x58101))),x58101)),
% 162.20/162.05 inference(rename_variables,[],[896])).
% 162.20/162.05 cnf(5812,plain,
% 162.20/162.05 (P33(f314(x58121,f338(x58122,x58123)),x58121,x58122)),
% 162.20/162.05 inference(scs_inference,[],[824,810,823,888,877,836,873,887,842,875,5644,5684,885,5738,896,862,864,867,865,5616,871,894,5622,5626,5651,5694,869,846,5625,5661,884,826,850,889,808,819,804,906,773,814,815,771,4923,5219,5279,5042,5059,5640,5127,5049,4829,5231,5285,5680,5750,5760,5769,5773,5777,5781,5297,4380,5225,5169,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,5044,5668,5445,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5402,4138,2815,4281,5470,5048,4820,5201,5572,4504,3068,3185,4330,5667,5711,5719,5785,4396,4565,3710,2502,4186,2472,5687,5700,5708,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606])).
% 162.20/162.05 cnf(5813,plain,
% 162.20/162.05 (P33(f314(x58131,x58132),x58131,x58132)),
% 162.20/162.05 inference(rename_variables,[],[889])).
% 162.20/162.05 cnf(5816,plain,
% 162.20/162.05 (P18(x58161,f341(x58161,f345(x58161,x58161)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5819,plain,
% 162.20/162.05 (E(f338(f341(x58191,x58192),x58192),f338(x58191,x58192))),
% 162.20/162.05 inference(rename_variables,[],[887])).
% 162.20/162.05 cnf(5822,plain,
% 162.20/162.05 (E(f338(x58221,f338(x58221,x58221)),x58221)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5824,plain,
% 162.20/162.05 (P18(f345(f275(a36,f3(x58241,a14)),f275(a36,f3(x58241,a14))),f338(f337(a36),f338(f337(a36),f337(a36))))),
% 162.20/162.05 inference(scs_inference,[],[824,810,823,888,877,836,873,887,842,875,5644,5684,885,5738,5744,5822,896,862,864,867,865,5616,5690,871,894,5622,5626,5651,5694,5816,869,5695,846,5625,5661,884,826,850,889,808,819,804,906,773,814,815,771,4923,5219,5279,5042,5059,5640,5127,5049,4829,5231,5285,5680,5750,5760,5769,5773,5777,5781,5297,4380,5225,5169,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,5044,5668,5445,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5402,4138,2815,4281,5470,5048,4820,5201,5572,4504,3068,3185,4330,5667,5711,5719,5785,4396,4565,2508,3710,2502,4186,2472,5687,5700,5708,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277])).
% 162.20/162.05 cnf(5825,plain,
% 162.20/162.05 (E(f338(x58251,f338(x58251,x58251)),x58251)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5829,plain,
% 162.20/162.05 (~P18(x58291,f343(f211(x58291),f211(x58291)))),
% 162.20/162.05 inference(rename_variables,[],[4829])).
% 162.20/162.05 cnf(5830,plain,
% 162.20/162.05 (E(f338(f341(x58301,x58302),x58302),f338(x58301,x58302))),
% 162.20/162.05 inference(rename_variables,[],[887])).
% 162.20/162.05 cnf(5833,plain,
% 162.20/162.05 (~P18(x58331,f336(a1,x58332))),
% 162.20/162.05 inference(rename_variables,[],[5445])).
% 162.20/162.05 cnf(5834,plain,
% 162.20/162.05 (E(f338(x58341,f338(x58341,x58341)),x58341)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5836,plain,
% 162.20/162.05 (~P18(x58361,f338(f336(f329(a1),x58362),f338(f336(f329(a1),x58362),f336(f329(a1),x58362))))),
% 162.20/162.05 inference(scs_inference,[],[824,810,823,888,877,836,873,887,5819,842,875,5644,5684,885,5738,5744,5822,5825,5834,896,862,864,867,865,5616,5690,871,894,5622,5626,5651,5694,5816,869,5695,846,5625,5661,884,826,850,889,808,819,804,906,773,814,815,771,4923,5219,5279,5042,5059,5640,5127,5049,4829,5754,5231,5285,5680,5750,5760,5769,5773,5777,5781,5297,4380,5225,5169,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,5044,5668,5445,5743,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5402,4138,2815,4281,5470,5048,4820,5201,5572,4504,3068,3185,4330,5667,5711,5719,5785,4396,4565,2508,3710,2502,4186,2472,5687,5700,5708,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282])).
% 162.20/162.05 cnf(5837,plain,
% 162.20/162.05 (~P18(x58371,f329(a1))),
% 162.20/162.05 inference(rename_variables,[],[5275])).
% 162.20/162.05 cnf(5838,plain,
% 162.20/162.05 (E(f338(x58381,f338(x58381,x58381)),x58381)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5841,plain,
% 162.20/162.05 (~P18(x58411,f329(a1))),
% 162.20/162.05 inference(rename_variables,[],[5275])).
% 162.20/162.05 cnf(5846,plain,
% 162.20/162.05 (~P18(f211(f341(f341(x58461,f338(x58462,x58461)),f345(f341(x58461,f338(x58462,x58461)),f341(x58461,f338(x58462,x58461))))),x58461)),
% 162.20/162.05 inference(rename_variables,[],[5222])).
% 162.20/162.05 cnf(5852,plain,
% 162.20/162.05 (~P18(f211(f341(f341(x58521,f338(x58522,x58521)),f345(f341(x58521,f338(x58522,x58521)),f341(x58521,f338(x58522,x58521))))),x58521)),
% 162.20/162.05 inference(rename_variables,[],[5222])).
% 162.20/162.05 cnf(5854,plain,
% 162.20/162.05 (~P18(f345(f345(x58541,f341(f329(a36),f345(f329(a36),f329(a36)))),f345(x58541,x58541)),a36)),
% 162.20/162.05 inference(scs_inference,[],[824,810,908,823,888,877,836,873,887,5819,842,875,5644,5684,885,5738,5744,5822,5825,5834,896,862,864,867,865,5616,5690,871,894,5622,5626,5651,5694,5816,869,5695,846,5625,5661,884,826,850,889,808,819,804,906,773,814,815,771,5289,4923,5219,5222,5846,5279,5042,5636,5059,5640,5127,5049,4829,5754,5231,5285,5680,5750,5760,5769,5773,5777,5781,5297,4380,5225,5169,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4822,5044,5668,5445,5743,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5402,3748,4138,2815,3611,4281,5470,5048,4820,5201,5572,4504,3068,3185,4330,5667,5711,5719,5785,4396,4565,2508,3710,2502,4186,2472,5687,5700,5708,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762])).
% 162.20/162.05 cnf(5855,plain,
% 162.20/162.05 (~P18(f341(x58551,f345(x58551,x58551)),x58551)),
% 162.20/162.05 inference(rename_variables,[],[5042])).
% 162.20/162.05 cnf(5857,plain,
% 162.20/162.05 (~P18(f345(f345(f211(f331(a36)),x58571),f345(f211(f331(a36)),f211(f331(a36)))),a36)),
% 162.20/162.05 inference(scs_inference,[],[824,810,908,823,888,877,836,873,887,5819,842,875,5644,5684,885,5738,5744,5822,5825,5834,896,862,864,867,865,5616,5690,871,894,5622,5626,5651,5694,5816,869,5695,846,5625,5661,884,826,850,889,808,819,804,906,773,814,815,771,5289,4923,5219,5222,5846,5279,5042,5636,5059,5640,5127,5049,4829,5754,5231,5285,5680,5750,5760,5769,5773,5777,5781,5297,4380,5225,5169,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4822,5044,5668,5445,5743,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5402,3748,4138,2815,3611,4281,5470,5048,4820,5201,5572,4504,3068,3185,4211,4330,5667,5711,5719,5785,4396,4565,2508,3710,2502,4186,2472,5687,5700,5708,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761])).
% 162.20/162.05 cnf(5870,plain,
% 162.20/162.05 (~P18(x58701,f338(f343(f325(x58702),f325(x58702)),f338(f343(f325(x58702),f325(x58702)),f325(x58702))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5873,plain,
% 162.20/162.05 (~P18(x58731,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(5877,plain,
% 162.20/162.05 (E(f338(x58771,f338(x58771,x58771)),x58771)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(5894,plain,
% 162.20/162.05 (P18(x58941,f341(f345(x58941,x58942),x58943))),
% 162.20/162.05 inference(rename_variables,[],[5330])).
% 162.20/162.05 cnf(5896,plain,
% 162.20/162.05 (E(f338(f343(f325(x58961),f325(x58961)),f338(f343(f325(x58961),f325(x58961)),f325(x58961))),a1)),
% 162.20/162.05 inference(scs_inference,[],[824,810,908,823,888,877,836,873,887,5819,882,842,875,5644,5684,885,5738,5744,5822,5825,5834,5838,896,862,864,867,865,5616,5690,871,894,5622,5626,5651,5694,5816,869,5695,846,5625,5661,884,826,850,889,808,805,819,804,906,5633,773,814,815,771,5289,4897,4923,5735,5219,5222,5846,5279,5042,5636,5059,5640,5127,5049,4829,5754,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5297,5320,4380,5225,5169,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4822,5044,5668,4136,4129,5445,5743,5833,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5402,5427,3748,4138,2815,3611,4281,5470,5048,4820,5201,5391,5572,5591,4618,4603,4504,3068,3185,4211,4330,5667,5711,5719,5785,4396,4565,4506,2508,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982])).
% 162.20/162.05 cnf(5897,plain,
% 162.20/162.05 (~P18(x58971,f338(f343(f325(x58972),f325(x58972)),f338(f343(f325(x58972),f325(x58972)),f325(x58972))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5900,plain,
% 162.20/162.05 (~P18(x59001,f338(f343(f325(x59002),f325(x59002)),f338(f343(f325(x59002),f325(x59002)),f325(x59002))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5903,plain,
% 162.20/162.05 (~P18(x59031,f338(f343(f325(x59032),f325(x59032)),f338(f343(f325(x59032),f325(x59032)),f325(x59032))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5908,plain,
% 162.20/162.05 (~P32(f329(a36),f345(x59081,x59081))),
% 162.20/162.05 inference(scs_inference,[],[824,810,908,823,888,877,836,873,887,5819,882,842,875,5644,5684,885,5738,5744,5822,5825,5834,5838,5877,896,862,864,867,865,5616,5690,871,894,5622,5626,5651,5694,5816,869,5695,846,5625,5661,884,826,904,850,889,808,805,819,804,906,5633,773,814,815,771,5289,4897,4923,5735,5219,5222,5846,5279,5042,5636,5059,5640,5127,5049,4829,5754,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5297,5320,4380,5225,5169,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4822,5044,5668,4136,4129,5445,5743,5833,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5402,5427,3748,4531,4138,5426,2815,3611,4281,5470,5048,4820,5201,5391,5572,5591,4618,4603,4504,3068,3185,4211,4330,5667,5711,5719,5785,4396,4565,4506,2508,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032])).
% 162.20/162.05 cnf(5913,plain,
% 162.20/162.05 (E(f341(x59131,a1),x59131)),
% 162.20/162.05 inference(rename_variables,[],[862])).
% 162.20/162.05 cnf(5916,plain,
% 162.20/162.05 (E(f341(x59161,a1),x59161)),
% 162.20/162.05 inference(rename_variables,[],[862])).
% 162.20/162.05 cnf(5919,plain,
% 162.20/162.05 (~P18(x59191,f338(f343(f325(x59192),f325(x59192)),f338(f343(f325(x59192),f325(x59192)),f325(x59192))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5922,plain,
% 162.20/162.05 (P18(x59221,f211(x59221))),
% 162.20/162.05 inference(rename_variables,[],[869])).
% 162.20/162.05 cnf(5925,plain,
% 162.20/162.05 (E(f341(x59251,a1),x59251)),
% 162.20/162.05 inference(rename_variables,[],[862])).
% 162.20/162.05 cnf(5926,plain,
% 162.20/162.05 (~P18(x59261,f338(f343(f325(x59262),f325(x59262)),f338(f343(f325(x59262),f325(x59262)),f325(x59262))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5929,plain,
% 162.20/162.05 (E(f341(x59291,a1),x59291)),
% 162.20/162.05 inference(rename_variables,[],[862])).
% 162.20/162.05 cnf(5930,plain,
% 162.20/162.05 (~P18(x59301,f338(f343(f325(x59302),f325(x59302)),f338(f343(f325(x59302),f325(x59302)),f325(x59302))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5933,plain,
% 162.20/162.05 (P18(x59331,f211(x59331))),
% 162.20/162.05 inference(rename_variables,[],[869])).
% 162.20/162.05 cnf(5936,plain,
% 162.20/162.05 (P18(x59361,f341(x59361,f345(x59361,x59361)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(5939,plain,
% 162.20/162.05 (E(f326(f345(f345(x59391,x59392),f345(x59391,x59391))),x59391)),
% 162.20/162.05 inference(rename_variables,[],[896])).
% 162.20/162.05 cnf(5943,plain,
% 162.20/162.05 (~P18(x59431,a22)),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,800,877,836,873,887,5819,882,842,875,5644,5684,885,5738,5744,5822,5825,5834,5838,5877,896,5810,862,5679,5913,5916,5925,864,867,865,5616,5690,871,894,5622,5626,5651,5694,5816,869,5695,5922,846,5625,5661,884,826,904,850,889,808,805,819,804,906,5633,773,814,815,771,5289,4897,4923,5735,5219,5222,5846,5279,5042,5636,5059,5640,5127,5049,4829,5754,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5297,5320,4380,5225,5169,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4822,5044,5668,4136,4129,5445,5743,5833,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5402,5427,3748,4531,4138,5426,2815,3611,4281,5470,5048,4820,5201,5391,5572,5591,4618,4603,4504,3068,3185,4211,4330,5667,5711,5719,5785,4396,4565,4506,2508,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011])).
