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CSE---1.7.THM-CRf.s

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%------------------------------------------------------------------------------
% File     : CSE---1.7
% Problem  : SEU306+2 : TPTP v8.2.0. Released v3.3.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %d %s

% Computer : n020.cluster.edu
% Model    : x86_64 x86_64
% CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory   : 8042.1875MB
% OS       : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit  : 300s
% DateTime : Mon Jun 24 15:02:22 EDT 2024

% Result   : Theorem 3.46s 3.57s
% Output   : CNFRefutation 3.46s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.11/0.12  % Problem    : SEU306+2 : TPTP v8.2.0. Released v3.3.0.
% 0.11/0.12  % Command    : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %d %s
% 0.12/0.32  % Computer : n020.cluster.edu
% 0.12/0.32  % Model    : x86_64 x86_64
% 0.12/0.32  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.32  % Memory   : 8042.1875MB
% 0.12/0.32  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.12/0.33  % CPULimit   : 300
% 0.12/0.33  % WCLimit    : 300
% 0.12/0.33  % DateTime   : Fri Jun 21 15:17:39 EDT 2024
% 0.12/0.33  % CPUTime    : 
% 0.19/0.56  start to proof:theBenchmark
% 3.46/3.52  %-------------------------------------------
% 3.46/3.52  % File        :CSE---1.7
% 3.46/3.52  % Problem     :theBenchmark
% 3.46/3.52  % Transform   :cnf
% 3.46/3.52  % Format      :tptp:raw
% 3.46/3.52  % Command     :java -jar mcs_scs.jar %d %s
% 3.46/3.52  
% 3.46/3.52  % Result      :Theorem 1.250000s
% 3.46/3.52  % Output      :CNFRefutation 1.250000s
% 3.46/3.52  %-------------------------------------------
% 3.46/3.52  %------------------------------------------------------------------------------
% 3.46/3.52  % File     : SEU306+2 : TPTP v8.2.0. Released v3.3.0.
% 3.46/3.52  % Domain   : Set theory
% 3.46/3.52  % Problem  : MPTP chainy problem t12_pre_topc
% 3.46/3.52  % Version  : [Urb07] axioms : Especial.
% 3.46/3.53  % English  :
% 3.46/3.53  
% 3.46/3.53  % Refs     : [Ban01] Bancerek et al. (2001), On the Characterizations of Co
% 3.46/3.53  %          : [Urb07] Urban (2006), Email to G. Sutcliffe
% 3.46/3.53  % Source   : [Urb07]
% 3.46/3.53  % Names    : chainy-t12_pre_topc [Urb07]
% 3.46/3.53  
% 3.46/3.53  % Status   : Theorem
% 3.46/3.53  % Rating   : 0.08 v8.1.0, 0.03 v7.1.0, 0.04 v7.0.0, 0.03 v6.4.0, 0.08 v6.2.0, 0.12 v6.1.0, 0.27 v6.0.0, 0.26 v5.4.0, 0.32 v5.3.0, 0.41 v5.2.0, 0.30 v5.1.0, 0.33 v4.1.0, 0.30 v4.0.0, 0.33 v3.7.0, 0.25 v3.5.0, 0.26 v3.4.0, 0.37 v3.3.0
% 3.46/3.53  % Syntax   : Number of formulae    :  474 (  76 unt;   0 def)
% 3.46/3.53  %            Number of atoms       : 1895 ( 348 equ)
% 3.46/3.53  %            Maximal formula atoms :   49 (   3 avg)
% 3.46/3.53  %            Number of connectives : 1625 ( 204   ~;  13   |; 691   &)
% 3.46/3.53  %                                         ( 156 <=>; 561  =>;   0  <=;   0 <~>)
% 3.46/3.53  %            Maximal formula depth :   25 (   6 avg)
% 3.46/3.53  %            Maximal term depth    :    4 (   1 avg)
% 3.46/3.53  %            Number of predicates  :   58 (  56 usr;   1 prp; 0-3 aty)
% 3.46/3.53  %            Number of functors    :   49 (  49 usr;   2 con; 0-6 aty)
% 3.46/3.53  %            Number of variables   : 1223 (1081   !; 142   ?)
% 3.46/3.53  % SPC      : FOF_THM_RFO_SEQ
% 3.46/3.53  
% 3.46/3.53  % Comments : Translated by MPTP 0.2 from the original problem in the Mizar
% 3.46/3.53  %            library, www.mizar.org
% 3.46/3.53  %------------------------------------------------------------------------------
% 3.46/3.53  fof(antisymmetry_r2_hidden,axiom,
% 3.46/3.53      ! [A,B] :
% 3.46/3.53        ( in(A,B)
% 3.46/3.53       => ~ in(B,A) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(antisymmetry_r2_xboole_0,axiom,
% 3.46/3.53      ! [A,B] :
% 3.46/3.53        ( proper_subset(A,B)
% 3.46/3.53       => ~ proper_subset(B,A) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc10_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v1_membered(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,A)
% 3.46/3.53           => v1_xcmplx_0(B) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc11_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v2_membered(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,A)
% 3.46/3.53           => ( v1_xcmplx_0(B)
% 3.46/3.53              & v1_xreal_0(B) ) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc12_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v3_membered(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,A)
% 3.46/3.53           => ( v1_xcmplx_0(B)
% 3.46/3.53              & v1_xreal_0(B)
% 3.46/3.53              & v1_rat_1(B) ) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc13_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v4_membered(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,A)
% 3.46/3.53           => ( v1_xcmplx_0(B)
% 3.46/3.53              & v1_xreal_0(B)
% 3.46/3.53              & v1_int_1(B)
% 3.46/3.53              & v1_rat_1(B) ) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc14_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v5_membered(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,A)
% 3.46/3.53           => ( v1_xcmplx_0(B)
% 3.46/3.53              & natural(B)
% 3.46/3.53              & v1_xreal_0(B)
% 3.46/3.53              & v1_int_1(B)
% 3.46/3.53              & v1_rat_1(B) ) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc15_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( empty(A)
% 3.46/3.53       => ( v1_membered(A)
% 3.46/3.53          & v2_membered(A)
% 3.46/3.53          & v3_membered(A)
% 3.46/3.53          & v4_membered(A)
% 3.46/3.53          & v5_membered(A) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc16_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v1_membered(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,powerset(A))
% 3.46/3.53           => v1_membered(B) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc17_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v2_membered(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,powerset(A))
% 3.46/3.53           => ( v1_membered(B)
% 3.46/3.53              & v2_membered(B) ) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc18_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v3_membered(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,powerset(A))
% 3.46/3.53           => ( v1_membered(B)
% 3.46/3.53              & v2_membered(B)
% 3.46/3.53              & v3_membered(B) ) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc19_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v4_membered(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,powerset(A))
% 3.46/3.53           => ( v1_membered(B)
% 3.46/3.53              & v2_membered(B)
% 3.46/3.53              & v3_membered(B)
% 3.46/3.53              & v4_membered(B) ) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc1_arytm_3,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( ordinal(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,A)
% 3.46/3.53           => ( epsilon_transitive(B)
% 3.46/3.53              & epsilon_connected(B)
% 3.46/3.53              & ordinal(B) ) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc1_finset_1,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( empty(A)
% 3.46/3.53       => finite(A) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc1_finsub_1,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( preboolean(A)
% 3.46/3.53       => ( cup_closed(A)
% 3.46/3.53          & diff_closed(A) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc1_funct_1,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( empty(A)
% 3.46/3.53       => function(A) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc1_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v5_membered(A)
% 3.46/3.53       => v4_membered(A) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc1_ordinal1,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( ordinal(A)
% 3.46/3.53       => ( epsilon_transitive(A)
% 3.46/3.53          & epsilon_connected(A) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc1_relat_1,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( empty(A)
% 3.46/3.53       => relation(A) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc1_relset_1,axiom,
% 3.46/3.53      ! [A,B,C] :
% 3.46/3.53        ( element(C,powerset(cartesian_product2(A,B)))
% 3.46/3.53       => relation(C) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc20_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v5_membered(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,powerset(A))
% 3.46/3.53           => ( v1_membered(B)
% 3.46/3.53              & v2_membered(B)
% 3.46/3.53              & v3_membered(B)
% 3.46/3.53              & v4_membered(B)
% 3.46/3.53              & v5_membered(B) ) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc2_arytm_3,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( ( empty(A)
% 3.46/3.53          & ordinal(A) )
% 3.46/3.53       => ( epsilon_transitive(A)
% 3.46/3.53          & epsilon_connected(A)
% 3.46/3.53          & ordinal(A)
% 3.46/3.53          & natural(A) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc2_finset_1,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( finite(A)
% 3.46/3.53       => ! [B] :
% 3.46/3.53            ( element(B,powerset(A))
% 3.46/3.53           => finite(B) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc2_finsub_1,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( ( cup_closed(A)
% 3.46/3.53          & diff_closed(A) )
% 3.46/3.53       => preboolean(A) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc2_funct_1,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( ( relation(A)
% 3.46/3.53          & empty(A)
% 3.46/3.53          & function(A) )
% 3.46/3.53       => ( relation(A)
% 3.46/3.53          & function(A)
% 3.46/3.53          & one_to_one(A) ) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc2_membered,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( v4_membered(A)
% 3.46/3.53       => v3_membered(A) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc2_ordinal1,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( ( epsilon_transitive(A)
% 3.46/3.53          & epsilon_connected(A) )
% 3.46/3.53       => ordinal(A) ) ).