% 162.20/162.05 cnf(5945,plain,
% 162.20/162.05 (~E(f341(x59451,f345(x59451,x59451)),a1)),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,800,877,836,873,887,5819,882,842,875,5644,5684,885,5738,5744,5822,5825,5834,5838,5877,896,5810,862,5679,5913,5916,5925,864,867,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,869,5695,5922,846,5625,5661,884,826,904,850,889,808,805,819,804,906,5633,773,814,815,771,5289,4897,4923,5735,5219,5222,5846,5279,5042,5636,5059,5640,5127,5049,4829,5754,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5297,5320,4380,5225,5169,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4822,5044,5668,4136,4129,5445,5743,5833,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5402,5427,3748,4531,4138,5426,2815,3611,4281,5470,5048,4820,5201,5391,5572,5591,4618,4603,4504,3068,3185,4211,4330,5667,5711,5719,5785,4396,4565,4506,2508,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000])).
% 162.20/162.05 cnf(5953,plain,
% 162.20/162.05 (~P29(f326(f345(f345(a6,x59531),f345(a6,a6))),a1)),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,800,877,836,873,887,5819,882,842,875,5644,5684,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,864,867,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,869,5695,5922,846,5625,5661,884,826,904,850,889,808,805,819,804,906,5633,773,814,815,771,5289,4897,4923,5735,5219,5222,5846,5279,5042,5636,5059,5640,5673,5127,5213,5049,4829,5754,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5297,5320,4380,5225,5169,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,5408,4822,5044,5668,4136,4129,5445,5743,5833,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5402,5427,3748,4531,4138,5426,2815,3611,4281,5470,5048,4820,5201,5391,5572,5591,4618,4603,4504,3068,3185,4211,4330,5667,5711,5719,5785,4396,4565,4506,2508,3883,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726])).
% 162.20/162.05 cnf(5957,plain,
% 162.20/162.05 (P8(f25(x59571),f325(x59571))),
% 162.20/162.05 inference(rename_variables,[],[873])).
% 162.20/162.05 cnf(5962,plain,
% 162.20/162.05 (~P18(x59621,f338(f343(f325(x59622),f325(x59622)),f338(f343(f325(x59622),f325(x59622)),f325(x59622))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(5964,plain,
% 162.20/162.05 (P18(x59641,f5(f209(f200(x59641))))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,800,877,836,873,5637,887,5819,882,842,875,5644,5684,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,864,867,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,869,5695,5922,846,5625,5661,884,826,904,850,889,808,805,819,804,906,5633,773,814,815,771,5289,4897,4923,5735,5219,5222,5846,5279,5042,5636,5059,5640,5673,5127,5213,5049,4829,5754,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5297,5320,4380,5225,5169,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,5408,4822,5044,5668,4136,4129,5445,5743,5833,3953,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5402,5427,3748,4531,4138,5426,2815,3611,3778,4281,5470,5048,4820,5201,5391,5572,5591,4618,4603,4504,3068,3185,4605,4211,4330,5667,5711,5719,5785,4396,4565,4506,2508,3883,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199])).
% 162.20/162.05 cnf(5969,plain,
% 162.20/162.05 (E(f345(x59691,x59692),f345(x59692,x59691))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(5976,plain,
% 162.20/162.05 (E(f341(x59761,a1),x59761)),
% 162.20/162.05 inference(rename_variables,[],[862])).
% 162.20/162.05 cnf(5981,plain,
% 162.20/162.05 (E(f341(x59811,a1),x59811)),
% 162.20/162.05 inference(rename_variables,[],[862])).
% 162.20/162.05 cnf(5985,plain,
% 162.20/162.05 (~E(f338(f211(f341(f200(x59851),f345(f200(x59851),f200(x59851)))),x59851),a1)),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,800,877,836,873,5637,887,5819,882,842,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,864,867,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,869,5695,5922,846,5625,5661,884,826,904,850,889,808,805,819,804,906,5633,773,814,815,771,5289,4897,4923,5735,5219,5222,5846,5279,5042,5636,5855,5059,5640,5673,5127,5213,5049,4829,5754,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5297,5320,4380,5225,5277,5169,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,5387,5408,4822,5044,5668,4136,4129,5445,5743,5833,3953,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5402,5427,3748,4531,4138,5426,2490,2815,3611,3778,4281,5470,5048,4820,5201,5391,5572,5591,4618,4603,4504,3068,3185,4605,4211,4330,5667,5711,5719,5785,4396,4565,4506,2508,3631,3883,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054])).
% 162.20/162.05 cnf(5991,plain,
% 162.20/162.05 (P32(f338(x59911,x59912),x59911)),
% 162.20/162.05 inference(rename_variables,[],[884])).
% 162.20/162.05 cnf(5994,plain,
% 162.20/162.05 (E(f338(x59941,f338(x59941,x59942)),f338(x59942,f338(x59942,x59941)))),
% 162.20/162.05 inference(rename_variables,[],[888])).
% 162.20/162.05 cnf(5998,plain,
% 162.20/162.05 (E(f338(x59981,f338(x59981,x59982)),f338(x59982,f338(x59982,x59981)))),
% 162.20/162.05 inference(rename_variables,[],[888])).
% 162.20/162.05 cnf(6004,plain,
% 162.20/162.05 (~P18(x60041,f343(f211(x60041),f211(x60041)))),
% 162.20/162.05 inference(rename_variables,[],[4829])).
% 162.20/162.05 cnf(6008,plain,
% 162.20/162.05 (E(f5(f209(x60081)),x60081)),
% 162.20/162.05 inference(rename_variables,[],[856])).
% 162.20/162.05 cnf(6010,plain,
% 162.20/162.05 (~P32(f345(f338(f345(x60101,x60101),f200(x60101)),x60102),f345(f345(x60101,x60101),f345(x60101,x60101)))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,800,877,836,873,5637,887,5819,882,842,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,864,867,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,869,5695,5922,846,5625,5661,884,826,904,850,889,808,805,819,804,906,5633,773,814,815,771,5289,4897,4923,5735,5306,5219,5222,5846,5279,5042,5636,5855,5059,5640,5673,5127,5213,5049,4829,5754,5829,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5297,5320,4380,5225,5277,4252,5169,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,5387,5408,4822,5044,5668,4136,4129,5445,5743,5833,3953,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5201,5391,5572,5591,4618,4603,4504,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,4396,4565,4506,2508,3631,3883,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318])).
% 162.20/162.05 cnf(6014,plain,
% 162.20/162.05 (~P32(f345(x60141,x60141),f338(f345(x60141,x60141),f200(x60141)))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,800,877,836,873,5637,887,5819,882,842,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,864,867,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,869,5695,5922,846,5625,5661,884,826,904,850,889,808,805,819,804,906,5633,773,814,815,771,5289,4897,4923,5735,5306,5219,5222,5846,5279,5042,5636,5855,5059,5640,5673,5127,5213,5049,4829,5754,5829,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5297,5320,4380,5225,5277,4252,5169,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,5387,5408,4822,5044,5668,4136,4129,5445,5743,5833,3953,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5201,5391,5572,5591,4618,4603,4504,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,4396,4565,4506,2508,3631,3883,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052])).
% 162.20/162.05 cnf(6020,plain,
% 162.20/162.05 (E(f5(f209(x60201)),x60201)),
% 162.20/162.05 inference(rename_variables,[],[856])).
% 162.20/162.05 cnf(6025,plain,
% 162.20/162.05 (~E(f211(f341(f200(x60251),f345(f200(x60251),f200(x60251)))),x60251)),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,800,877,836,873,5637,887,5819,882,842,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,864,867,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,869,5695,5922,846,5625,5661,884,826,904,850,889,808,805,819,804,906,5633,773,814,815,771,5289,4526,4897,4923,5735,5306,5219,5222,5846,5279,5042,5636,5855,5059,5640,5673,5127,5213,5049,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5297,5320,4380,5225,5277,4252,5169,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,5387,5408,4822,5057,5044,5668,4136,4129,5445,5743,5833,3953,4997,5718,5090,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5201,5391,5572,5591,4618,4603,4504,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,2787,4396,4565,4506,2508,3631,3883,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957])).
% 162.20/162.05 cnf(6028,plain,
% 162.20/162.05 (E(f338(x60281,f338(x60281,x60282)),f338(x60282,f338(x60282,x60281)))),
% 162.20/162.05 inference(rename_variables,[],[888])).
% 162.20/162.05 cnf(6031,plain,
% 162.20/162.05 (P8(f25(x60311),f325(x60311))),
% 162.20/162.05 inference(rename_variables,[],[873])).
% 162.20/162.05 cnf(6042,plain,
% 162.20/162.05 (E(f5(f209(x60421)),x60421)),
% 162.20/162.05 inference(rename_variables,[],[856])).
% 162.20/162.05 cnf(6045,plain,
% 162.20/162.05 (~E(f345(x60451,x60451),f338(x60452,f338(x60452,a1)))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,877,836,873,5637,5957,6031,887,5819,5830,882,842,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,864,867,5693,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,907,869,5695,5922,846,5625,5661,884,826,904,850,889,808,805,819,804,906,5633,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5042,5636,5855,5059,5640,5673,5127,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5297,5320,4391,4380,5225,5277,4252,5169,5793,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,4920,5201,5391,5572,5591,4618,4603,4504,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3])).
% 162.20/162.05 cnf(6046,plain,
% 162.20/162.05 (P33(f314(x60461,f338(x60462,f338(x60462,x60463))),x60461,f338(x60463,f338(x60463,x60462)))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,877,836,873,5637,5957,6031,887,5819,5830,882,842,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,864,867,5693,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,907,869,5695,5922,846,5625,5661,884,826,904,850,889,5813,808,805,819,804,906,5633,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5042,5636,5855,5059,5640,5673,5127,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5297,5320,4391,4380,5225,5277,4252,5169,5793,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,4920,5201,5391,5572,5591,4618,4603,4504,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730])).
% 162.20/162.05 cnf(6053,plain,
% 162.20/162.05 (~P18(x60531,f338(f343(f325(x60532),f325(x60532)),f338(f343(f325(x60532),f325(x60532)),f325(x60532))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(6055,plain,
% 162.20/162.05 (~P32(f345(x60551,x60551),f329(f5(a1)))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,864,867,5693,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,907,869,5695,5922,846,5625,5661,872,884,826,904,850,889,5813,808,805,819,804,906,5633,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5042,5636,5855,5059,5640,5673,5127,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,5297,5726,5320,4391,4380,5225,5277,4252,5169,5793,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5451,4920,5201,5391,5572,5591,4618,4603,4504,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256])).
% 162.20/162.05 cnf(6058,plain,
% 162.20/162.05 (E(f2(f332(f209(f200(a6)),f341(a6,f345(a6,a6))),a6),f2(f209(f200(a6)),a6))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,5800,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,864,867,5693,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,907,869,5695,5922,846,5625,5661,5803,872,884,826,904,850,889,5813,808,805,819,804,906,5633,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5042,5636,5855,5059,5640,5673,5127,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,5297,5726,5320,4391,4380,5225,5277,4252,5169,5793,5330,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5451,4920,5201,5391,5572,5591,4618,4603,4504,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,4186,2472,5687,5700,5708,5788,2476,2499,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256,1628])).
% 162.20/162.05 cnf(6061,plain,
% 162.20/162.05 (~P18(x60611,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(6064,plain,
% 162.20/162.05 (P25(f209(x60641))),
% 162.20/162.05 inference(rename_variables,[],[846])).
% 162.20/162.05 cnf(6065,plain,
% 162.20/162.05 (P16(f209(x60651))),
% 162.20/162.05 inference(rename_variables,[],[842])).
% 162.20/162.05 cnf(6071,plain,
% 162.20/162.05 (~P20(f209(f5(a1)),f341(f345(a1,a1),f345(f345(a1,a1),f345(a1,a1))))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,5800,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,864,867,5693,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,907,869,5695,5922,846,5625,5661,5803,6064,872,884,826,904,850,889,5813,808,805,819,804,906,5633,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5042,5636,5855,5059,5640,5673,5127,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,5297,5726,5320,4391,4380,5225,5277,4252,5169,5793,5330,5894,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5451,4920,5201,5391,5572,5591,4618,4603,4504,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,5621,4186,3906,3891,2472,5687,5700,5708,5788,5873,2570,2476,2499,3867,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256,1628,1997,1542,2409,1897])).
% 162.20/162.05 cnf(6074,plain,
% 162.20/162.05 (P18(x60741,f341(x60741,f345(x60741,x60741)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(6075,plain,
% 162.20/162.05 (P25(f209(x60751))),
% 162.20/162.05 inference(rename_variables,[],[846])).
% 162.20/162.05 cnf(6082,plain,
% 162.20/162.05 (~E(f345(x60821,x60821),a1)),
% 162.20/162.05 inference(rename_variables,[],[906])).
% 162.20/162.05 cnf(6083,plain,
% 162.20/162.05 (~P18(x60831,f338(f343(f325(x60832),f325(x60832)),f338(f343(f325(x60832),f325(x60832)),f325(x60832))))),
% 162.20/162.05 inference(rename_variables,[],[5285])).
% 162.20/162.05 cnf(6087,plain,
% 162.20/162.05 (P8(f336(f5(a1),x60871),f325(x60872))),
% 162.20/162.05 inference(rename_variables,[],[5044])).
% 162.20/162.05 cnf(6088,plain,
% 162.20/162.05 (~P18(x60881,f336(f5(a1),x60882))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6091,plain,
% 162.20/162.05 (~P18(x60911,f336(f5(a1),x60912))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6092,plain,
% 162.20/162.05 (P8(f336(f5(a1),x60921),f325(x60922))),
% 162.20/162.05 inference(rename_variables,[],[5044])).
% 162.20/162.05 cnf(6093,plain,
% 162.20/162.05 (~P18(x60931,f336(f5(a1),x60932))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6101,plain,
% 162.20/162.05 (~E(f341(f200(f211(x61011)),f345(f200(f211(x61011)),f200(f211(x61011)))),x61011)),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,5800,6065,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,864,867,5693,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,907,869,5695,5922,846,5625,5661,5803,6064,6075,872,884,826,904,850,889,5813,808,805,819,804,906,5633,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5042,5636,5855,5059,5640,5673,5127,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,6053,5297,5726,5320,4391,4380,5225,5277,4252,5169,5793,5330,5894,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,5712,6087,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5451,4920,5201,5391,5572,5591,4618,4603,4504,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,5797,6088,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,5621,4186,3906,3891,2472,5687,5700,5708,5788,5873,2570,2476,2499,3867,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256,1628,1997,1542,2409,1897,1149,1474,1967,1966,1096,1027,1429,85])).
% 162.20/162.05 cnf(6105,plain,
% 162.20/162.05 (~P18(x61051,f336(f5(a1),x61052))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6106,plain,
% 162.20/162.05 (~P18(x61061,f336(f5(a1),x61062))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6109,plain,
% 162.20/162.05 (~E(f341(x61091,f345(x61091,x61091)),f334(a1,x61092))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,5800,6065,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,864,867,5693,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,6074,907,869,5695,5922,846,5625,5661,5803,6064,6075,872,884,826,904,850,889,5813,808,805,819,804,906,5633,6082,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5632,5042,5636,5855,5059,5640,5673,5127,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,6053,5297,5726,5320,4391,4380,5225,5277,4252,5169,5793,5330,5894,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,5712,6087,6092,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5451,4920,5201,5391,5572,5591,4618,4603,4504,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,5797,6088,6093,6091,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,5621,4186,3906,3891,2472,5687,5700,5708,5788,5873,2570,2476,5703,2499,3867,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256,1628,1997,1542,2409,1897,1149,1474,1967,1966,1096,1027,1429,85,1296,2100,1987])).
% 162.20/162.05 cnf(6110,plain,
% 162.20/162.05 (~P18(x61101,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(6112,plain,
% 162.20/162.05 (E(f5(a1),f338(f5(a36),f338(f5(a36),f98(f5(a1),x61121))))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,5800,6065,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,864,867,5693,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,6074,907,869,5695,5922,846,5625,5661,5803,6064,6075,872,884,826,904,850,889,5813,808,805,819,804,906,5633,6082,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5632,5042,5636,5855,5059,5640,5673,5127,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,6053,5297,5726,5320,4391,4380,5225,5277,4252,5169,5793,5330,5894,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,5712,6087,6092,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5451,4920,5568,5201,5391,5572,5591,4618,4603,4504,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,5797,6088,6093,6091,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,5621,4186,3906,3891,2472,5687,5700,5708,5788,5873,2570,2476,5703,2499,3867,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256,1628,1997,1542,2409,1897,1149,1474,1967,1966,1096,1027,1429,85,1296,2100,1987,1462])).
% 162.20/162.05 cnf(6114,plain,
% 162.20/162.05 (E(a1,f332(a36,f5(a1)))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,5800,6065,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,864,867,5693,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,6074,907,869,5695,5922,846,5625,5661,5803,6064,6075,872,884,826,904,850,889,5813,808,805,819,804,906,5633,6082,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5632,5042,5636,5855,5059,5640,5673,5127,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,6053,5297,5726,5320,4391,4380,5225,5277,4252,5169,5793,5330,5894,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,5712,6087,6092,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5451,4920,5568,5201,5391,5572,5591,4618,4603,4504,4098,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,5797,6088,6093,6091,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,5621,4186,3906,3891,2472,5687,5700,5708,5788,5873,2570,2476,5703,6110,2499,3867,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256,1628,1997,1542,2409,1897,1149,1474,1967,1966,1096,1027,1429,85,1296,2100,1987,1462,1801])).
% 162.20/162.05 cnf(6118,plain,
% 162.20/162.05 (~P18(x61181,f5(f209(f329(f5(a1)))))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,5800,6065,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,6042,864,867,5693,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,6074,907,869,5695,5922,846,5625,5661,5803,6064,6075,872,884,826,861,904,850,889,5813,808,805,819,804,906,5633,6082,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5632,5042,5636,5855,5059,5640,5673,5127,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,6053,5297,5726,5320,4391,4380,5225,5277,4252,5169,5793,5330,5894,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,5712,6087,6092,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5451,4920,5568,5201,5391,5572,5591,4618,4603,4504,4098,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,5797,6088,6093,6091,4743,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,5621,4186,3906,3891,2472,5687,5700,5708,5788,5873,2570,2476,5703,6110,2499,2562,3867,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256,1628,1997,1542,2409,1897,1149,1474,1967,1966,1096,1027,1429,85,1296,2100,1987,1462,1801,1359,1617])).
% 162.20/162.05 cnf(6119,plain,
% 162.20/162.05 (~P18(x61191,f5(f5(a1)))),
% 162.20/162.05 inference(rename_variables,[],[4743])).
% 162.20/162.05 cnf(6120,plain,
% 162.20/162.05 (E(f5(f209(x61201)),x61201)),
% 162.20/162.05 inference(rename_variables,[],[856])).
% 162.20/162.05 cnf(6125,plain,
% 162.20/162.05 (~P18(f341(x61251,f345(x61251,x61251)),x61251)),
% 162.20/162.05 inference(rename_variables,[],[5042])).
% 162.20/162.05 cnf(6127,plain,
% 162.20/162.05 (~E(f5(a36),a1)),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,5800,6065,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,6042,864,867,5693,863,865,5616,5690,871,894,5622,5626,5651,5694,5816,5936,6074,907,869,5695,5922,846,5625,5661,5803,6064,6075,872,884,826,861,904,850,889,5813,808,805,819,804,906,5633,6082,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5632,5042,5636,5855,5059,5640,5673,5127,5228,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,6053,5297,5726,5320,4391,4380,5225,5277,4252,5169,5793,5330,5894,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,5712,6087,6092,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5451,4920,5568,5201,5391,5572,5591,4618,4603,4504,4098,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,5797,6088,6093,6091,4743,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,5621,4186,3906,3891,2472,5687,5700,5708,5788,5873,2570,2677,2476,5703,6110,2499,2558,2562,3867,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256,1628,1997,1542,2409,1897,1149,1474,1967,1966,1096,1027,1429,85,1296,2100,1987,1462,1801,1359,1617,1177,1534,961])).
% 162.20/162.05 cnf(6131,plain,
% 162.20/162.05 (P18(x61311,f341(x61311,f345(x61311,x61311)))),
% 162.20/162.05 inference(rename_variables,[],[894])).
% 162.20/162.05 cnf(6141,plain,
% 162.20/162.05 (~E(x61411,f345(f341(f345(x61411,x61411),x61411),x61412))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,5800,6065,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,911,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,6042,864,867,5693,863,865,5616,5690,871,876,894,5622,5626,5651,5694,5816,5936,6074,907,869,5695,5922,846,5625,5661,5803,6064,6075,872,884,826,861,904,850,889,5813,808,805,819,804,906,5633,6082,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5632,5042,5636,5855,6125,5059,5640,5673,5127,5228,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,6053,5297,5726,5320,4391,4380,5225,5277,4252,5169,5793,5330,5894,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,5712,6087,6092,5071,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5451,4920,5568,5201,5391,5572,5591,4618,4603,4504,4098,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,5797,6088,6093,6105,6091,6106,4743,2787,4396,4565,4506,2508,3631,3883,3519,3710,2502,5621,4186,3906,3891,2472,5687,5700,5708,5788,5873,6061,2570,2677,2476,5703,6110,2499,2558,2562,3867,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256,1628,1997,1542,2409,1897,1149,1474,1967,1966,1096,1027,1429,85,1296,2100,1987,1462,1801,1359,1617,1177,1534,961,1350,1278,1729,1093])).
% 162.20/162.05 cnf(6149,plain,
% 162.20/162.05 (E(f338(f343(f325(x61491),f325(x61491)),f338(f343(f325(x61491),f325(x61491)),f325(x61491))),f334(f5(a1),x61492))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,5800,6065,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,911,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,6042,864,867,5693,863,865,5616,5690,871,876,894,5622,5626,5651,5694,5816,5936,6074,907,869,5695,5922,846,5625,5661,5803,6064,6075,868,872,884,5991,826,861,904,850,889,5813,808,805,819,804,906,5633,6082,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,5219,5222,5846,5852,5279,5632,5042,5636,5855,6125,5059,5640,5673,5127,5228,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,6053,6083,5297,5726,5320,4391,4380,5225,5277,4252,5169,5793,5330,5894,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,5712,6087,6092,5071,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,4281,5470,5048,4820,5451,4920,5568,5201,5391,5572,5591,4618,4603,4504,4098,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,5797,6088,6093,6105,6091,6106,4743,6119,2787,4396,4565,4506,2508,3631,2523,3883,3519,3710,2502,5621,4186,3906,3891,2472,5687,5700,5708,5788,5873,6061,2783,2570,2677,2476,5703,6110,2499,2558,2562,3867,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256,1628,1997,1542,2409,1897,1149,1474,1967,1966,1096,1027,1429,85,1296,2100,1987,1462,1801,1359,1617,1177,1534,961,1350,1278,1729,1093,1307,1502,1814])).
% 162.20/162.05 cnf(6157,plain,
% 162.20/162.05 (~P18(f338(f345(x61571,x61571),f200(x61571)),f345(f345(x61571,x61571),f345(x61571,x61571)))),
% 162.20/162.05 inference(rename_variables,[],[5306])).
% 162.20/162.05 cnf(6160,plain,
% 162.20/162.05 (~P18(f338(f345(x61601,x61601),f200(x61601)),f345(f345(x61601,x61601),f345(x61601,x61601)))),
% 162.20/162.05 inference(rename_variables,[],[5306])).
% 162.20/162.05 cnf(6167,plain,
% 162.20/162.05 (~P18(f338(f345(x61671,x61671),f200(x61671)),f345(f345(x61671,x61671),f345(x61671,x61671)))),
% 162.20/162.05 inference(rename_variables,[],[5306])).
% 162.20/162.05 cnf(6173,plain,
% 162.20/162.05 (~E(x61731,f341(f345(f345(x61731,x61732),f345(x61731,x61732)),f345(x61731,x61732)))),
% 162.20/162.05 inference(scs_inference,[],[824,810,902,908,823,888,5994,5998,6028,800,892,877,836,873,5637,5957,6031,887,5819,5830,882,842,5800,6065,875,5644,5684,5751,5969,885,5738,5744,5822,5825,5834,5838,5877,911,896,5810,5939,862,5679,5913,5916,5925,5929,5976,5981,856,6008,6020,6042,6120,897,864,867,5693,863,865,5616,5690,871,876,894,5622,5626,5651,5694,5816,5936,6074,6131,907,869,5695,5922,5933,846,5625,5661,5803,6064,6075,868,872,884,5991,826,861,904,850,889,5813,808,805,819,804,906,5633,6082,773,814,815,771,5289,4427,4526,4897,4923,5735,5306,6157,6160,6167,5219,5222,5846,5852,5279,5632,5042,5636,5855,6125,5059,5640,5673,5127,5228,5213,5049,3750,4829,5754,5829,6004,5231,5285,5680,5750,5760,5769,5773,5777,5781,5801,5870,5897,5900,5903,5919,5926,5930,5962,6053,6083,5297,5726,5320,4391,4380,5225,5277,5287,4252,5169,5793,5330,5894,4354,4932,4933,5394,5309,5139,5768,5772,5776,5466,4960,5387,5408,4822,5057,5044,5668,5712,6087,6092,5071,4136,4129,4432,5445,5743,5833,3953,4997,5718,5090,5424,3998,5119,5275,5615,5629,5647,5650,5654,5657,5715,5837,5841,5402,5427,3748,4531,4138,5426,5472,2490,2815,3611,3778,5132,4281,5470,5048,4820,5451,4920,5568,5201,5391,5572,5591,4618,4603,4504,4098,3068,3185,3474,4605,4211,4330,5667,5711,5719,5785,5797,6088,6093,6105,6091,6106,4743,6119,2787,4396,4565,4506,2508,3631,2523,3883,3519,3710,2502,5621,4186,3906,3891,2472,5687,5700,5708,5788,5873,6061,2783,2570,2677,2476,5703,6110,2499,2558,2562,3867,2514,811,1719,1763,1529,1528,1988,1239,1834,1495,1526,1991,1634,1758,1756,1658,1387,2065,1187,1102,1592,1576,1527,1659,1373,1715,1541,2008,1428,1641,1906,1842,2428,1795,1363,765,1276,1143,1226,1519,1147,1213,1651,1979,2390,1639,1414,1105,1982,1004,1329,1340,1770,1768,1362,1796,2006,745,1077,1809,1921,1540,1055,935,1606,1275,1282,1146,1277,1309,1978,2282,2165,1255,1219,1090,1283,1762,1761,1071,1119,1358,1100,1829,2007,1682,945,929,1145,1057,1002,917,1221,1115,982,1202,1201,1470,727,1032,1031,1228,1227,1247,1397,1969,1968,2249,1331,1466,1216,1011,1000,926,1156,1612,726,1007,1249,1759,1200,1199,1220,1167,1174,1696,1697,981,1054,1316,1162,755,728,723,1416,1229,1490,2004,1318,1317,1052,1760,1310,2,710,957,760,716,709,754,762,761,715,720,752,717,714,3,730,721,753,725,712,1303,1256,1628,1997,1542,2409,1897,1149,1474,1967,1966,1096,1027,1429,85,1296,2100,1987,1462,1801,1359,1617,1177,1534,961,1350,1278,1729,1093,1307,1502,1814,1430,758,1424,1423,1284,1308,1425,1092,759,6])).