% 3.46/3.53  
% 3.46/3.53  fof(cc3_arytm_3,axiom,
% 3.46/3.53      ! [A] :
% 3.46/3.53        ( element(A,omega)
% 3.46/3.53       => ( epsilon_transitive(A)
% 3.46/3.53          & epsilon_connected(A)
% 3.46/3.54          & ordinal(A)
% 3.46/3.54          & natural(A) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(cc3_membered,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( v3_membered(A)
% 3.46/3.54       => v2_membered(A) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(cc3_ordinal1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( empty(A)
% 3.46/3.54       => ( epsilon_transitive(A)
% 3.46/3.54          & epsilon_connected(A)
% 3.46/3.54          & ordinal(A) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(cc4_membered,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( v2_membered(A)
% 3.46/3.54       => v1_membered(A) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(commutativity_k2_tarski,axiom,
% 3.46/3.54      ! [A,B] : unordered_pair(A,B) = unordered_pair(B,A) ).
% 3.46/3.54  
% 3.46/3.54  fof(commutativity_k2_xboole_0,axiom,
% 3.46/3.54      ! [A,B] : set_union2(A,B) = set_union2(B,A) ).
% 3.46/3.54  
% 3.46/3.54  fof(commutativity_k3_lattices,axiom,
% 3.46/3.54      ! [A,B,C] :
% 3.46/3.54        ( ( ~ empty_carrier(A)
% 3.46/3.54          & join_commutative(A)
% 3.46/3.54          & join_semilatt_str(A)
% 3.46/3.54          & element(B,the_carrier(A))
% 3.46/3.54          & element(C,the_carrier(A)) )
% 3.46/3.54       => join_commut(A,B,C) = join_commut(A,C,B) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(commutativity_k3_xboole_0,axiom,
% 3.46/3.54      ! [A,B] : set_intersection2(A,B) = set_intersection2(B,A) ).
% 3.46/3.54  
% 3.46/3.54  fof(commutativity_k4_lattices,axiom,
% 3.46/3.54      ! [A,B,C] :
% 3.46/3.54        ( ( ~ empty_carrier(A)
% 3.46/3.54          & meet_commutative(A)
% 3.46/3.54          & meet_semilatt_str(A)
% 3.46/3.54          & element(B,the_carrier(A))
% 3.46/3.54          & element(C,the_carrier(A)) )
% 3.46/3.54       => meet_commut(A,B,C) = meet_commut(A,C,B) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(connectedness_r1_ordinal1,axiom,
% 3.46/3.54      ! [A,B] :
% 3.46/3.54        ( ( ordinal(A)
% 3.46/3.54          & ordinal(B) )
% 3.46/3.54       => ( ordinal_subset(A,B)
% 3.46/3.54          | ordinal_subset(B,A) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d10_relat_1,axiom,
% 3.46/3.54      ! [A,B] :
% 3.46/3.54        ( relation(B)
% 3.46/3.54       => ( B = identity_relation(A)
% 3.46/3.54        <=> ! [C,D] :
% 3.46/3.54              ( in(ordered_pair(C,D),B)
% 3.46/3.54            <=> ( in(C,A)
% 3.46/3.54                & C = D ) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d10_xboole_0,axiom,
% 3.46/3.54      ! [A,B] :
% 3.46/3.54        ( A = B
% 3.46/3.54      <=> ( subset(A,B)
% 3.46/3.54          & subset(B,A) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d11_relat_1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( relation(A)
% 3.46/3.54       => ! [B,C] :
% 3.46/3.54            ( relation(C)
% 3.46/3.54           => ( C = relation_dom_restriction(A,B)
% 3.46/3.54            <=> ! [D,E] :
% 3.46/3.54                  ( in(ordered_pair(D,E),C)
% 3.46/3.54                <=> ( in(D,B)
% 3.46/3.54                    & in(ordered_pair(D,E),A) ) ) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d12_funct_1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( ( relation(A)
% 3.46/3.54          & function(A) )
% 3.46/3.54       => ! [B,C] :
% 3.46/3.54            ( C = relation_image(A,B)
% 3.46/3.54          <=> ! [D] :
% 3.46/3.54                ( in(D,C)
% 3.46/3.54              <=> ? [E] :
% 3.46/3.54                    ( in(E,relation_dom(A))
% 3.46/3.54                    & in(E,B)
% 3.46/3.54                    & D = apply(A,E) ) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d12_relat_1,axiom,
% 3.46/3.54      ! [A,B] :
% 3.46/3.54        ( relation(B)
% 3.46/3.54       => ! [C] :
% 3.46/3.54            ( relation(C)
% 3.46/3.54           => ( C = relation_rng_restriction(A,B)
% 3.46/3.54            <=> ! [D,E] :
% 3.46/3.54                  ( in(ordered_pair(D,E),C)
% 3.46/3.54                <=> ( in(E,A)
% 3.46/3.54                    & in(ordered_pair(D,E),B) ) ) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d12_relat_2,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( relation(A)
% 3.46/3.54       => ( antisymmetric(A)
% 3.46/3.54        <=> is_antisymmetric_in(A,relation_field(A)) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d13_funct_1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( ( relation(A)
% 3.46/3.54          & function(A) )
% 3.46/3.54       => ! [B,C] :
% 3.46/3.54            ( C = relation_inverse_image(A,B)
% 3.46/3.54          <=> ! [D] :
% 3.46/3.54                ( in(D,C)
% 3.46/3.54              <=> ( in(D,relation_dom(A))
% 3.46/3.54                  & in(apply(A,D),B) ) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d13_relat_1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( relation(A)
% 3.46/3.54       => ! [B,C] :
% 3.46/3.54            ( C = relation_image(A,B)
% 3.46/3.54          <=> ! [D] :
% 3.46/3.54                ( in(D,C)
% 3.46/3.54              <=> ? [E] :
% 3.46/3.54                    ( in(ordered_pair(E,D),A)
% 3.46/3.54                    & in(E,B) ) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d14_relat_1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( relation(A)
% 3.46/3.54       => ! [B,C] :
% 3.46/3.54            ( C = relation_inverse_image(A,B)
% 3.46/3.54          <=> ! [D] :
% 3.46/3.54                ( in(D,C)
% 3.46/3.54              <=> ? [E] :
% 3.46/3.54                    ( in(ordered_pair(D,E),A)
% 3.46/3.54                    & in(E,B) ) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d14_relat_2,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( relation(A)
% 3.46/3.54       => ( connected(A)
% 3.46/3.54        <=> is_connected_in(A,relation_field(A)) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d16_relat_2,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( relation(A)
% 3.46/3.54       => ( transitive(A)
% 3.46/3.54        <=> is_transitive_in(A,relation_field(A)) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_enumset1,axiom,
% 3.46/3.54      ! [A,B,C,D] :
% 3.46/3.54        ( D = unordered_triple(A,B,C)
% 3.46/3.54      <=> ! [E] :
% 3.46/3.54            ( in(E,D)
% 3.46/3.54          <=> ~ ( E != A
% 3.46/3.54                & E != B