% 162.20/162.05 cnf(6196,plain,
% 162.20/162.05 (E(f345(f5(a1),x61961),f345(f2(a1,f142(f5(a1))),x61961))),
% 162.20/162.05 inference(scs_inference,[],[3951,6])).
% 162.20/162.05 cnf(6207,plain,
% 162.20/162.05 (P32(x62071,f338(x62071,a1))),
% 162.20/162.05 inference(rename_variables,[],[2525])).
% 162.20/162.05 cnf(6219,plain,
% 162.20/162.05 (P32(f329(f339(x62191,a36)),x62191)),
% 162.20/162.05 inference(rename_variables,[],[2767])).
% 162.20/162.05 cnf(6227,plain,
% 162.20/162.05 (P33(f3(f345(x62271,x62271),f345(x62271,x62271)),f200(x62271),f200(x62271))),
% 162.20/162.05 inference(scs_inference,[],[3951,4897,3906,2767,3909,3792,6127,2580,3611,5334,2525,6207,5896,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540])).
% 162.20/162.05 cnf(6229,plain,
% 162.20/162.05 (P8(f329(f339(x62291,a36)),f325(x62291))),
% 162.20/162.05 inference(scs_inference,[],[3951,4897,3906,2767,6219,3909,3792,6127,2580,3611,5334,2525,6207,5896,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100])).
% 162.20/162.05 cnf(6235,plain,
% 162.20/162.05 (P10(x62351,f338(x62351,f341(x62351,x62352)))),
% 162.20/162.05 inference(scs_inference,[],[3951,4897,3906,2767,6219,2595,3909,3792,6127,2580,3611,5334,3639,2525,6207,5896,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071])).
% 162.20/162.05 cnf(6248,plain,
% 162.20/162.05 (~P18(x62481,f336(f5(a1),x62482))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6254,plain,
% 162.20/162.05 (~P28(x62541,f329(f339(x62541,a36)))),
% 162.20/162.05 inference(scs_inference,[],[3951,4897,3906,4923,2767,6219,4330,2785,2595,3909,3792,6127,5836,2580,3611,5334,3639,2525,6207,5896,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145])).
% 162.20/162.05 cnf(6265,plain,
% 162.20/162.05 (~P18(x62651,f5(f5(a1)))),
% 162.20/162.05 inference(rename_variables,[],[4743])).
% 162.20/162.05 cnf(6282,plain,
% 162.20/162.05 (P36(f210(x62821),x62821)),
% 162.20/162.05 inference(rename_variables,[],[872])).
% 162.20/162.05 cnf(6287,plain,
% 162.20/162.05 (E(f341(a1,x62871),x62871)),
% 162.20/162.05 inference(rename_variables,[],[3607])).
% 162.20/162.05 cnf(6290,plain,
% 162.20/162.05 (E(f341(a1,x62901),x62901)),
% 162.20/162.05 inference(rename_variables,[],[3607])).
% 162.20/162.05 cnf(6293,plain,
% 162.20/162.05 (~E(f341(x62931,f345(x62931,x62931)),f329(a1))),
% 162.20/162.05 inference(rename_variables,[],[5119])).
% 162.20/162.05 cnf(6294,plain,
% 162.20/162.05 (E(f341(x62941,x62942),f341(x62941,f338(x62942,x62941)))),
% 162.20/162.05 inference(rename_variables,[],[5386])).
% 162.20/162.05 cnf(6295,plain,
% 162.20/162.05 (~P10(f345(x62951,x62951),f341(a1,f5(f209(f200(x62951)))))),
% 162.20/162.05 inference(scs_inference,[],[904,3951,4897,5119,3906,4923,2767,6219,4330,2785,2595,4743,4146,3909,2765,3792,5148,2494,6127,4346,5836,3615,2580,4413,4605,3989,3611,5334,4858,5386,3639,3607,6287,6290,872,6282,2525,6207,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721])).
% 162.20/162.05 cnf(6296,plain,
% 162.20/162.05 (~P34(f330(f330(a36)),x62961,f329(f209(a14)))),
% 162.20/162.05 inference(scs_inference,[],[904,3951,4897,5119,3906,4923,2767,6219,4330,2785,2595,4743,4146,3909,2765,3792,5148,2494,6127,4346,5836,3615,2799,2580,5426,4413,4605,3989,3611,5334,4858,5386,3639,3607,6287,6290,872,6282,2525,6207,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723])).
% 162.20/162.05 cnf(6302,plain,
% 162.20/162.05 (~P10(f345(f341(x63021,f338(x63022,x63021)),f341(x63021,x63022)),f5(f209(f200(f341(x63021,x63022)))))),
% 162.20/162.05 inference(scs_inference,[],[904,3951,4897,3710,5119,3906,4923,2767,6219,4330,2785,2595,4743,4146,3909,2765,4960,3792,5148,2494,6127,4346,5836,3615,2799,2801,2580,5426,4413,4605,5169,3989,3611,5334,4858,5386,5429,3639,3607,6287,6290,872,6282,907,2525,6207,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720])).
% 162.20/162.05 cnf(6304,plain,
% 162.20/162.05 (E(f347(x63041,x63042,f5(a1)),f347(x63041,x63042,a1))),
% 162.20/162.05 inference(rename_variables,[],[3098])).
% 162.20/162.05 cnf(6306,plain,
% 162.20/162.05 (~P33(f330(f330(a36)),x63061,f338(a14,f338(a14,a14)))),
% 162.20/162.05 inference(scs_inference,[],[904,3951,4897,3710,5119,3906,4923,2767,6219,4330,2785,2595,4743,4146,3909,2765,4960,3792,5148,2494,6127,4346,5836,3615,2799,2801,2580,5426,4413,4605,5169,3989,3611,5334,4858,5386,5429,3639,3098,3607,6287,6290,872,6282,907,2525,6207,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728])).
% 162.20/162.05 cnf(6308,plain,
% 162.20/162.05 (~P20(f37(f5(a1)),f341(f345(a1,a1),f345(f345(a1,a1),f345(a1,a1))))),
% 162.20/162.05 inference(scs_inference,[],[904,3951,4897,3710,5119,3906,4923,2767,6219,4330,2785,2595,4743,4146,3909,2765,4960,4737,3792,5148,2494,4492,6127,4346,6071,5836,3615,2799,2801,2580,5426,4413,4605,5169,3989,3611,5334,4858,5386,5429,3639,3098,3607,6287,6290,872,6282,907,2525,6207,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758])).
% 162.20/162.05 cnf(6314,plain,
% 162.20/162.05 (~P14(f341(f329(a36),x63141))),
% 162.20/162.05 inference(scs_inference,[],[904,3951,4897,3710,5119,3906,3891,4923,3716,2767,6219,4330,2785,2595,4743,4146,3909,2765,4960,4737,3792,5148,2494,4492,6127,4346,6071,5836,3615,2799,2801,2580,5426,4413,4605,5169,3989,3611,5334,4858,5386,5429,3639,3098,3607,6287,6290,3535,883,872,6282,907,2525,6207,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032])).
% 162.20/162.05 cnf(6324,plain,
% 162.20/162.05 (~E(f345(x63241,x63241),f338(x63242,f338(x63242,f336(f5(a1),x63243))))),
% 162.20/162.05 inference(scs_inference,[],[904,3951,4897,3710,5119,3906,3891,4923,3716,2767,6219,4330,6248,2785,2595,4743,4146,3909,2765,4960,4737,3792,5148,2494,4492,6127,4346,6071,5836,3615,2799,2801,2580,5426,4413,4605,5169,3989,3611,5334,4858,2771,5339,5953,5386,5429,3639,3098,6304,3607,6287,6290,3535,883,872,6282,907,2525,6207,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416])).
% 162.20/162.05 cnf(6325,plain,
% 162.20/162.05 (~P18(x63251,f336(f5(a1),x63252))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6328,plain,
% 162.20/162.05 (~P18(x63281,f336(f5(a1),x63282))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6341,plain,
% 162.20/162.05 (~P18(x63411,f336(f5(a1),x63412))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6343,plain,
% 162.20/162.05 (P18(f201(f3(f3(a6,a6),x63431),f341(f200(f3(a6,a6)),f345(f200(f3(a6,a6)),f200(f3(a6,a6))))),f341(f200(f3(a6,a6)),f345(f200(f3(a6,a6)),f200(f3(a6,a6)))))),
% 162.20/162.05 inference(scs_inference,[],[824,904,3951,4897,3710,5119,3906,3891,4923,3716,2767,6219,4330,6248,6325,6328,2785,5470,2595,4743,4146,3909,2765,4960,5568,4737,3792,5148,2494,4492,6127,4346,6071,5836,3615,2799,2801,2502,2580,5426,4413,4605,5169,3989,3611,5334,4858,2771,5339,5953,5386,5429,3639,3098,6304,3607,6287,6290,3535,883,872,6282,907,870,2679,2525,6207,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247])).
% 162.20/162.05 cnf(6349,plain,
% 162.20/162.05 (~P18(f200(x63491),x63491)),
% 162.20/162.05 inference(rename_variables,[],[2470])).
% 162.20/162.05 cnf(6352,plain,
% 162.20/162.05 (P32(f329(f339(x63521,a36)),x63521)),
% 162.20/162.05 inference(rename_variables,[],[2767])).
% 162.20/162.05 cnf(6358,plain,
% 162.20/162.05 (~P18(x63581,f336(f5(a1),x63582))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6361,plain,
% 162.20/162.05 (~P18(x63611,f336(f5(a1),x63612))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6364,plain,
% 162.20/162.05 (P18(x63641,f329(f3(f200(x63641),f200(x63641))))),
% 162.20/162.05 inference(rename_variables,[],[5231])).
% 162.20/162.05 cnf(6367,plain,
% 162.20/162.05 (~P18(x63671,f336(f5(a1),x63672))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6371,plain,
% 162.20/162.05 (~P32(f329(f3(f200(f345(f345(a1,x63711),f345(a1,a1))),f200(f345(f345(a1,x63711),f345(a1,a1))))),f209(f5(a1)))),
% 162.20/162.05 inference(scs_inference,[],[824,904,3951,4897,3710,5119,3906,3891,4923,3716,2767,6219,4330,6248,6325,6328,6341,6358,6361,2785,5470,2595,4743,4146,3909,2765,5231,6364,4960,5568,4737,5122,3792,5234,5148,2494,4492,6127,4346,6071,5836,3615,2799,2801,2502,2580,5426,4413,4605,4265,5169,3989,3611,5334,4858,2771,5339,5953,5386,5429,3639,3098,6304,3099,3607,6287,6290,3535,883,872,6282,907,870,2470,2679,2525,6207,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219])).
% 162.20/162.05 cnf(6372,plain,
% 162.20/162.05 (P18(x63721,f329(f3(f200(x63721),f200(x63721))))),
% 162.20/162.05 inference(rename_variables,[],[5231])).
% 162.20/162.05 cnf(6375,plain,
% 162.20/162.05 (P18(x63751,f329(f3(f200(x63751),f200(x63751))))),
% 162.20/162.05 inference(rename_variables,[],[5231])).
% 162.20/162.05 cnf(6380,plain,
% 162.20/162.05 (P18(x63801,f329(f3(f200(x63801),f200(x63801))))),
% 162.20/162.05 inference(rename_variables,[],[5231])).
% 162.20/162.05 cnf(6383,plain,
% 162.20/162.05 (~P18(x63831,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(6390,plain,
% 162.20/162.05 (P32(f329(f339(x63901,a36)),x63901)),
% 162.20/162.05 inference(rename_variables,[],[2767])).
% 162.20/162.05 cnf(6391,plain,
% 162.20/162.05 (P32(a1,x63911)),
% 162.20/162.05 inference(rename_variables,[],[861])).
% 162.20/162.05 cnf(6394,plain,
% 162.20/162.05 (P32(f329(f339(x63941,a36)),x63941)),
% 162.20/162.05 inference(rename_variables,[],[2767])).
% 162.20/162.05 cnf(6397,plain,
% 162.20/162.05 (~P18(x63971,f336(f5(a1),x63972))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6415,plain,
% 162.20/162.05 (~P36(f3(f3(a6,a6),x64151),f341(f200(f3(a6,a6)),f345(f200(f3(a6,a6)),f200(f3(a6,a6)))))),
% 162.20/162.05 inference(scs_inference,[],[824,904,3951,4897,3710,5119,6293,3906,3891,4923,3716,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,2785,5470,2595,4743,4146,3909,2765,5231,6364,6372,6375,6380,4960,5568,4737,5122,3792,5234,5148,2494,4492,6127,4346,6071,5836,3615,2799,2801,2502,2580,5426,4413,4605,4265,5169,3989,3611,5059,5334,4858,2771,5409,6045,5339,5953,5386,5429,3639,3098,6304,3099,3607,6287,6290,3535,883,861,6391,872,6282,871,907,2472,870,2470,780,2679,2525,6207,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119])).
% 162.20/162.05 cnf(6416,plain,
% 162.20/162.05 (P25(f3(x64161,x64162))),
% 162.20/162.05 inference(rename_variables,[],[2502])).
% 162.20/162.05 cnf(6420,plain,
% 162.20/162.05 (~P18(x64201,f336(f5(a1),x64202))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6421,plain,
% 162.20/162.05 (~P18(x64211,f5(f5(a1)))),
% 162.20/162.05 inference(rename_variables,[],[4743])).
% 162.20/162.05 cnf(6425,plain,
% 162.20/162.05 (~P18(x64251,f336(f5(a1),x64252))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6426,plain,
% 162.20/162.05 (~P18(x64261,f5(f5(a1)))),
% 162.20/162.05 inference(rename_variables,[],[4743])).
% 162.20/162.05 cnf(6429,plain,
% 162.20/162.05 (~E(x64291,f345(f341(f345(x64291,x64291),x64291),x64292))),
% 162.20/162.05 inference(rename_variables,[],[6141])).
% 162.20/162.05 cnf(6431,plain,
% 162.20/162.05 (P18(f299(f209(f5(a1)),f341(f345(a1,a1),f345(f345(a1,a1),f345(a1,a1)))),f341(f345(a1,a1),f345(f345(a1,a1),f345(a1,a1))))),
% 162.20/162.05 inference(scs_inference,[],[824,904,3951,4897,3710,5119,6293,3906,3891,4923,3716,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,2785,5470,2595,4743,6265,6421,4146,3909,2765,5231,6364,6372,6375,6380,4960,5568,4737,2715,5122,3792,5234,5148,2494,4492,6127,4346,6071,5836,3615,2799,2801,846,2502,2580,5426,4413,4605,4265,5169,3989,3611,5059,5334,4858,2771,5409,6045,5339,6141,5953,5386,5429,3639,3098,6304,3099,3607,6287,6290,3535,883,861,6391,872,6282,871,907,863,2472,870,2470,780,2679,2525,6207,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243])).
% 162.20/162.05 cnf(6434,plain,
% 162.20/162.05 (P18(x64341,f329(f3(f200(x64341),f200(x64341))))),
% 162.20/162.05 inference(rename_variables,[],[5231])).
% 162.20/162.05 cnf(6437,plain,
% 162.20/162.05 (~P18(x64371,f336(f5(a1),x64372))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6440,plain,
% 162.20/162.05 (~P18(x64401,f329(a1))),
% 162.20/162.05 inference(rename_variables,[],[5275])).
% 162.20/162.05 cnf(6443,plain,
% 162.20/162.05 (~P18(x64431,f336(f5(a1),x64432))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6446,plain,
% 162.20/162.05 (~P8(f326(f345(f345(f329(a36),x64461),f345(f329(a36),f329(a36)))),f325(f5(a36)))),
% 162.20/162.05 inference(scs_inference,[],[824,904,835,3951,4897,3710,5119,6293,3906,3891,4923,3716,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,2785,5470,2595,4743,6265,6421,4146,3909,2765,5231,6364,6372,6375,6380,4960,5408,5568,4737,2715,5122,3792,5234,5148,2494,4492,6127,4346,6071,5836,3615,2799,2801,846,2502,4606,2580,5426,4413,4605,4265,5169,3989,3611,5059,5334,4858,2771,5409,6045,5339,6141,5953,5386,5429,3639,3098,6304,3099,3607,6287,6290,3535,883,861,6391,872,6282,871,907,863,2472,870,2470,780,2679,2525,6207,5275,5805,5896,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105])).
% 162.20/162.05 cnf(6449,plain,
% 162.20/162.05 (~P18(x64491,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(6452,plain,
% 162.20/162.05 (P32(f331(f335(a36,x64521)),x64521)),
% 162.20/162.05 inference(rename_variables,[],[2769])).
% 162.20/162.05 cnf(6456,plain,
% 162.20/162.05 (~P18(x64561,f336(f5(a1),x64562))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6462,plain,
% 162.20/162.05 (~P18(x64621,f336(f5(a1),x64622))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6469,plain,
% 162.20/162.05 (~P18(f345(f345(f275(a36,f3(x64691,a14)),f276(a36,f3(x64691,a14))),f345(f275(a36,f3(x64691,a14)),f275(a36,f3(x64691,a14)))),f3(x64691,a14))),
% 162.20/162.05 inference(rename_variables,[],[5456])).
% 162.20/162.05 cnf(6472,plain,
% 162.20/162.05 (~E(x64721,f341(f345(f345(x64721,x64722),f345(x64721,x64722)),f345(x64721,x64722)))),
% 162.20/162.05 inference(rename_variables,[],[6173])).
% 162.20/162.05 cnf(6475,plain,
% 162.20/162.05 (~P18(x64751,f338(f3(x64752,f334(a1,x64753)),f338(f3(x64752,f334(a1,x64753)),f3(x64752,f334(a1,x64753)))))),
% 162.20/162.05 inference(rename_variables,[],[5242])).
% 162.20/162.05 cnf(6476,plain,
% 162.20/162.05 (~P18(x64761,f338(f3(f334(a1,x64762),x64763),f338(f3(f334(a1,x64762),x64763),f3(f334(a1,x64762),x64763))))),
% 162.20/162.05 inference(rename_variables,[],[5246])).
% 162.20/162.05 cnf(6480,plain,
% 162.20/162.05 (~P18(x64801,f336(f5(a1),x64802))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6484,plain,
% 162.20/162.05 (~P18(x64841,a22)),
% 162.20/162.05 inference(rename_variables,[],[5943])).
% 162.20/162.05 cnf(6487,plain,
% 162.20/162.05 (~P18(x64871,a22)),
% 162.20/162.05 inference(rename_variables,[],[5943])).
% 162.20/162.05 cnf(6492,plain,
% 162.20/162.05 (E(f338(x64921,f338(x64921,x64921)),x64921)),
% 162.20/162.05 inference(rename_variables,[],[885])).
% 162.20/162.05 cnf(6496,plain,
% 162.20/162.05 (E(f345(x64961,x64962),f345(x64962,x64961))),
% 162.20/162.05 inference(rename_variables,[],[875])).
% 162.20/162.05 cnf(6503,plain,
% 162.20/162.05 (~P18(x65031,a22)),
% 162.20/162.05 inference(rename_variables,[],[5943])).
% 162.20/162.05 cnf(6506,plain,
% 162.20/162.05 (P25(f339(x65061,a36))),
% 162.20/162.05 inference(rename_variables,[],[2789])).
% 162.20/162.05 cnf(6509,plain,
% 162.20/162.05 (~P18(x65091,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(6511,plain,
% 162.20/162.05 (~P18(x65111,f329(f328(a36,a1)))),
% 162.20/162.05 inference(scs_inference,[],[824,904,835,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2789,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,2785,5470,2595,4743,6265,6421,4146,3909,2765,2769,5231,6364,6372,6375,6380,4960,5408,5568,4737,2715,5456,5122,5663,3792,5234,5148,2494,4492,6127,4346,6071,5836,4495,3615,2799,2801,814,846,2502,4606,2580,5426,4413,4605,4265,5169,3989,3611,5059,5334,4858,2771,5409,6173,6045,5339,6141,6429,5953,2743,2735,5386,5429,3639,3098,6304,3099,3607,6287,6290,3535,883,861,6391,872,6282,2476,871,907,863,2472,6383,6509,875,6496,885,870,832,2470,780,2679,2525,6207,5275,5394,5309,5943,6484,6487,5805,4512,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249])).
% 162.20/162.05 cnf(6512,plain,
% 162.20/162.05 (~P18(x65121,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(6517,plain,
% 162.20/162.05 (~P18(x65171,f336(f5(a1),x65172))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6520,plain,
% 162.20/162.05 (E(f338(x65201,f338(x65201,f341(x65201,x65202))),x65201)),
% 162.20/162.05 inference(rename_variables,[],[3639])).
% 162.20/162.05 cnf(6521,plain,
% 162.20/162.05 (~P18(f200(x65211),x65211)),
% 162.20/162.05 inference(rename_variables,[],[2470])).
% 162.20/162.05 cnf(6525,plain,
% 162.20/162.05 (P18(x65251,f329(f3(f200(x65251),f200(x65251))))),
% 162.20/162.05 inference(rename_variables,[],[5231])).
% 162.20/162.05 cnf(6528,plain,
% 162.20/162.05 (E(f334(a36,f338(f5(a36),f338(f5(a36),x65281))),f334(a36,x65281))),
% 162.20/162.05 inference(rename_variables,[],[3665])).
% 162.20/162.05 cnf(6529,plain,
% 162.20/162.05 (~P18(x65291,f336(f5(a1),x65292))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6532,plain,
% 162.20/162.05 (E(f336(x65321,f5(a1)),f336(x65321,a1))),
% 162.20/162.05 inference(rename_variables,[],[3185])).
% 162.20/162.05 cnf(6536,plain,
% 162.20/162.05 (~P18(x65361,f336(f5(a1),x65362))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6539,plain,
% 162.20/162.05 (~P18(x65391,f5(a1))),
% 162.20/162.05 inference(rename_variables,[],[2476])).
% 162.20/162.05 cnf(6542,plain,
% 162.20/162.05 (P18(x65421,f329(f3(f200(x65421),f200(x65421))))),
% 162.20/162.05 inference(rename_variables,[],[5231])).
% 162.20/162.05 cnf(6543,plain,
% 162.20/162.05 (~P18(f345(f345(x65431,f341(f329(a36),f345(f329(a36),f329(a36)))),f345(x65431,x65431)),a36)),
% 162.20/162.05 inference(rename_variables,[],[5854])).
% 162.20/162.05 cnf(6546,plain,
% 162.20/162.05 (E(f338(x65461,f338(x65461,f341(x65461,x65462))),x65461)),
% 162.20/162.05 inference(rename_variables,[],[3639])).
% 162.20/162.05 cnf(6551,plain,
% 162.20/162.05 (~P22(a36,f329(f3(f200(f341(f329(a36),f345(f329(a36),f329(a36)))),f200(f341(f329(a36),f345(f329(a36),f329(a36)))))))),
% 162.20/162.05 inference(scs_inference,[],[824,904,835,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2789,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,2785,5470,2595,4743,6265,6421,4146,3909,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,4960,5408,5568,4737,2715,5456,5122,5663,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6071,5836,6112,5857,4495,3665,3615,2799,2801,814,846,2502,4606,2580,5426,4413,4605,3185,4265,5169,3989,3611,5059,4618,5334,4858,2771,5409,6173,6045,5339,6141,6429,5953,2743,2735,5386,6294,5429,3639,6520,3098,6304,3099,3607,6287,6290,3067,3535,883,861,6391,872,6282,2476,6449,871,907,863,2472,6383,6509,875,6496,885,870,897,832,2470,6349,780,2679,2525,6207,5275,5394,5309,5943,6484,6487,5805,4512,4934,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651])).
% 162.20/162.05 cnf(6552,plain,
% 162.20/162.05 (P18(x65521,f329(f3(f200(x65521),f200(x65521))))),
% 162.20/162.05 inference(rename_variables,[],[5231])).
% 162.20/162.05 cnf(6553,plain,
% 162.20/162.05 (~P18(f345(f345(x65531,f341(f329(a36),f345(f329(a36),f329(a36)))),f345(x65531,x65531)),a36)),
% 162.20/162.05 inference(rename_variables,[],[5854])).
% 162.20/162.05 cnf(6557,plain,
% 162.20/162.05 (~P18(x65571,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(6561,plain,
% 162.20/162.05 (~P18(x65611,f336(f5(a1),x65612))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6562,plain,
% 162.20/162.05 (~P18(x65621,f336(f5(a1),x65622))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6565,plain,
% 162.20/162.05 (P25(f339(x65651,a36))),
% 162.20/162.05 inference(rename_variables,[],[2789])).
% 162.20/162.05 cnf(6569,plain,
% 162.20/162.05 (~P18(x65691,f5(f5(a1)))),
% 162.20/162.05 inference(rename_variables,[],[4743])).
% 162.20/162.05 cnf(6570,plain,
% 162.20/162.05 (~P18(x65701,f336(f5(a1),x65702))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6573,plain,
% 162.20/162.05 (~P18(x65731,f5(f5(a1)))),
% 162.20/162.05 inference(rename_variables,[],[4743])).
% 162.20/162.05 cnf(6574,plain,
% 162.20/162.05 (~P18(x65741,f336(f5(a1),x65742))),
% 162.20/162.05 inference(rename_variables,[],[4330])).
% 162.20/162.05 cnf(6576,plain,
% 162.20/162.05 (P18(f345(f345(f298(a36,f328(a1,a36)),f296(a36,f328(a1,a36))),f345(f298(a36,f328(a1,a36)),f298(a36,f328(a1,a36)))),a36)),
% 162.20/162.05 inference(scs_inference,[],[824,904,835,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,2785,5470,2595,4743,6265,6421,6426,6569,4146,3909,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,4960,5408,5568,4737,2715,5456,5122,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6071,5836,6112,5857,4495,3665,3615,2799,2801,814,846,2502,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,2743,2735,5386,6294,5429,3639,6520,3098,6304,3099,3607,6287,6290,3067,3535,883,861,6391,872,6282,2476,6449,871,907,863,2472,6383,6509,6512,875,6496,885,870,897,832,2470,6349,780,2679,2525,6207,5275,5394,5309,5943,6484,6487,5805,4512,4934,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008])).
% 162.20/162.05 cnf(6579,plain,
% 162.20/162.05 (~P18(f200(x65791),x65791)),
% 162.20/162.05 inference(rename_variables,[],[2470])).
% 162.20/162.05 cnf(6580,plain,
% 162.20/162.05 (P8(a1,f325(x65801))),
% 162.20/162.05 inference(rename_variables,[],[2783])).