% 3.46/3.54                & E != C ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_finset_1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( finite(A)
% 3.46/3.54      <=> ? [B] :
% 3.46/3.54            ( relation(B)
% 3.46/3.54            & function(B)
% 3.46/3.54            & relation_rng(B) = A
% 3.46/3.54            & in(relation_dom(B),omega) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_funct_1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( function(A)
% 3.46/3.54      <=> ! [B,C,D] :
% 3.46/3.54            ( ( in(ordered_pair(B,C),A)
% 3.46/3.54              & in(ordered_pair(B,D),A) )
% 3.46/3.54           => C = D ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_funct_2,axiom,
% 3.46/3.54      ! [A,B,C] :
% 3.46/3.54        ( relation_of2_as_subset(C,A,B)
% 3.46/3.54       => ( ( ( B = empty_set
% 3.46/3.54             => A = empty_set )
% 3.46/3.54           => ( quasi_total(C,A,B)
% 3.46/3.54            <=> A = relation_dom_as_subset(A,B,C) ) )
% 3.46/3.54          & ( B = empty_set
% 3.46/3.54           => ( A = empty_set
% 3.46/3.54              | ( quasi_total(C,A,B)
% 3.46/3.54              <=> C = empty_set ) ) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_lattices,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( ( ~ empty_carrier(A)
% 3.46/3.54          & join_semilatt_str(A) )
% 3.46/3.54       => ! [B] :
% 3.46/3.54            ( element(B,the_carrier(A))
% 3.46/3.54           => ! [C] :
% 3.46/3.54                ( element(C,the_carrier(A))
% 3.46/3.54               => join(A,B,C) = apply_binary_as_element(the_carrier(A),the_carrier(A),the_carrier(A),the_L_join(A),B,C) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_mcart_1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( ? [B,C] : A = ordered_pair(B,C)
% 3.46/3.54       => ! [B] :
% 3.46/3.54            ( B = pair_first(A)
% 3.46/3.54          <=> ! [C,D] :
% 3.46/3.54                ( A = ordered_pair(C,D)
% 3.46/3.54               => B = C ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_ordinal1,axiom,
% 3.46/3.54      ! [A] : succ(A) = set_union2(A,singleton(A)) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_relat_1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( relation(A)
% 3.46/3.54      <=> ! [B] :
% 3.46/3.54            ~ ( in(B,A)
% 3.46/3.54              & ! [C,D] : B != ordered_pair(C,D) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_relat_2,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( relation(A)
% 3.46/3.54       => ! [B] :
% 3.46/3.54            ( is_reflexive_in(A,B)
% 3.46/3.54          <=> ! [C] :
% 3.46/3.54                ( in(C,B)
% 3.46/3.54               => in(ordered_pair(C,C),A) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_relset_1,axiom,
% 3.46/3.54      ! [A,B,C] :
% 3.46/3.54        ( relation_of2(C,A,B)
% 3.46/3.54      <=> subset(C,cartesian_product2(A,B)) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_setfam_1,axiom,
% 3.46/3.54      ! [A,B] :
% 3.46/3.54        ( ( A != empty_set
% 3.46/3.54         => ( B = set_meet(A)
% 3.46/3.54          <=> ! [C] :
% 3.46/3.54                ( in(C,B)
% 3.46/3.54              <=> ! [D] :
% 3.46/3.54                    ( in(D,A)
% 3.46/3.54                   => in(C,D) ) ) ) )
% 3.46/3.54        & ( A = empty_set
% 3.46/3.54         => ( B = set_meet(A)
% 3.46/3.54          <=> B = empty_set ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_tarski,axiom,
% 3.46/3.54      ! [A,B] :
% 3.46/3.54        ( B = singleton(A)
% 3.46/3.54      <=> ! [C] :
% 3.46/3.54            ( in(C,B)
% 3.46/3.54          <=> C = A ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_wellord1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( relation(A)
% 3.46/3.54       => ! [B,C] :
% 3.46/3.54            ( C = fiber(A,B)
% 3.46/3.54          <=> ! [D] :
% 3.46/3.54                ( in(D,C)
% 3.46/3.54              <=> ( D != B
% 3.46/3.54                  & in(ordered_pair(D,B),A) ) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_wellord2,axiom,
% 3.46/3.54      ! [A,B] :
% 3.46/3.54        ( relation(B)
% 3.46/3.54       => ( B = inclusion_relation(A)
% 3.46/3.54        <=> ( relation_field(B) = A
% 3.46/3.54            & ! [C,D] :
% 3.46/3.54                ( ( in(C,A)
% 3.46/3.54                  & in(D,A) )
% 3.46/3.54               => ( in(ordered_pair(C,D),B)
% 3.46/3.54                <=> subset(C,D) ) ) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_xboole_0,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( A = empty_set
% 3.46/3.54      <=> ! [B] : ~ in(B,A) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d1_zfmisc_1,axiom,
% 3.46/3.54      ! [A,B] :
% 3.46/3.54        ( B = powerset(A)
% 3.46/3.54      <=> ! [C] :
% 3.46/3.54            ( in(C,B)
% 3.46/3.54          <=> subset(C,A) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d2_lattices,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( ( ~ empty_carrier(A)
% 3.46/3.54          & meet_semilatt_str(A) )
% 3.46/3.54       => ! [B] :
% 3.46/3.54            ( element(B,the_carrier(A))
% 3.46/3.54           => ! [C] :
% 3.46/3.54                ( element(C,the_carrier(A))
% 3.46/3.54               => meet(A,B,C) = apply_binary_as_element(the_carrier(A),the_carrier(A),the_carrier(A),the_L_meet(A),B,C) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d2_mcart_1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( ? [B,C] : A = ordered_pair(B,C)
% 3.46/3.54       => ! [B] :
% 3.46/3.54            ( B = pair_second(A)
% 3.46/3.54          <=> ! [C,D] :
% 3.46/3.54                ( A = ordered_pair(C,D)
% 3.46/3.54               => B = D ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d2_ordinal1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( epsilon_transitive(A)
% 3.46/3.54      <=> ! [B] :
% 3.46/3.54            ( in(B,A)
% 3.46/3.54           => subset(B,A) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d2_relat_1,axiom,
% 3.46/3.54      ! [A] :
% 3.46/3.54        ( relation(A)
% 3.46/3.54       => ! [B] :
% 3.46/3.54            ( relation(B)
% 3.46/3.54           => ( A = B
% 3.46/3.54            <=> ! [C,D] :
% 3.46/3.54                  ( in(ordered_pair(C,D),A)
% 3.46/3.54                <=> in(ordered_pair(C,D),B) ) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d2_subset_1,axiom,
% 3.46/3.54      ! [A,B] :
% 3.46/3.54        ( ( ~ empty(A)
% 3.46/3.54         => ( element(B,A)
% 3.46/3.54          <=> in(B,A) ) )
% 3.46/3.54        & ( empty(A)
% 3.46/3.54         => ( element(B,A)
% 3.46/3.54          <=> empty(B) ) ) ) ).