% 162.20/162.05 cnf(6582,plain,
% 162.20/162.05 (P18(f49(a1,x65821,f341(x65822,f345(x65822,x65822))),f341(x65822,f345(x65822,x65822)))),
% 162.20/162.05 inference(scs_inference,[],[824,904,835,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,2785,5470,2595,4743,6265,6421,6426,6569,4146,3909,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,4960,5408,5568,4737,2715,5456,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6071,5836,6112,5857,4495,3665,3615,2799,2801,814,846,2502,2783,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,2743,2735,5386,6294,5429,3639,6520,3098,6304,3099,3607,6287,6290,3067,3535,883,861,6391,872,6282,2476,6449,871,907,863,2472,6383,6509,6512,6557,875,6496,885,870,897,832,2470,6349,6521,780,2679,2525,6207,5275,5394,5309,5943,6484,6487,5805,4512,4934,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272])).
% 162.20/162.05 cnf(6583,plain,
% 162.20/162.05 (~P18(x65831,a1)),
% 162.20/162.05 inference(rename_variables,[],[2472])).
% 162.20/162.05 cnf(6586,plain,
% 162.20/162.05 (~P18(f345(f345(x65861,f341(f329(a36),f345(f329(a36),f329(a36)))),f345(x65861,x65861)),a36)),
% 162.20/162.05 inference(rename_variables,[],[5854])).
% 162.20/162.05 cnf(6588,plain,
% 162.20/162.06 (~P32(f5(a36),f329(f5(a1)))),
% 162.20/162.06 inference(scs_inference,[],[824,904,835,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,2785,5470,2595,4743,6265,6421,6426,6569,4146,3909,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,4960,5408,5568,4737,2715,5456,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,6071,5836,6112,5857,4495,3665,3615,2799,2801,814,2514,846,2502,2783,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,2743,2735,5386,6294,5429,3639,6520,3098,6304,3099,3607,6287,6290,3067,3535,883,861,6391,872,6282,2476,6449,871,907,863,2472,6383,6509,6512,6557,875,6496,885,870,897,832,2470,6349,6521,780,2679,2525,6207,5275,5451,5394,5309,5943,6484,6487,5805,4512,4934,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256])).
% 162.20/162.06 cnf(6592,plain,
% 162.20/162.06 (P25(f3(x65921,x65922))),
% 162.20/162.06 inference(rename_variables,[],[2502])).
% 162.20/162.06 cnf(6593,plain,
% 162.20/162.06 (P18(f345(f345(x65931,x65931),f345(x65931,x65931)),f3(f200(x65931),f200(x65931)))),
% 162.20/162.06 inference(rename_variables,[],[3867])).
% 162.20/162.06 cnf(6595,plain,
% 162.20/162.06 (E(f122(f341(f341(x65951,f338(x65952,x65951)),f345(f341(x65951,f338(x65952,x65951)),f341(x65951,f338(x65952,x65951)))),f5(a1)),f232(f341(f341(x65951,f338(x65952,x65951)),f345(f341(x65951,f338(x65952,x65951)),f341(x65951,f338(x65952,x65951)))),f5(a1)))),
% 162.20/162.06 inference(scs_inference,[],[824,904,835,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,2785,5470,2595,4743,6265,6421,6426,6569,4146,3909,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,4960,5408,5568,4737,2715,5456,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,6071,5836,6112,5857,4902,4495,3665,3615,2799,2801,814,2514,846,2502,6416,2783,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,2743,2735,5386,6294,5429,3639,6520,3098,6304,3099,3607,6287,6290,3067,3535,883,861,6391,872,6282,3867,2476,6449,6539,871,907,863,2472,6383,6509,6512,6557,875,6496,885,870,897,832,2470,6349,6521,780,2679,2525,6207,5275,5451,5394,5309,5943,6484,6487,5805,4512,4934,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997])).
% 162.20/162.06 cnf(6596,plain,
% 162.20/162.06 (~P18(x65961,f5(a1))),
% 162.20/162.06 inference(rename_variables,[],[2476])).
% 162.20/162.06 cnf(6599,plain,
% 162.20/162.06 (P18(x65991,f5(f3(f200(x65991),f200(x65991))))),
% 162.20/162.06 inference(rename_variables,[],[5239])).
% 162.20/162.06 cnf(6600,plain,
% 162.20/162.06 (P25(f3(x66001,x66002))),
% 162.20/162.06 inference(rename_variables,[],[2502])).
% 162.20/162.06 cnf(6603,plain,
% 162.20/162.06 (~P18(x66031,f336(f5(a1),x66032))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6604,plain,
% 162.20/162.06 (~P18(x66041,f336(f5(a1),x66042))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6607,plain,
% 162.20/162.06 (P25(f209(x66071))),
% 162.20/162.06 inference(rename_variables,[],[846])).
% 162.20/162.06 cnf(6608,plain,
% 162.20/162.06 (P16(f209(x66081))),
% 162.20/162.06 inference(rename_variables,[],[842])).
% 162.20/162.06 cnf(6617,plain,
% 162.20/162.06 (P18(x66171,f329(f3(f200(x66171),f200(x66171))))),
% 162.20/162.06 inference(rename_variables,[],[5231])).
% 162.20/162.06 cnf(6618,plain,
% 162.20/162.06 (P25(f3(x66181,x66182))),
% 162.20/162.06 inference(rename_variables,[],[2502])).
% 162.20/162.06 cnf(6621,plain,
% 162.20/162.06 (~P18(x66211,a1)),
% 162.20/162.06 inference(rename_variables,[],[2472])).
% 162.20/162.06 cnf(6622,plain,
% 162.20/162.06 (P25(f335(a36,x66221))),
% 162.20/162.06 inference(rename_variables,[],[2787])).
% 162.20/162.06 cnf(6625,plain,
% 162.20/162.06 (P18(f345(f345(f275(a36,f3(x66251,a14)),f276(a36,f3(x66251,a14))),f345(f275(a36,f3(x66251,a14)),f275(a36,f3(x66251,a14)))),a36)),
% 162.20/162.06 inference(rename_variables,[],[5470])).
% 162.20/162.06 cnf(6627,plain,
% 162.20/162.06 (P18(f275(a36,f3(x66271,a14)),f329(f330(a36)))),
% 162.20/162.06 inference(scs_inference,[],[824,904,835,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2787,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,6574,6561,2785,5470,6625,2595,4743,6265,6421,6426,6569,4146,3909,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,6552,4960,5408,5568,4737,2715,5456,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,5239,6071,5836,6112,5857,4902,4495,3665,3615,3617,2799,2801,814,815,805,2514,2815,846,2502,6416,6592,6600,2783,842,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,6025,2743,2735,5386,6294,5429,3639,6520,3098,6304,3099,3607,6287,6290,3067,3535,883,861,6391,872,6282,3867,2476,6449,6539,871,907,863,2472,6383,6509,6512,6557,6583,875,6496,885,870,897,832,2470,6349,6521,780,2679,2525,6207,5275,6440,5451,5394,5309,5943,6484,6487,5805,4512,4934,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997,1528,1730,1149,1993,1763,1529,1233,1765,1766])).
% 162.20/162.06 cnf(6629,plain,
% 162.20/162.06 (E(f5(f5(a1)),a1)),
% 162.20/162.06 inference(scs_inference,[],[824,904,835,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2787,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,6574,6561,2785,5470,6625,2595,4743,6265,6421,6426,6569,6573,4146,3909,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,6552,4960,5408,5568,4737,2715,5456,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,5239,6071,5836,6112,5857,4902,4495,3665,3615,3617,2799,2801,814,815,805,2514,2815,846,2502,6416,6592,6600,2783,842,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,6025,2743,2735,5386,6294,5429,3639,6520,3098,6304,3099,3607,6287,6290,3067,3535,883,861,6391,872,6282,3867,2476,6449,6539,871,907,863,2472,6383,6509,6512,6557,6583,875,6496,885,870,897,832,2470,6349,6521,780,2679,2525,6207,5275,6440,5451,5394,5309,5943,6484,6487,5805,4512,4934,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997,1528,1730,1149,1993,1763,1529,1233,1765,1766,1412])).
% 162.20/162.06 cnf(6630,plain,
% 162.20/162.06 (~P18(x66301,f5(f5(a1)))),
% 162.20/162.06 inference(rename_variables,[],[4743])).
% 162.20/162.06 cnf(6634,plain,
% 162.20/162.06 (P25(f209(x66341))),
% 162.20/162.06 inference(rename_variables,[],[846])).
% 162.20/162.06 cnf(6635,plain,
% 162.20/162.06 (P16(f209(x66351))),
% 162.20/162.06 inference(rename_variables,[],[842])).
% 162.20/162.06 cnf(6638,plain,
% 162.20/162.06 (E(f338(x66381,f338(x66381,f341(x66381,x66382))),x66381)),
% 162.20/162.06 inference(rename_variables,[],[3639])).
% 162.20/162.06 cnf(6641,plain,
% 162.20/162.06 (P18(x66411,f329(f3(f200(x66411),f200(x66411))))),
% 162.20/162.06 inference(rename_variables,[],[5231])).
% 162.20/162.06 cnf(6642,plain,
% 162.20/162.06 (~P18(f200(x66421),x66421)),
% 162.20/162.06 inference(rename_variables,[],[2470])).
% 162.20/162.06 cnf(6645,plain,
% 162.20/162.06 (E(f338(x66451,f338(x66451,f341(x66451,x66452))),x66451)),
% 162.20/162.06 inference(rename_variables,[],[3639])).
% 162.20/162.06 cnf(6646,plain,
% 162.20/162.06 (~P18(x66461,f336(f5(a1),x66462))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6649,plain,
% 162.20/162.06 (E(f338(x66491,f338(x66491,f341(x66491,x66492))),x66491)),
% 162.20/162.06 inference(rename_variables,[],[3639])).
% 162.20/162.06 cnf(6653,plain,
% 162.20/162.06 (~P18(f200(x66531),x66531)),
% 162.20/162.06 inference(rename_variables,[],[2470])).
% 162.20/162.06 cnf(6655,plain,
% 162.20/162.06 (P18(f345(f345(a6,f2(f332(f209(f200(a6)),f341(a6,f345(a6,a6))),a6)),f345(a6,a6)),f209(f200(a6)))),
% 162.20/162.06 inference(scs_inference,[],[824,811,904,835,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2787,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,6574,6603,6561,2785,5470,6625,2595,4743,6265,6421,6426,6569,6573,4146,3909,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,6552,6617,4960,5408,5568,4737,2715,5456,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,5239,6071,6058,5836,6118,6112,5857,4902,4495,3665,3615,3617,2799,2801,814,815,805,2514,2815,846,6607,6634,2502,6416,6592,6600,2783,842,6608,6635,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,3754,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,6025,2743,2735,5386,6294,5429,3639,6520,6546,6638,6645,3098,6304,3099,3607,6287,6290,3067,3535,883,861,6391,872,6282,3867,2476,6449,6539,871,907,863,2472,6383,6509,6512,6557,6583,875,6496,885,6492,870,897,832,2470,6349,6521,6579,6642,780,2679,2525,6207,5275,6440,5451,5394,5309,5943,6484,6487,5805,4512,4934,5964,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997,1528,1730,1149,1993,1763,1529,1233,1765,1766,1412,1148,1466,1334,1414,1639,1223,1682])).
% 162.20/162.06 cnf(6657,plain,
% 162.20/162.06 (P25(f209(x66571))),
% 162.20/162.06 inference(rename_variables,[],[846])).
% 162.20/162.06 cnf(6662,plain,
% 162.20/162.06 (~P18(x66621,f336(f5(a1),x66622))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6665,plain,
% 162.20/162.06 (~P18(x66651,f336(f5(a1),x66652))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6671,plain,
% 162.20/162.06 (~P18(x66711,f5(f5(a1)))),
% 162.20/162.06 inference(rename_variables,[],[4743])).
% 162.20/162.06 cnf(6672,plain,
% 162.20/162.06 (~P18(x66721,f336(f5(a1),x66722))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6674,plain,
% 162.20/162.06 (~P18(x66741,f329(f328(a1,a1)))),
% 162.20/162.06 inference(scs_inference,[],[824,811,904,835,804,2562,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2787,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,6574,6603,6646,6662,6665,6561,2785,5470,6625,2595,4743,6265,6421,6426,6569,6573,6630,4146,3909,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,6552,6617,5090,4960,5408,5568,4737,2715,5456,6469,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,5239,6071,6058,5836,6118,6112,5857,4902,4691,4495,3665,3615,3617,2799,2801,814,815,805,2514,2815,846,6607,6634,2502,6416,6592,6600,2783,842,6608,6635,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,3754,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,6025,2743,2735,5386,6294,5429,3639,6520,6546,6638,6645,3098,6304,3099,3607,6287,6290,3067,3535,883,861,6391,872,6282,3867,2476,6449,6539,6596,871,907,863,2472,6383,6509,6512,6557,6583,875,6496,885,6492,870,897,832,2470,6349,6521,6579,6642,780,2679,2525,6207,5275,6440,5451,5394,5309,5943,6484,6487,5805,4512,4934,5964,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997,1528,1730,1149,1993,1763,1529,1233,1765,1766,1412,1148,1466,1334,1414,1639,1223,1682,1809,1921,1753,1428,1617])).
% 162.20/162.06 cnf(6675,plain,
% 162.20/162.06 (~P18(x66751,f5(a1))),
% 162.20/162.06 inference(rename_variables,[],[2476])).
% 162.20/162.06 cnf(6683,plain,
% 162.20/162.06 (~P18(f200(x66831),x66831)),
% 162.20/162.06 inference(rename_variables,[],[2470])).
% 162.20/162.06 cnf(6684,plain,
% 162.20/162.06 (E(f338(x66841,f338(x66841,f341(x66841,x66842))),x66841)),
% 162.20/162.06 inference(rename_variables,[],[3639])).
% 162.20/162.06 cnf(6689,plain,
% 162.20/162.06 (~P18(x66891,a1)),
% 162.20/162.06 inference(rename_variables,[],[2472])).
% 162.20/162.06 cnf(6690,plain,
% 162.20/162.06 (~P18(x66901,f336(f5(a1),x66902))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6693,plain,
% 162.20/162.06 (~P18(f200(x66931),x66931)),
% 162.20/162.06 inference(rename_variables,[],[2470])).
% 162.20/162.06 cnf(6694,plain,
% 162.20/162.06 (P8(a1,f325(x66941))),
% 162.20/162.06 inference(rename_variables,[],[2783])).
% 162.20/162.06 cnf(6695,plain,
% 162.20/162.06 (~P18(x66951,a1)),
% 162.20/162.06 inference(rename_variables,[],[2472])).
% 162.20/162.06 cnf(6698,plain,
% 162.20/162.06 (~P18(x66981,f336(f5(a1),x66982))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6700,plain,
% 162.20/162.06 (P18(f277(f210(f345(x67001,x67001)),f345(x67001,x67001),f345(x67001,x67001)),f334(f3(f200(f277(f210(f345(x67001,x67001)),f345(x67001,x67001),f345(x67001,x67001))),f200(f277(f210(f345(x67001,x67001)),f345(x67001,x67001),f345(x67001,x67001)))),f345(x67001,x67001)))),
% 162.20/162.06 inference(scs_inference,[],[824,811,904,835,804,2562,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2787,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,6574,6603,6646,6662,6665,6672,6690,6561,2785,5470,6625,2595,4743,6265,6421,6426,6569,6573,6630,4146,3909,4231,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,6552,6617,5090,4960,5408,5568,4737,2715,5456,6469,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,5239,6599,3877,6071,6058,5836,6118,6112,5857,4902,4691,4495,3665,3615,3617,2799,2801,814,815,805,2514,850,2815,846,6607,6634,2502,6416,6592,6600,6618,2783,6580,842,6608,6635,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,3754,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,6025,2743,2735,5386,6294,5429,3639,6520,6546,6638,6645,6649,3098,6304,3099,3607,6287,6290,3067,3535,774,883,861,6391,872,6282,3867,6593,2499,2476,6449,6539,6596,6675,871,907,863,2472,6383,6509,6512,6557,6583,6621,6689,875,6496,885,6492,870,897,832,2470,6349,6521,6579,6642,6653,6683,780,2679,2525,6207,5275,6440,5042,5451,5394,5309,5943,6484,6487,5805,2496,4512,4934,5964,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997,1528,1730,1149,1993,1763,1529,1233,1765,1766,1412,1148,1466,1334,1414,1639,1223,1682,1809,1921,1753,1428,1617,1987,1534,1287,1860,1150,1449,1816,1878])).
% 162.20/162.06 cnf(6701,plain,
% 162.20/162.06 (P25(f3(x67011,x67012))),
% 162.20/162.06 inference(rename_variables,[],[2502])).
% 162.20/162.06 cnf(6702,plain,
% 162.20/162.06 (P18(f345(f345(x67021,x67021),f345(x67021,x67021)),f3(f200(x67021),f200(x67021)))),
% 162.20/162.06 inference(rename_variables,[],[3867])).
% 162.20/162.06 cnf(6705,plain,
% 162.20/162.06 (P18(f277(f210(f345(x67051,x67051)),f345(x67051,x67051),f345(x67051,x67051)),f336(f3(f200(f277(f210(f345(x67051,x67051)),f345(x67051,x67051),f345(x67051,x67051))),f200(f277(f210(f345(x67051,x67051)),f345(x67051,x67051),f345(x67051,x67051)))),f345(x67051,x67051)))),
% 162.20/162.06 inference(scs_inference,[],[824,811,904,835,804,2562,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2787,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,6574,6603,6646,6662,6665,6672,6690,6561,2785,5470,6625,2595,4743,6265,6421,6426,6569,6573,6630,4146,3909,4231,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,6552,6617,6641,5090,4960,5408,5568,4737,2715,5456,6469,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,5239,6599,3877,6071,6058,5836,6118,6112,5857,4902,4691,4495,3665,3615,3617,2799,2801,814,815,805,2514,850,2815,846,6607,6634,2502,6416,6592,6600,6618,6701,2783,6580,842,6608,6635,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,3754,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,6025,2743,2735,5386,6294,5429,3639,6520,6546,6638,6645,6649,3098,6304,3099,3607,6287,6290,3067,3535,774,883,861,6391,872,6282,3867,6593,6702,2499,2476,6449,6539,6596,6675,871,907,863,2472,6383,6509,6512,6557,6583,6621,6689,875,6496,885,6492,870,897,832,2470,6349,6521,6579,6642,6653,6683,780,2679,2525,6207,5275,6440,5042,5451,5394,5309,5943,6484,6487,5805,2496,4512,4934,5964,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997,1528,1730,1149,1993,1763,1529,1233,1765,1766,1412,1148,1466,1334,1414,1639,1223,1682,1809,1921,1753,1428,1617,1987,1534,1287,1860,1150,1449,1816,1878,1879])).
% 162.20/162.06 cnf(6711,plain,
% 162.20/162.06 (~P18(x67111,f336(f5(a1),x67112))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6722,plain,
% 162.20/162.06 (E(f2(f328(a36,a36),f244(f5(a36))),f2(a36,f2(a36,f244(f5(a36)))))),
% 162.20/162.06 inference(scs_inference,[],[824,811,904,835,804,2562,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2787,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,6574,6603,6646,6662,6665,6672,6690,6698,6561,2785,5470,6625,2595,4743,6265,6421,6426,6569,6573,6630,6671,4146,3909,4231,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,6552,6617,6641,5090,4960,5408,5568,5402,4737,2715,5456,6469,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,5239,6599,3877,6071,6058,5836,6118,6112,5857,4902,4691,4495,3665,3615,3617,2799,2801,814,815,805,2514,850,2815,826,846,6607,6634,2502,6416,6592,6600,6618,6701,2783,6580,6694,842,6608,6635,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,3754,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,6025,2743,2735,5386,6294,5429,3639,6520,6546,6638,6645,6649,3098,6304,3099,3607,6287,6290,3067,3535,774,883,861,6391,872,6282,3867,6593,6702,2499,2476,6449,6539,6596,6675,871,907,863,2472,6383,6509,6512,6557,6583,6621,6689,6695,875,6496,885,6492,870,897,832,2470,6349,6521,6579,6642,6653,6683,780,3621,2679,3645,2525,6207,5275,6440,5042,5451,5394,5309,5943,6484,6487,5805,2496,4512,4934,5964,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997,1528,1730,1149,1993,1763,1529,1233,1765,1766,1412,1148,1466,1334,1414,1639,1223,1682,1809,1921,1753,1428,1617,1987,1534,1287,1860,1150,1449,1816,1878,1879,1817,1966,1637,1187,1967,1542])).
% 162.20/162.06 cnf(6724,plain,
% 162.20/162.06 (~E(f338(f345(f341(x67241,x67242),f341(x67241,x67242)),f338(f345(f341(x67241,x67242),f341(x67241,x67242)),f5(f209(f200(f341(x67241,x67242)))))),a1)),
% 162.20/162.06 inference(scs_inference,[],[824,811,904,835,804,2562,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2787,2789,6506,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,6574,6603,6646,6662,6665,6672,6690,6698,6561,2785,5470,6625,2595,4743,6265,6421,6426,6569,6573,6630,6671,4146,3909,4231,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,6552,6617,6641,5090,4960,5408,5568,5402,4737,2715,5456,6469,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,5239,6599,3877,6071,6058,5836,6118,6112,5857,4902,4691,4495,3665,3615,3617,2799,2801,814,815,805,2514,850,2815,826,846,6607,6634,2502,6416,6592,6600,6618,6701,2783,6580,6694,842,6608,6635,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,3754,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,6025,2743,2735,5386,6294,5429,3639,6520,6546,6638,6645,6649,3098,6304,3099,3607,6287,6290,3067,3535,774,883,861,6391,872,6282,3867,6593,6702,2499,2476,6449,6539,6596,6675,871,907,863,2472,6383,6509,6512,6557,6583,6621,6689,6695,875,6496,885,6492,870,897,832,2470,6349,6521,6579,6642,6653,6683,780,3621,2679,3645,2525,6207,5275,6440,5042,5451,5394,5309,5943,6484,6487,5805,2496,4512,4934,5964,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997,1528,1730,1149,1993,1763,1529,1233,1765,1766,1412,1148,1466,1334,1414,1639,1223,1682,1809,1921,1753,1428,1617,1987,1534,1287,1860,1150,1449,1816,1878,1879,1817,1966,1637,1187,1967,1542,1316])).
% 162.20/162.06 cnf(6744,plain,
% 162.20/162.06 (E(f339(a1,a36),a1)),
% 162.20/162.06 inference(scs_inference,[],[824,811,904,835,804,2562,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2787,6622,2789,6506,6565,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,6574,6603,6646,6662,6665,6672,6690,6698,6561,2785,5470,6625,2595,4743,6265,6421,6426,6569,6573,6630,6671,4146,3909,4231,2765,2769,5231,6364,6372,6375,6380,6434,6525,6542,6552,6617,6641,5090,4960,5408,5568,5402,4737,2715,5456,6469,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,5239,6599,3877,6071,6058,5836,6118,6112,5857,4902,4691,4495,3665,3615,3617,2799,2801,814,815,805,2514,850,2815,826,846,6607,6634,4109,2502,6416,6592,6600,6618,6701,2783,6580,6694,842,6608,6635,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,3754,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,6025,2743,2735,5386,6294,5429,3639,6520,6546,6638,6645,6649,3098,6304,3099,3607,6287,6290,3067,3535,774,883,861,6391,872,6282,3867,6593,6702,2499,2476,6449,6539,6596,6675,871,907,863,2472,6383,6509,6512,6557,6583,6621,6689,6695,875,6496,885,6492,870,897,832,2470,6349,6521,6579,6642,6653,6683,780,3621,2679,3645,2525,6207,5275,6440,5042,5451,5394,5309,5943,6484,6487,5805,2496,4512,4934,5964,5824,5896,5242,5246,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997,1528,1730,1149,1993,1763,1529,1233,1765,1766,1412,1148,1466,1334,1414,1639,1223,1682,1809,1921,1753,1428,1617,1987,1534,1287,1860,1150,1449,1816,1878,1879,1817,1966,1637,1187,1967,1542,1316,1057,1069,1665,1666,927,940,1221,961,1166,937])).
% 162.20/162.06 cnf(6745,plain,
% 162.20/162.06 (P25(f339(x67451,a36))),
% 162.20/162.06 inference(rename_variables,[],[2789])).
% 162.20/162.06 cnf(6748,plain,
% 162.20/162.06 (~P18(x67481,f338(f3(x67482,f334(a1,x67483)),f338(f3(x67482,f334(a1,x67483)),f3(x67482,f334(a1,x67483)))))),
% 162.20/162.06 inference(rename_variables,[],[5242])).
% 162.20/162.06 cnf(6749,plain,
% 162.20/162.06 (~P18(x67491,f338(f3(f334(a1,x67492),x67493),f338(f3(f334(a1,x67492),x67493),f3(f334(a1,x67492),x67493))))),
% 162.20/162.06 inference(rename_variables,[],[5246])).
% 162.20/162.06 cnf(6756,plain,
% 162.20/162.06 (~P18(x67561,a22)),
% 162.20/162.06 inference(rename_variables,[],[5943])).
% 162.20/162.06 cnf(6764,plain,
% 162.20/162.06 (~P18(x67641,f336(f5(a1),x67642))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6769,plain,
% 162.20/162.06 (E(f336(f5(a1),x67691),f317(a36,f341(f329(a36),f345(f329(a36),f329(a36)))))),
% 162.20/162.06 inference(scs_inference,[],[824,811,904,835,804,2562,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2787,6622,2789,6506,6565,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,6574,6603,6646,6662,6665,6672,6690,6698,6711,6764,6561,2785,5470,6625,2595,4743,6265,6421,6426,6569,6573,6630,6671,4146,3909,4231,2765,2769,6452,5231,6364,6372,6375,6380,6434,6525,6542,6552,6617,6641,5090,4960,5408,5568,5402,4737,2715,5456,6469,5122,6109,5663,3786,3792,5234,5148,2494,4492,6127,5717,4346,5854,6543,6553,6586,5239,6599,3877,6071,6058,5836,6118,6112,5857,4902,4691,4495,3665,3615,3617,2799,2801,814,815,805,2514,850,2815,826,846,6607,6634,6657,4109,2502,6416,6592,6600,6618,6701,2783,6580,6694,842,6608,6635,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,3754,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,6025,2743,2735,5386,6294,5429,3639,6520,6546,6638,6645,6649,3098,6304,3099,3607,6287,6290,3067,3535,774,883,861,6391,872,6282,3867,6593,6702,2499,2476,6449,6539,6596,6675,871,907,863,2472,6383,6509,6512,6557,6583,6621,6689,6695,875,6496,885,6492,870,897,832,2470,6349,6521,6579,6642,6653,6683,780,3621,2679,3645,2525,6207,5275,6440,5042,5451,5394,5309,5943,6484,6487,6503,6756,5805,2496,4512,4934,5964,5824,5896,5242,6475,6748,5246,6476,6749,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997,1528,1730,1149,1993,1763,1529,1233,1765,1766,1412,1148,1466,1334,1414,1639,1223,1682,1809,1921,1753,1428,1617,1987,1534,1287,1860,1150,1449,1816,1878,1879,1817,1966,1637,1187,1967,1542,1316,1057,1069,1665,1666,927,940,1221,961,1166,937,1178,1179,1989,1990,1268,1361,1373,2255])).