% 3.46/3.54  
% 3.46/3.54  fof(d2_tarski,axiom,
% 3.46/3.54      ! [A,B,C] :
% 3.46/3.55        ( C = unordered_pair(A,B)
% 3.46/3.55      <=> ! [D] :
% 3.46/3.55            ( in(D,C)
% 3.46/3.55          <=> ( D = A
% 3.46/3.55              | D = B ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d2_wellord1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ( well_founded_relation(A)
% 3.46/3.55        <=> ! [B] :
% 3.46/3.55              ~ ( subset(B,relation_field(A))
% 3.46/3.55                & B != empty_set
% 3.46/3.55                & ! [C] :
% 3.46/3.55                    ~ ( in(C,B)
% 3.46/3.55                      & disjoint(fiber(A,C),B) ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d2_xboole_0,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( C = set_union2(A,B)
% 3.46/3.55      <=> ! [D] :
% 3.46/3.55            ( in(D,C)
% 3.46/3.55          <=> ( in(D,A)
% 3.46/3.55              | in(D,B) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d2_zfmisc_1,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( C = cartesian_product2(A,B)
% 3.46/3.55      <=> ! [D] :
% 3.46/3.55            ( in(D,C)
% 3.46/3.55          <=> ? [E,F] :
% 3.46/3.55                ( in(E,A)
% 3.46/3.55                & in(F,B)
% 3.46/3.55                & D = ordered_pair(E,F) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d3_lattices,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( ( ~ empty_carrier(A)
% 3.46/3.55          & join_semilatt_str(A) )
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( element(B,the_carrier(A))
% 3.46/3.55           => ! [C] :
% 3.46/3.55                ( element(C,the_carrier(A))
% 3.46/3.55               => ( below(A,B,C)
% 3.46/3.55                <=> join(A,B,C) = C ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d3_ordinal1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( epsilon_connected(A)
% 3.46/3.55      <=> ! [B,C] :
% 3.46/3.55            ~ ( in(B,A)
% 3.46/3.55              & in(C,A)
% 3.46/3.55              & ~ in(B,C)
% 3.46/3.55              & B != C
% 3.46/3.55              & ~ in(C,B) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d3_pre_topc,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( one_sorted_str(A)
% 3.46/3.55       => cast_as_carrier_subset(A) = the_carrier(A) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d3_relat_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( relation(B)
% 3.46/3.55           => ( subset(A,B)
% 3.46/3.55            <=> ! [C,D] :
% 3.46/3.55                  ( in(ordered_pair(C,D),A)
% 3.46/3.55                 => in(ordered_pair(C,D),B) ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d3_tarski,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( subset(A,B)
% 3.46/3.55      <=> ! [C] :
% 3.46/3.55            ( in(C,A)
% 3.46/3.55           => in(C,B) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d3_wellord1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( is_well_founded_in(A,B)
% 3.46/3.55          <=> ! [C] :
% 3.46/3.55                ~ ( subset(C,B)
% 3.46/3.55                  & C != empty_set
% 3.46/3.55                  & ! [D] :
% 3.46/3.55                      ~ ( in(D,C)
% 3.46/3.55                        & disjoint(fiber(A,D),C) ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d3_xboole_0,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( C = set_intersection2(A,B)
% 3.46/3.55      <=> ! [D] :
% 3.46/3.55            ( in(D,C)
% 3.46/3.55          <=> ( in(D,A)
% 3.46/3.55              & in(D,B) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d4_funct_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( ( relation(A)
% 3.46/3.55          & function(A) )
% 3.46/3.55       => ! [B,C] :
% 3.46/3.55            ( ( in(B,relation_dom(A))
% 3.46/3.55             => ( C = apply(A,B)
% 3.46/3.55              <=> in(ordered_pair(B,C),A) ) )
% 3.46/3.55            & ( ~ in(B,relation_dom(A))
% 3.46/3.55             => ( C = apply(A,B)
% 3.46/3.55              <=> C = empty_set ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d4_ordinal1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( ordinal(A)
% 3.46/3.55      <=> ( epsilon_transitive(A)
% 3.46/3.55          & epsilon_connected(A) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d4_relat_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( B = relation_dom(A)
% 3.46/3.55          <=> ! [C] :
% 3.46/3.55                ( in(C,B)
% 3.46/3.55              <=> ? [D] : in(ordered_pair(C,D),A) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d4_relat_2,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( is_antisymmetric_in(A,B)
% 3.46/3.55          <=> ! [C,D] :
% 3.46/3.55                ( ( in(C,B)
% 3.46/3.55                  & in(D,B)
% 3.46/3.55                  & in(ordered_pair(C,D),A)
% 3.46/3.55                  & in(ordered_pair(D,C),A) )
% 3.46/3.55               => C = D ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d4_subset_1,axiom,
% 3.46/3.55      ! [A] : cast_to_subset(A) = A ).
% 3.46/3.55  
% 3.46/3.55  fof(d4_tarski,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( B = union(A)
% 3.46/3.55      <=> ! [C] :
% 3.46/3.55            ( in(C,B)
% 3.46/3.55          <=> ? [D] :
% 3.46/3.55                ( in(C,D)
% 3.46/3.55                & in(D,A) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d4_wellord1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ( well_ordering(A)
% 3.46/3.55        <=> ( reflexive(A)
% 3.46/3.55            & transitive(A)
% 3.46/3.55            & antisymmetric(A)
% 3.46/3.55            & connected(A)
% 3.46/3.55            & well_founded_relation(A) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d4_wellord2,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( equipotent(A,B)
% 3.46/3.55      <=> ? [C] :
% 3.46/3.55            ( relation(C)
% 3.46/3.55            & function(C)
% 3.46/3.55            & one_to_one(C)
% 3.46/3.55            & relation_dom(C) = A
% 3.46/3.55            & relation_rng(C) = B ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d4_xboole_0,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( C = set_difference(A,B)
% 3.46/3.55      <=> ! [D] :
% 3.46/3.55            ( in(D,C)
% 3.46/3.55          <=> ( in(D,A)
% 3.46/3.55              & ~ in(D,B) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d5_funct_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( ( relation(A)
% 3.46/3.55          & function(A) )
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( B = relation_rng(A)
% 3.46/3.55          <=> ! [C] :
% 3.46/3.55                ( in(C,B)
% 3.46/3.55              <=> ? [D] :
% 3.46/3.55                    ( in(D,relation_dom(A))
% 3.46/3.55                    & C = apply(A,D) ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d5_ordinal2,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( A = omega
% 3.46/3.55      <=> ( in(empty_set,A)
% 3.46/3.55          & being_limit_ordinal(A)
% 3.46/3.55          & ordinal(A)
% 3.46/3.55          & ! [B] :
% 3.46/3.55              ( ordinal(B)
% 3.46/3.55             => ( ( in(empty_set,B)
% 3.46/3.55                  & being_limit_ordinal(B) )
% 3.46/3.55               => subset(A,B) ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d5_relat_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( B = relation_rng(A)
% 3.46/3.55          <=> ! [C] :
% 3.46/3.55                ( in(C,B)
% 3.46/3.55              <=> ? [D] : in(ordered_pair(D,C),A) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d5_subset_1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( element(B,powerset(A))
% 3.46/3.55       => subset_complement(A,B) = set_difference(A,B) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d5_tarski,axiom,
% 3.46/3.55      ! [A,B] : ordered_pair(A,B) = unordered_pair(unordered_pair(A,B),singleton(A)) ).
% 3.46/3.55  
% 3.46/3.55  fof(d5_wellord1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( well_orders(A,B)
% 3.46/3.55          <=> ( is_reflexive_in(A,B)
% 3.46/3.55              & is_transitive_in(A,B)
% 3.46/3.55              & is_antisymmetric_in(A,B)
% 3.46/3.55              & is_connected_in(A,B)
% 3.46/3.55              & is_well_founded_in(A,B) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d6_ordinal1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( being_limit_ordinal(A)
% 3.46/3.55      <=> A = union(A) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d6_relat_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => relation_field(A) = set_union2(relation_dom(A),relation_rng(A)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d6_relat_2,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( is_connected_in(A,B)
% 3.46/3.55          <=> ! [C,D] :
% 3.46/3.55                ~ ( in(C,B)
% 3.46/3.55                  & in(D,B)
% 3.46/3.55                  & C != D
% 3.46/3.55                  & ~ in(ordered_pair(C,D),A)
% 3.46/3.55                  & ~ in(ordered_pair(D,C),A) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d6_wellord1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] : relation_restriction(A,B) = set_intersection2(A,cartesian_product2(B,B)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d7_relat_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( relation(B)
% 3.46/3.55           => ( B = relation_inverse(A)
% 3.46/3.55            <=> ! [C,D] :
% 3.46/3.55                  ( in(ordered_pair(C,D),B)
% 3.46/3.55                <=> in(ordered_pair(D,C),A) ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d7_wellord1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( relation(B)
% 3.46/3.55           => ! [C] :
% 3.46/3.55                ( ( relation(C)
% 3.46/3.55                  & function(C) )
% 3.46/3.55               => ( relation_isomorphism(A,B,C)
% 3.46/3.55                <=> ( relation_dom(C) = relation_field(A)
% 3.46/3.55                    & relation_rng(C) = relation_field(B)
% 3.46/3.55                    & one_to_one(C)
% 3.46/3.55                    & ! [D,E] :
% 3.46/3.55                        ( in(ordered_pair(D,E),A)
% 3.46/3.55                      <=> ( in(D,relation_field(A))
% 3.46/3.55                          & in(E,relation_field(A))
% 3.46/3.55                          & in(ordered_pair(apply(C,D),apply(C,E)),B) ) ) ) ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d7_xboole_0,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( disjoint(A,B)
% 3.46/3.55      <=> set_intersection2(A,B) = empty_set ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d8_funct_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( ( relation(A)
% 3.46/3.55          & function(A) )
% 3.46/3.55       => ( one_to_one(A)
% 3.46/3.55        <=> ! [B,C] :
% 3.46/3.55              ( ( in(B,relation_dom(A))
% 3.46/3.55                & in(C,relation_dom(A))
% 3.46/3.55                & apply(A,B) = apply(A,C) )