% 162.20/162.06 cnf(6770,plain,
% 162.20/162.06 (~P18(x67701,f336(f5(a1),x67702))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6776,plain,
% 162.20/162.06 (E(f338(x67761,f338(x67761,f341(x67761,x67762))),x67761)),
% 162.20/162.06 inference(rename_variables,[],[3639])).
% 162.20/162.06 cnf(6777,plain,
% 162.20/162.06 (~P18(x67771,f336(f5(a1),x67772))),
% 162.20/162.06 inference(rename_variables,[],[4330])).
% 162.20/162.06 cnf(6780,plain,
% 162.20/162.06 (P8(a1,f325(x67801))),
% 162.20/162.06 inference(rename_variables,[],[2783])).
% 162.20/162.06 cnf(6801,plain,
% 162.20/162.06 (P18(f275(a36,f3(f3(a6,a6),a14)),f338(f336(a36,f331(a36)),f338(f336(a36,f331(a36)),f341(f336(a36,f331(a36)),x68011))))),
% 162.20/162.06 inference(scs_inference,[],[824,811,904,835,804,2562,3951,4897,3710,5119,6293,3894,3906,3891,4923,3716,2787,6622,2789,6506,6565,6745,2809,2767,6219,6352,6390,6394,4330,6248,6325,6328,6341,6358,6361,6367,6397,6420,6425,6437,6443,6456,6462,6480,6517,6529,6536,6562,6570,6574,6603,6646,6662,6665,6672,6690,6698,6711,6764,6770,6777,6561,6604,2785,5470,6625,2595,4743,6265,6421,6426,6569,6573,6630,6671,4146,3909,4231,2765,2769,6452,5231,6364,6372,6375,6380,6434,6525,6542,6552,6617,6641,5090,4960,5408,5568,5402,4737,2715,5456,6469,5122,6109,5663,3786,3792,5234,5148,5584,2494,4492,6127,5717,4346,5854,6543,6553,6586,5239,6599,3877,6071,6058,5836,6118,6112,5857,4902,4691,4495,3665,6528,3615,3617,2799,2801,814,815,805,2514,850,2815,826,846,6607,6634,6657,4109,2502,6416,6592,6600,6618,6701,2783,6580,6694,6780,842,6608,6635,4606,2580,5426,4413,4605,3185,6532,4265,5169,3989,3611,3754,5059,4618,5334,4858,2771,5409,6173,6472,6045,5339,6141,6429,5953,6025,2743,2735,5386,6294,5429,3639,6520,6546,6638,6645,6649,6684,6776,3098,6304,3099,3607,6287,6290,3067,3535,774,883,861,6391,872,6282,3867,6593,6702,2499,869,2476,6449,6539,6596,6675,871,907,863,2472,6383,6509,6512,6557,6583,6621,6689,6695,875,6496,885,6492,870,897,832,2470,6349,6521,6579,6642,6653,6683,6693,780,3621,2679,3645,5044,2525,6207,5275,6440,5042,5451,5394,5309,5943,6484,6487,6503,6756,5805,2496,4512,4934,5964,5824,5896,5242,6475,6748,5246,6476,6749,5639,6,2,957,1052,1000,1156,1317,1318,1199,1054,981,1470,1612,926,1430,1540,1100,1011,1200,1071,945,917,85,1055,1519,935,1255,1143,1145,1202,982,1201,1102,1226,1592,1541,1363,1429,1096,1495,712,725,753,714,730,760,709,716,717,752,3,721,723,754,761,762,715,720,1425,728,755,758,1092,710,759,1032,1031,1424,727,1416,1969,1760,726,1759,1249,1284,1229,1247,1307,1308,1397,1423,1227,1228,1275,1968,1007,1219,1283,929,1167,1829,1358,1115,1162,1220,1146,1282,1762,1090,1359,1606,1761,1093,1119,1768,719,1362,1329,1243,1147,1641,1340,1770,1105,1769,1077,1576,1117,1830,1276,1242,1687,976,1660,1295,763,1755,1757,2155,1575,1909,1910,1749,960,2004,2249,1310,1490,1277,1978,2282,1174,1309,2390,1172,1213,1651,1979,1906,1004,1795,1796,2008,2018,2272,1659,1256,1767,1997,1528,1730,1149,1993,1763,1529,1233,1765,1766,1412,1148,1466,1334,1414,1639,1223,1682,1809,1921,1753,1428,1617,1987,1534,1287,1860,1150,1449,1816,1878,1879,1817,1966,1637,1187,1967,1542,1316,1057,1069,1665,1666,927,940,1221,961,1166,937,1178,1179,1989,1990,1268,1361,1373,2255,1258,1982,1842,1834,1929,2100,1611,1840,1841])).
% 162.20/162.06 cnf(6845,plain,
% 162.20/162.06 (~P18(x68451,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(6860,plain,
% 162.20/162.06 (~P18(x68601,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(6878,plain,
% 162.20/162.06 (~P18(x68781,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(6889,plain,
% 162.20/162.06 (P32(f334(a15,f336(a15,x68891)),x68891)),
% 162.20/162.06 inference(rename_variables,[],[4500])).
% 162.20/162.06 cnf(6892,plain,
% 162.20/162.06 (~P32(f211(f341(f211(x68921),f345(f211(x68921),f211(x68921)))),x68921)),
% 162.20/162.06 inference(rename_variables,[],[5228])).
% 162.20/162.06 cnf(6914,plain,
% 162.20/162.06 (~P18(x69141,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(6924,plain,
% 162.20/162.06 (P18(x69241,f331(f3(f200(x69241),f200(x69241))))),
% 162.20/162.06 inference(rename_variables,[],[5236])).
% 162.20/162.06 cnf(6935,plain,
% 162.20/162.06 (P25(f209(x69351))),
% 162.20/162.06 inference(rename_variables,[],[846])).
% 162.20/162.06 cnf(6942,plain,
% 162.20/162.06 (~P18(x69421,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(6947,plain,
% 162.20/162.06 (~P18(x69471,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(6950,plain,
% 162.20/162.06 (~P18(f341(f200(x69501),f345(f200(x69501),f200(x69501))),x69501)),
% 162.20/162.06 inference(rename_variables,[],[5203])).
% 162.20/162.06 cnf(6953,plain,
% 162.20/162.06 (P25(f209(x69531))),
% 162.20/162.06 inference(rename_variables,[],[846])).
% 162.20/162.06 cnf(6956,plain,
% 162.20/162.06 (~P18(x69561,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(6961,plain,
% 162.20/162.06 (E(f341(a1,x69611),x69611)),
% 162.20/162.06 inference(rename_variables,[],[3607])).
% 162.20/162.06 cnf(6964,plain,
% 162.20/162.06 (E(f341(a1,x69641),x69641)),
% 162.20/162.06 inference(rename_variables,[],[3607])).
% 162.20/162.06 cnf(6967,plain,
% 162.20/162.06 (~P18(f341(f200(x69671),f345(f200(x69671),f200(x69671))),x69671)),
% 162.20/162.06 inference(rename_variables,[],[5203])).
% 162.20/162.06 cnf(6968,plain,
% 162.20/162.06 (P32(f341(x69681,x69682),f338(f341(x69681,f338(x69682,x69681)),a1))),
% 162.20/162.06 inference(rename_variables,[],[5430])).
% 162.20/162.06 cnf(6973,plain,
% 162.20/162.06 (~P18(x69731,f329(f328(a1,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6674])).
% 162.20/162.06 cnf(6978,plain,
% 162.20/162.06 (P32(f334(a15,f336(a15,x69781)),x69781)),
% 162.20/162.06 inference(rename_variables,[],[4500])).
% 162.20/162.06 cnf(6984,plain,
% 162.20/162.06 (~P18(x69841,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(6985,plain,
% 162.20/162.06 (E(f341(a1,x69851),x69851)),
% 162.20/162.06 inference(rename_variables,[],[3607])).
% 162.20/162.06 cnf(6988,plain,
% 162.20/162.06 (~P18(x69881,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(7000,plain,
% 162.20/162.06 (E(f341(a1,x70001),x70001)),
% 162.20/162.06 inference(rename_variables,[],[3607])).
% 162.20/162.06 cnf(7007,plain,
% 162.20/162.06 (~P18(f341(f200(x70071),f345(f200(x70071),f200(x70071))),x70071)),
% 162.20/162.06 inference(rename_variables,[],[5203])).
% 162.20/162.06 cnf(7026,plain,
% 162.20/162.06 (~P18(f341(f200(x70261),f345(f200(x70261),f200(x70261))),x70261)),
% 162.20/162.06 inference(rename_variables,[],[5203])).
% 162.20/162.06 cnf(7027,plain,
% 162.20/162.06 (P32(f341(x70271,x70272),f338(f341(x70271,f338(x70272,x70271)),a1))),
% 162.20/162.06 inference(rename_variables,[],[5430])).
% 162.20/162.06 cnf(7033,plain,
% 162.20/162.06 (~P18(f341(f200(x70331),f345(f200(x70331),f200(x70331))),x70331)),
% 162.20/162.06 inference(rename_variables,[],[5203])).
% 162.20/162.06 cnf(7036,plain,
% 162.20/162.06 (~P18(x70361,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(7037,plain,
% 162.20/162.06 (~P18(x70371,f329(f328(a1,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6674])).
% 162.20/162.06 cnf(7042,plain,
% 162.20/162.06 (~P18(f341(f200(x70421),f345(f200(x70421),f200(x70421))),x70421)),
% 162.20/162.06 inference(rename_variables,[],[5203])).
% 162.20/162.06 cnf(7052,plain,
% 162.20/162.06 (E(f336(f5(a1),x70521),f317(a36,f341(f329(a36),f345(f329(a36),f329(a36)))))),
% 162.20/162.06 inference(rename_variables,[],[6769])).
% 162.20/162.06 cnf(7064,plain,
% 162.20/162.06 (P32(f334(a36,f336(a36,x70641)),x70641)),
% 162.20/162.06 inference(rename_variables,[],[3850])).
% 162.20/162.06 cnf(7067,plain,
% 162.20/162.06 (E(f341(a1,x70671),x70671)),
% 162.20/162.06 inference(rename_variables,[],[3607])).
% 162.20/162.06 cnf(7076,plain,
% 162.20/162.06 (~P18(x70761,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(7080,plain,
% 162.20/162.06 (~P18(x70801,f329(f328(a36,a1)))),
% 162.20/162.06 inference(rename_variables,[],[6511])).
% 162.20/162.06 cnf(7093,plain,
% 162.20/162.06 (P18(x70931,f331(f3(f200(x70931),f200(x70931))))),
% 162.20/162.06 inference(rename_variables,[],[5236])).
% 162.20/162.06 cnf(7098,plain,
% 162.20/162.06 (P18(x70981,f331(f3(f200(x70981),f200(x70981))))),
% 162.20/162.06 inference(rename_variables,[],[5236])).
% 162.20/162.06 cnf(7132,plain,
% 162.20/162.06 ($false),
% 162.20/162.06 inference(scs_inference,[],[835,904,824,5576,6700,6705,4478,6415,6343,5368,3742,4645,6511,6845,6860,6878,6914,6942,6947,6956,6984,6988,7036,7076,7080,6674,6973,7037,6431,4805,6582,4928,4314,6722,6595,6055,6314,6769,7052,6446,3547,4500,6889,6978,6655,6801,5908,3794,6627,3591,6588,6551,6744,6576,6629,4979,5236,6924,7093,7098,5624,6114,6149,4150,3655,5456,4129,3877,3850,7064,4136,3716,4330,4960,6071,4897,5410,2520,5322,5125,6014,6046,5812,6101,6302,5447,5047,6229,6254,6196,6306,3549,4937,5430,6968,7027,6295,6371,6296,2561,2773,2564,5692,3513,3100,3450,3475,3479,3480,3641,4240,4378,6141,2560,5386,3098,3607,6961,6964,6985,7000,7067,2592,5169,6045,5228,6892,849,3639,2502,846,6935,6953,797,2514,6227,5189,6010,6235,5203,6950,6967,7007,7026,7033,7042,6324,5088,6308,5945,5985,6724,2683,2781,2525,2505,867,870,871,2499,773,1226,1429,1318,957,1096,1052,1665,1317,982,1054,917,1255,1541,1199,1069,1202,1143,1071,1055,1430,1156,1363,1612,1200,1470,1100,1540,1666,981,1495,926,1011,1102,1592,1000,2,1057,1519,935,1201,927,6,1627,1494,1227,1268,1105,1249,1760,1119,1166,1243,1031,1247,1425,1762,1641,1620,1167,1229,1307,1168,1242,1117,1032,1416,1576,1969,1162,1221,1575,929,1115,1092,1077,1329,716,961,976,1146,1308,1284,1423,1769,1282,1424,727,720,1606,723,719,1090,1687,1358,758,715,726,1147,759,1219,754,1340,1770,1968,755,1761,712,1275,1759,1228,1829,1276,1093,1536,709,1220,721,1359,753,1749,728,3,717,730,762,761,760]),
% 162.20/162.06 ['proof']).
% 162.20/162.06 % SZS output end Proof
% 162.20/162.06 % Total time :159.730000s
%------------------------------------------------------------------------------