% 3.46/3.55             => B = C ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d8_lattices,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( ( ~ empty_carrier(A)
% 3.46/3.55          & latt_str(A) )
% 3.46/3.55       => ( meet_absorbing(A)
% 3.46/3.55        <=> ! [B] :
% 3.46/3.55              ( element(B,the_carrier(A))
% 3.46/3.55             => ! [C] :
% 3.46/3.55                  ( element(C,the_carrier(A))
% 3.46/3.55                 => join(A,meet(A,B,C),C) = C ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d8_relat_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( relation(B)
% 3.46/3.55           => ! [C] :
% 3.46/3.55                ( relation(C)
% 3.46/3.55               => ( C = relation_composition(A,B)
% 3.46/3.55                <=> ! [D,E] :
% 3.46/3.55                      ( in(ordered_pair(D,E),C)
% 3.46/3.55                    <=> ? [F] :
% 3.46/3.55                          ( in(ordered_pair(D,F),A)
% 3.46/3.55                          & in(ordered_pair(F,E),B) ) ) ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d8_relat_2,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ! [B] :
% 3.46/3.55            ( is_transitive_in(A,B)
% 3.46/3.55          <=> ! [C,D,E] :
% 3.46/3.55                ( ( in(C,B)
% 3.46/3.55                  & in(D,B)
% 3.46/3.55                  & in(E,B)
% 3.46/3.55                  & in(ordered_pair(C,D),A)
% 3.46/3.55                  & in(ordered_pair(D,E),A) )
% 3.46/3.55               => in(ordered_pair(C,E),A) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d8_setfam_1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( element(B,powerset(powerset(A)))
% 3.46/3.55       => ! [C] :
% 3.46/3.55            ( element(C,powerset(powerset(A)))
% 3.46/3.55           => ( C = complements_of_subsets(A,B)
% 3.46/3.55            <=> ! [D] :
% 3.46/3.55                  ( element(D,powerset(A))
% 3.46/3.55                 => ( in(D,C)
% 3.46/3.55                  <=> in(subset_complement(A,D),B) ) ) ) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d8_xboole_0,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( proper_subset(A,B)
% 3.46/3.55      <=> ( subset(A,B)
% 3.46/3.55          & A != B ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d9_funct_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( ( relation(A)
% 3.46/3.55          & function(A) )
% 3.46/3.55       => ( one_to_one(A)
% 3.46/3.55         => function_inverse(A) = relation_inverse(A) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(d9_relat_2,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => ( reflexive(A)
% 3.46/3.55        <=> is_reflexive_in(A,relation_field(A)) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k10_relat_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_binop_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_enumset1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_funct_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_lattices,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( ( ~ empty_carrier(A)
% 3.46/3.55          & join_semilatt_str(A)
% 3.46/3.55          & element(B,the_carrier(A))
% 3.46/3.55          & element(C,the_carrier(A)) )
% 3.46/3.55       => element(join(A,B,C),the_carrier(A)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_mcart_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_ordinal1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_relat_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_setfam_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_tarski,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_wellord1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_wellord2,axiom,
% 3.46/3.55      ! [A] : relation(inclusion_relation(A)) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_xboole_0,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k1_zfmisc_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k2_binop_1,axiom,
% 3.46/3.55      ! [A,B,C,D,E,F] :
% 3.46/3.55        ( ( ~ empty(A)
% 3.46/3.55          & ~ empty(B)
% 3.46/3.55          & function(D)
% 3.46/3.55          & quasi_total(D,cartesian_product2(A,B),C)
% 3.46/3.55          & relation_of2(D,cartesian_product2(A,B),C)
% 3.46/3.55          & element(E,A)
% 3.46/3.55          & element(F,B) )
% 3.46/3.55       => element(apply_binary_as_element(A,B,C,D,E,F),C) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k2_funct_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( ( relation(A)
% 3.46/3.55          & function(A) )
% 3.46/3.55       => ( relation(function_inverse(A))
% 3.46/3.55          & function(function_inverse(A)) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k2_lattices,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( ( ~ empty_carrier(A)
% 3.46/3.55          & meet_semilatt_str(A)
% 3.46/3.55          & element(B,the_carrier(A))
% 3.46/3.55          & element(C,the_carrier(A)) )
% 3.46/3.55       => element(meet(A,B,C),the_carrier(A)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k2_mcart_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k2_pre_topc,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( one_sorted_str(A)
% 3.46/3.55       => element(cast_as_carrier_subset(A),powerset(the_carrier(A))) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k2_relat_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k2_subset_1,axiom,
% 3.46/3.55      ! [A] : element(cast_to_subset(A),powerset(A)) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k2_tarski,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k2_wellord1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => relation(relation_restriction(A,B)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k2_xboole_0,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k2_zfmisc_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k3_lattices,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( ( ~ empty_carrier(A)
% 3.46/3.55          & join_commutative(A)
% 3.46/3.55          & join_semilatt_str(A)
% 3.46/3.55          & element(B,the_carrier(A))
% 3.46/3.55          & element(C,the_carrier(A)) )
% 3.46/3.55       => element(join_commut(A,B,C),the_carrier(A)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k3_relat_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k3_subset_1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( element(B,powerset(A))
% 3.46/3.55       => element(subset_complement(A,B),powerset(A)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k3_tarski,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k3_xboole_0,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k4_lattices,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( ( ~ empty_carrier(A)
% 3.46/3.55          & meet_commutative(A)
% 3.46/3.55          & meet_semilatt_str(A)
% 3.46/3.55          & element(B,the_carrier(A))
% 3.46/3.55          & element(C,the_carrier(A)) )
% 3.46/3.55       => element(meet_commut(A,B,C),the_carrier(A)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k4_relat_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => relation(relation_inverse(A)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k4_relset_1,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( relation_of2(C,A,B)
% 3.46/3.55       => element(relation_dom_as_subset(A,B,C),powerset(A)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k4_tarski,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k4_xboole_0,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k5_ordinal2,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k5_relat_1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( ( relation(A)
% 3.46/3.55          & relation(B) )
% 3.46/3.55       => relation(relation_composition(A,B)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k5_relset_1,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( relation_of2(C,A,B)
% 3.46/3.55       => element(relation_rng_as_subset(A,B,C),powerset(B)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k5_setfam_1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( element(B,powerset(powerset(A)))
% 3.46/3.55       => element(union_of_subsets(A,B),powerset(A)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k6_relat_1,axiom,
% 3.46/3.55      ! [A] : relation(identity_relation(A)) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k6_setfam_1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( element(B,powerset(powerset(A)))
% 3.46/3.55       => element(meet_of_subsets(A,B),powerset(A)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k6_subset_1,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( ( element(B,powerset(A))
% 3.46/3.55          & element(C,powerset(A)) )
% 3.46/3.55       => element(subset_difference(A,B,C),powerset(A)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k7_relat_1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( relation(A)
% 3.46/3.55       => relation(relation_dom_restriction(A,B)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k7_setfam_1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( element(B,powerset(powerset(A)))
% 3.46/3.55       => element(complements_of_subsets(A,B),powerset(powerset(A))) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k8_relat_1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55        ( relation(B)
% 3.46/3.55       => relation(relation_rng_restriction(A,B)) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_k9_relat_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_l1_lattices,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( meet_semilatt_str(A)
% 3.46/3.55       => one_sorted_str(A) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_l1_struct_0,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_l2_lattices,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( join_semilatt_str(A)
% 3.46/3.55       => one_sorted_str(A) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_l3_lattices,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( latt_str(A)
% 3.46/3.55       => ( meet_semilatt_str(A)
% 3.46/3.55          & join_semilatt_str(A) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_m1_relset_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_m1_subset_1,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_m2_relset_1,axiom,
% 3.46/3.55      ! [A,B,C] :
% 3.46/3.55        ( relation_of2_as_subset(C,A,B)
% 3.46/3.55       => element(C,powerset(cartesian_product2(A,B))) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_u1_lattices,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( meet_semilatt_str(A)
% 3.46/3.55       => ( function(the_L_meet(A))
% 3.46/3.55          & quasi_total(the_L_meet(A),cartesian_product2(the_carrier(A),the_carrier(A)),the_carrier(A))
% 3.46/3.55          & relation_of2_as_subset(the_L_meet(A),cartesian_product2(the_carrier(A),the_carrier(A)),the_carrier(A)) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_u1_struct_0,axiom,
% 3.46/3.55      $true ).
% 3.46/3.55  
% 3.46/3.55  fof(dt_u2_lattices,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55        ( join_semilatt_str(A)
% 3.46/3.55       => ( function(the_L_join(A))
% 3.46/3.55          & quasi_total(the_L_join(A),cartesian_product2(the_carrier(A),the_carrier(A)),the_carrier(A))
% 3.46/3.55          & relation_of2_as_subset(the_L_join(A),cartesian_product2(the_carrier(A),the_carrier(A)),the_carrier(A)) ) ) ).
% 3.46/3.55  
% 3.46/3.55  fof(existence_l1_lattices,axiom,
% 3.46/3.55      ? [A] : meet_semilatt_str(A) ).
% 3.46/3.55  
% 3.46/3.55  fof(existence_l1_struct_0,axiom,
% 3.46/3.55      ? [A] : one_sorted_str(A) ).
% 3.46/3.55  
% 3.46/3.55  fof(existence_l2_lattices,axiom,
% 3.46/3.55      ? [A] : join_semilatt_str(A) ).
% 3.46/3.55  
% 3.46/3.55  fof(existence_l3_lattices,axiom,
% 3.46/3.55      ? [A] : latt_str(A) ).
% 3.46/3.55  
% 3.46/3.55  fof(existence_m1_relset_1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.55      ? [C] : relation_of2(C,A,B) ).
% 3.46/3.55  
% 3.46/3.55  fof(existence_m1_subset_1,axiom,
% 3.46/3.55      ! [A] :
% 3.46/3.55      ? [B] : element(B,A) ).
% 3.46/3.55  
% 3.46/3.55  fof(existence_m2_relset_1,axiom,
% 3.46/3.55      ! [A,B] :
% 3.46/3.56      ? [C] : relation_of2_as_subset(C,A,B) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc10_finset_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( finite(B)
% 3.46/3.56       => finite(set_intersection2(A,B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc10_relat_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( empty(A)
% 3.46/3.56          & relation(B) )
% 3.46/3.56       => ( empty(relation_composition(B,A))
% 3.46/3.56          & relation(relation_composition(B,A)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc11_finset_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( finite(A)
% 3.46/3.56       => finite(set_intersection2(A,B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc11_relat_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( empty(A)
% 3.46/3.56       => ( empty(relation_inverse(A))
% 3.46/3.56          & relation(relation_inverse(A)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc12_finset_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( finite(A)
% 3.46/3.56       => finite(set_difference(A,B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc12_relat_1,axiom,
% 3.46/3.56      ( empty(empty_set)
% 3.46/3.56      & relation(empty_set)
% 3.46/3.56      & relation_empty_yielding(empty_set) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc13_finset_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( relation(A)
% 3.46/3.56          & function(A)
% 3.46/3.56          & finite(B) )
% 3.46/3.56       => finite(relation_image(A,B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc13_relat_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( relation(A)
% 3.46/3.56          & relation_empty_yielding(A) )
% 3.46/3.56       => ( relation(relation_dom_restriction(A,B))
% 3.46/3.56          & relation_empty_yielding(relation_dom_restriction(A,B)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc1_finset_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ~ empty(singleton(A))
% 3.46/3.56        & finite(singleton(A)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc1_finsub_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ~ empty(powerset(A))
% 3.46/3.56        & cup_closed(powerset(A))
% 3.46/3.56        & diff_closed(powerset(A))
% 3.46/3.56        & preboolean(powerset(A)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc1_funct_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( relation(A)
% 3.46/3.56          & function(A)
% 3.46/3.56          & relation(B)
% 3.46/3.56          & function(B) )
% 3.46/3.56       => ( relation(relation_composition(A,B))
% 3.46/3.56          & function(relation_composition(A,B)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc1_ordinal1,axiom,
% 3.46/3.56      ! [A] : ~ empty(succ(A)) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc1_ordinal2,axiom,
% 3.46/3.56      ( epsilon_transitive(omega)
% 3.46/3.56      & epsilon_connected(omega)
% 3.46/3.56      & ordinal(omega)
% 3.46/3.56      & ~ empty(omega) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc1_relat_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( relation(A)
% 3.46/3.56          & relation(B) )
% 3.46/3.56       => relation(set_intersection2(A,B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc1_struct_0,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ( ~ empty_carrier(A)
% 3.46/3.56          & one_sorted_str(A) )
% 3.46/3.56       => ~ empty(the_carrier(A)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc1_subset_1,axiom,
% 3.46/3.56      ! [A] : ~ empty(powerset(A)) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc1_xboole_0,axiom,
% 3.46/3.56      empty(empty_set) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc1_zfmisc_1,axiom,
% 3.46/3.56      ! [A,B] : ~ empty(ordered_pair(A,B)) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc2_arytm_3,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ( ordinal(A)
% 3.46/3.56          & natural(A) )
% 3.46/3.56       => ( ~ empty(succ(A))
% 3.46/3.56          & epsilon_transitive(succ(A))
% 3.46/3.56          & epsilon_connected(succ(A))
% 3.46/3.56          & ordinal(succ(A))
% 3.46/3.56          & natural(succ(A)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc2_funct_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( relation(identity_relation(A))
% 3.46/3.56        & function(identity_relation(A)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc2_ordinal1,axiom,
% 3.46/3.56      ( relation(empty_set)
% 3.46/3.56      & relation_empty_yielding(empty_set)
% 3.46/3.56      & function(empty_set)
% 3.46/3.56      & one_to_one(empty_set)
% 3.46/3.56      & empty(empty_set)
% 3.46/3.56      & epsilon_transitive(empty_set)
% 3.46/3.56      & epsilon_connected(empty_set)
% 3.46/3.56      & ordinal(empty_set) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc2_relat_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( relation(A)
% 3.46/3.56          & relation(B) )
% 3.46/3.56       => relation(set_union2(A,B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc2_subset_1,axiom,
% 3.46/3.56      ! [A] : ~ empty(singleton(A)) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc2_xboole_0,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ~ empty(A)
% 3.46/3.56       => ~ empty(set_union2(A,B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc3_funct_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ( relation(A)
% 3.46/3.56          & function(A)
% 3.46/3.56          & one_to_one(A) )
% 3.46/3.56       => ( relation(relation_inverse(A))
% 3.46/3.56          & function(relation_inverse(A)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc3_ordinal1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ordinal(A)
% 3.46/3.56       => ( ~ empty(succ(A))
% 3.46/3.56          & epsilon_transitive(succ(A))
% 3.46/3.56          & epsilon_connected(succ(A))
% 3.46/3.56          & ordinal(succ(A)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc3_relat_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( relation(A)
% 3.46/3.56          & relation(B) )
% 3.46/3.56       => relation(set_difference(A,B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc3_subset_1,axiom,
% 3.46/3.56      ! [A,B] : ~ empty(unordered_pair(A,B)) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc3_xboole_0,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ~ empty(A)
% 3.46/3.56       => ~ empty(set_union2(B,A)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc4_funct_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( relation(A)
% 3.46/3.56          & function(A) )
% 3.46/3.56       => ( relation(relation_dom_restriction(A,B))
% 3.46/3.56          & function(relation_dom_restriction(A,B)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc4_ordinal1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ordinal(A)
% 3.46/3.56       => ( epsilon_transitive(union(A))
% 3.46/3.56          & epsilon_connected(union(A))
% 3.46/3.56          & ordinal(union(A)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc4_relat_1,axiom,
% 3.46/3.56      ( empty(empty_set)
% 3.46/3.56      & relation(empty_set) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc4_subset_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( ~ empty(A)
% 3.46/3.56          & ~ empty(B) )
% 3.46/3.56       => ~ empty(cartesian_product2(A,B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc5_funct_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( relation(B)
% 3.46/3.56          & function(B) )
% 3.46/3.56       => ( relation(relation_rng_restriction(A,B))
% 3.46/3.56          & function(relation_rng_restriction(A,B)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc5_relat_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ( ~ empty(A)
% 3.46/3.56          & relation(A) )
% 3.46/3.56       => ~ empty(relation_dom(A)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc6_membered,axiom,
% 3.46/3.56      ( empty(empty_set)
% 3.46/3.56      & v1_membered(empty_set)
% 3.46/3.56      & v2_membered(empty_set)
% 3.46/3.56      & v3_membered(empty_set)
% 3.46/3.56      & v4_membered(empty_set)
% 3.46/3.56      & v5_membered(empty_set) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc6_relat_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ( ~ empty(A)
% 3.46/3.56          & relation(A) )
% 3.46/3.56       => ~ empty(relation_rng(A)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc7_relat_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( empty(A)
% 3.46/3.56       => ( empty(relation_dom(A))
% 3.46/3.56          & relation(relation_dom(A)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc8_relat_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( empty(A)
% 3.46/3.56       => ( empty(relation_rng(A))
% 3.46/3.56          & relation(relation_rng(A)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc9_finset_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( finite(A)
% 3.46/3.56          & finite(B) )
% 3.46/3.56       => finite(set_union2(A,B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(fc9_relat_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( empty(A)
% 3.46/3.56          & relation(B) )
% 3.46/3.56       => ( empty(relation_composition(A,B))
% 3.46/3.56          & relation(relation_composition(A,B)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(idempotence_k2_xboole_0,axiom,
% 3.46/3.56      ! [A,B] : set_union2(A,A) = A ).
% 3.46/3.56  
% 3.46/3.56  fof(idempotence_k3_xboole_0,axiom,
% 3.46/3.56      ! [A,B] : set_intersection2(A,A) = A ).
% 3.46/3.56  
% 3.46/3.56  fof(involutiveness_k3_subset_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( element(B,powerset(A))
% 3.46/3.56       => subset_complement(A,subset_complement(A,B)) = B ) ).
% 3.46/3.56  
% 3.46/3.56  fof(involutiveness_k4_relat_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56       => relation_inverse(relation_inverse(A)) = A ) ).
% 3.46/3.56  
% 3.46/3.56  fof(involutiveness_k7_setfam_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( element(B,powerset(powerset(A)))
% 3.46/3.56       => complements_of_subsets(A,complements_of_subsets(A,B)) = B ) ).
% 3.46/3.56  
% 3.46/3.56  fof(irreflexivity_r2_xboole_0,axiom,
% 3.46/3.56      ! [A,B] : ~ proper_subset(A,A) ).
% 3.46/3.56  
% 3.46/3.56  fof(l1_wellord1,lemma,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56       => ( reflexive(A)
% 3.46/3.56        <=> ! [B] :
% 3.46/3.56              ( in(B,relation_field(A))
% 3.46/3.56             => in(ordered_pair(B,B),A) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l1_zfmisc_1,lemma,
% 3.46/3.56      ! [A] : singleton(A) != empty_set ).
% 3.46/3.56  
% 3.46/3.56  fof(l23_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( in(A,B)
% 3.46/3.56       => set_union2(singleton(A),B) = B ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l25_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ~ ( disjoint(singleton(A),B)
% 3.46/3.56          & in(A,B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l28_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ~ in(A,B)
% 3.46/3.56       => disjoint(singleton(A),B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l29_wellord1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( relation(B)
% 3.46/3.56       => subset(relation_dom(relation_rng_restriction(A,B)),relation_dom(B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l2_wellord1,lemma,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56       => ( transitive(A)
% 3.46/3.56        <=> ! [B,C,D] :
% 3.46/3.56              ( ( in(ordered_pair(B,C),A)
% 3.46/3.56                & in(ordered_pair(C,D),A) )
% 3.46/3.56             => in(ordered_pair(B,D),A) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l2_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( subset(singleton(A),B)
% 3.46/3.56      <=> in(A,B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l30_wellord2,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( relation(B)
% 3.46/3.56       => ~ ( well_ordering(B)
% 3.46/3.56            & equipotent(A,relation_field(B))
% 3.46/3.56            & ! [C] :
% 3.46/3.56                ( relation(C)
% 3.46/3.56               => ~ well_orders(C,A) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l32_xboole_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( set_difference(A,B) = empty_set
% 3.46/3.56      <=> subset(A,B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l3_subset_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( element(B,powerset(A))
% 3.46/3.56       => ! [C] :
% 3.46/3.56            ( in(C,B)
% 3.46/3.56           => in(C,A) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l3_wellord1,lemma,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56       => ( antisymmetric(A)
% 3.46/3.56        <=> ! [B,C] :
% 3.46/3.56              ( ( in(ordered_pair(B,C),A)
% 3.46/3.56                & in(ordered_pair(C,B),A) )
% 3.46/3.56             => B = C ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l3_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( subset(A,B)
% 3.46/3.56       => ( in(C,A)
% 3.46/3.56          | subset(A,set_difference(B,singleton(C))) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l4_wellord1,lemma,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56       => ( connected(A)
% 3.46/3.56        <=> ! [B,C] :
% 3.46/3.56              ~ ( in(B,relation_field(A))
% 3.46/3.56                & in(C,relation_field(A))
% 3.46/3.56                & B != C
% 3.46/3.56                & ~ in(ordered_pair(B,C),A)
% 3.46/3.56                & ~ in(ordered_pair(C,B),A) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l4_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( subset(A,singleton(B))
% 3.46/3.56      <=> ( A = empty_set
% 3.46/3.56          | A = singleton(B) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l50_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( in(A,B)
% 3.46/3.56       => subset(A,union(B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l55_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B,C,D] :
% 3.46/3.56        ( in(ordered_pair(A,B),cartesian_product2(C,D))
% 3.46/3.56      <=> ( in(A,C)
% 3.46/3.56          & in(B,D) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l71_subset_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ! [C] :
% 3.46/3.56            ( in(C,A)
% 3.46/3.56           => in(C,B) )
% 3.46/3.56       => element(A,powerset(B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(l82_funct_1,lemma,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( ( relation(C)
% 3.46/3.56          & function(C) )
% 3.46/3.56       => ( in(B,relation_dom(relation_dom_restriction(C,A)))
% 3.46/3.56        <=> ( in(B,relation_dom(C))
% 3.46/3.56            & in(B,A) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc1_arytm_3,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( ~ empty(A)
% 3.46/3.56        & epsilon_transitive(A)
% 3.46/3.56        & epsilon_connected(A)
% 3.46/3.56        & ordinal(A)
% 3.46/3.56        & natural(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc1_finset_1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( ~ empty(A)
% 3.46/3.56        & finite(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc1_funct_1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56        & function(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc1_funct_2,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56      ? [C] :
% 3.46/3.56        ( relation_of2(C,A,B)
% 3.46/3.56        & relation(C)
% 3.46/3.56        & function(C)
% 3.46/3.56        & quasi_total(C,A,B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc1_membered,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( ~ empty(A)
% 3.46/3.56        & v1_membered(A)
% 3.46/3.56        & v2_membered(A)
% 3.46/3.56        & v3_membered(A)
% 3.46/3.56        & v4_membered(A)
% 3.46/3.56        & v5_membered(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc1_ordinal1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( epsilon_transitive(A)
% 3.46/3.56        & epsilon_connected(A)
% 3.46/3.56        & ordinal(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc1_ordinal2,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( epsilon_transitive(A)
% 3.46/3.56        & epsilon_connected(A)
% 3.46/3.56        & ordinal(A)
% 3.46/3.56        & being_limit_ordinal(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc1_partfun1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56        & function(A)
% 3.46/3.56        & one_to_one(A)
% 3.46/3.56        & empty(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc1_relat_1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( empty(A)
% 3.46/3.56        & relation(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc1_subset_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ~ empty(A)
% 3.46/3.56       => ? [B] :
% 3.46/3.56            ( element(B,powerset(A))
% 3.46/3.56            & ~ empty(B) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc1_xboole_0,axiom,
% 3.46/3.56      ? [A] : empty(A) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc2_finset_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56      ? [B] :
% 3.46/3.56        ( element(B,powerset(A))
% 3.46/3.56        & empty(B)
% 3.46/3.56        & relation(B)
% 3.46/3.56        & function(B)
% 3.46/3.56        & one_to_one(B)
% 3.46/3.56        & epsilon_transitive(B)
% 3.46/3.56        & epsilon_connected(B)
% 3.46/3.56        & ordinal(B)
% 3.46/3.56        & natural(B)
% 3.46/3.56        & finite(B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc2_funct_1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56        & empty(A)
% 3.46/3.56        & function(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc2_ordinal1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56        & function(A)
% 3.46/3.56        & one_to_one(A)
% 3.46/3.56        & empty(A)
% 3.46/3.56        & epsilon_transitive(A)
% 3.46/3.56        & epsilon_connected(A)
% 3.46/3.56        & ordinal(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc2_partfun1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56      ? [C] :
% 3.46/3.56        ( relation_of2(C,A,B)
% 3.46/3.56        & relation(C)
% 3.46/3.56        & function(C) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc2_relat_1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( ~ empty(A)
% 3.46/3.56        & relation(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc2_subset_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56      ? [B] :
% 3.46/3.56        ( element(B,powerset(A))
% 3.46/3.56        & empty(B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc2_xboole_0,axiom,
% 3.46/3.56      ? [A] : ~ empty(A) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc3_finset_1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ~ empty(A)
% 3.46/3.56       => ? [B] :
% 3.46/3.56            ( element(B,powerset(A))
% 3.46/3.56            & ~ empty(B)
% 3.46/3.56            & finite(B) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc3_funct_1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56        & function(A)
% 3.46/3.56        & one_to_one(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc3_ordinal1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( ~ empty(A)
% 3.46/3.56        & epsilon_transitive(A)
% 3.46/3.56        & epsilon_connected(A)
% 3.46/3.56        & ordinal(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc3_relat_1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56        & relation_empty_yielding(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc3_struct_0,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( one_sorted_str(A)
% 3.46/3.56        & ~ empty_carrier(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc4_funct_1,axiom,
% 3.46/3.56      ? [A] :
% 3.46/3.56        ( relation(A)
% 3.46/3.56        & relation_empty_yielding(A)
% 3.46/3.56        & function(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(rc5_struct_0,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ( ~ empty_carrier(A)
% 3.46/3.56          & one_sorted_str(A) )
% 3.46/3.56       => ? [B] :
% 3.46/3.56            ( element(B,powerset(the_carrier(A)))
% 3.46/3.56            & ~ empty(B) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(redefinition_k2_binop_1,axiom,
% 3.46/3.56      ! [A,B,C,D,E,F] :
% 3.46/3.56        ( ( ~ empty(A)
% 3.46/3.56          & ~ empty(B)
% 3.46/3.56          & function(D)
% 3.46/3.56          & quasi_total(D,cartesian_product2(A,B),C)
% 3.46/3.56          & relation_of2(D,cartesian_product2(A,B),C)
% 3.46/3.56          & element(E,A)
% 3.46/3.56          & element(F,B) )
% 3.46/3.56       => apply_binary_as_element(A,B,C,D,E,F) = apply_binary(D,E,F) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(redefinition_k3_lattices,axiom,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( ( ~ empty_carrier(A)
% 3.46/3.56          & join_commutative(A)
% 3.46/3.56          & join_semilatt_str(A)
% 3.46/3.56          & element(B,the_carrier(A))
% 3.46/3.56          & element(C,the_carrier(A)) )
% 3.46/3.56       => join_commut(A,B,C) = join(A,B,C) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(redefinition_k4_lattices,axiom,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( ( ~ empty_carrier(A)
% 3.46/3.56          & meet_commutative(A)
% 3.46/3.56          & meet_semilatt_str(A)
% 3.46/3.56          & element(B,the_carrier(A))
% 3.46/3.56          & element(C,the_carrier(A)) )
% 3.46/3.56       => meet_commut(A,B,C) = meet(A,B,C) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(redefinition_k4_relset_1,axiom,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( relation_of2(C,A,B)
% 3.46/3.56       => relation_dom_as_subset(A,B,C) = relation_dom(C) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(redefinition_k5_relset_1,axiom,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( relation_of2(C,A,B)
% 3.46/3.56       => relation_rng_as_subset(A,B,C) = relation_rng(C) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(redefinition_k5_setfam_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( element(B,powerset(powerset(A)))
% 3.46/3.56       => union_of_subsets(A,B) = union(B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(redefinition_k6_setfam_1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( element(B,powerset(powerset(A)))
% 3.46/3.56       => meet_of_subsets(A,B) = set_meet(B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(redefinition_k6_subset_1,axiom,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( ( element(B,powerset(A))
% 3.46/3.56          & element(C,powerset(A)) )
% 3.46/3.56       => subset_difference(A,B,C) = set_difference(B,C) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(redefinition_m2_relset_1,axiom,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( relation_of2_as_subset(C,A,B)
% 3.46/3.56      <=> relation_of2(C,A,B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(redefinition_r1_ordinal1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( ordinal(A)
% 3.46/3.56          & ordinal(B) )
% 3.46/3.56       => ( ordinal_subset(A,B)
% 3.46/3.56        <=> subset(A,B) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(redefinition_r2_wellord2,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( equipotent(A,B)
% 3.46/3.56      <=> are_equipotent(A,B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(reflexivity_r1_ordinal1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( ordinal(A)
% 3.46/3.56          & ordinal(B) )
% 3.46/3.56       => ordinal_subset(A,A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(reflexivity_r1_tarski,axiom,
% 3.46/3.56      ! [A,B] : subset(A,A) ).
% 3.46/3.56  
% 3.46/3.56  fof(reflexivity_r2_wellord2,axiom,
% 3.46/3.56      ! [A,B] : equipotent(A,A) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_funct_1__e10_24__wellord2__1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( ~ empty(A)
% 3.46/3.56          & relation(B) )
% 3.46/3.56       => ( ! [C,D,E] :
% 3.46/3.56              ( ( in(C,A)
% 3.46/3.56                & ? [F] :
% 3.46/3.56                    ( C = F
% 3.46/3.56                    & in(D,F)
% 3.46/3.56                    & ! [G] :
% 3.46/3.56                        ( in(G,F)
% 3.46/3.56                       => in(ordered_pair(D,G),B) ) )
% 3.46/3.56                & in(C,A)
% 3.46/3.56                & ? [H] :
% 3.46/3.56                    ( C = H
% 3.46/3.56                    & in(E,H)
% 3.46/3.56                    & ! [I] :
% 3.46/3.56                        ( in(I,H)
% 3.46/3.56                       => in(ordered_pair(E,I),B) ) ) )
% 3.46/3.56             => D = E )
% 3.46/3.56         => ? [C] :
% 3.46/3.56              ( relation(C)
% 3.46/3.56              & function(C)
% 3.46/3.56              & ! [D,E] :
% 3.46/3.56                  ( in(ordered_pair(D,E),C)
% 3.46/3.56                <=> ( in(D,A)
% 3.46/3.56                    & in(D,A)
% 3.46/3.56                    & ? [J] :
% 3.46/3.56                        ( D = J
% 3.46/3.56                        & in(E,J)
% 3.46/3.56                        & ! [K] :
% 3.46/3.56                            ( in(K,J)
% 3.46/3.56                           => in(ordered_pair(E,K),B) ) ) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_funct_1__e16_22__wellord2__1,lemma,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ! [B,C,D] :
% 3.46/3.56            ( ( in(B,A)
% 3.46/3.56              & C = singleton(B)
% 3.46/3.56              & in(B,A)
% 3.46/3.56              & D = singleton(B) )
% 3.46/3.56           => C = D )
% 3.46/3.56       => ? [B] :
% 3.46/3.56            ( relation(B)
% 3.46/3.56            & function(B)
% 3.46/3.56            & ! [C,D] :
% 3.46/3.56                ( in(ordered_pair(C,D),B)
% 3.46/3.56              <=> ( in(C,A)
% 3.46/3.56                  & in(C,A)
% 3.46/3.56                  & D = singleton(C) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_ordinal1__e8_6__wellord2,lemma,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ? [B] :
% 3.46/3.56            ( ordinal(B)
% 3.46/3.56            & in(B,A) )
% 3.46/3.56       => ? [B] :
% 3.46/3.56            ( ordinal(B)
% 3.46/3.56            & in(B,A)
% 3.46/3.56            & ! [C] :
% 3.46/3.56                ( ordinal(C)
% 3.46/3.56               => ( in(C,A)
% 3.46/3.56                 => ordinal_subset(B,C) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_ordinal2__e18_27__finset_1,lemma,
% 3.46/3.56      ( ( ( in(empty_set,omega)
% 3.46/3.56         => ! [A] :
% 3.46/3.56              ( element(A,powerset(powerset(empty_set)))
% 3.46/3.56             => ~ ( A != empty_set
% 3.46/3.56                  & ! [B] :
% 3.46/3.56                      ~ ( in(B,A)
% 3.46/3.56                        & ! [C] :
% 3.46/3.56                            ( ( in(C,A)
% 3.46/3.56                              & subset(B,C) )
% 3.46/3.56                           => C = B ) ) ) ) )
% 3.46/3.56        & ! [D] :
% 3.46/3.56            ( ordinal(D)
% 3.46/3.56           => ( ( in(D,omega)
% 3.46/3.56               => ! [E] :
% 3.46/3.56                    ( element(E,powerset(powerset(D)))
% 3.46/3.56                   => ~ ( E != empty_set
% 3.46/3.56                        & ! [F] :
% 3.46/3.56                            ~ ( in(F,E)
% 3.46/3.56                              & ! [G] :
% 3.46/3.56                                  ( ( in(G,E)
% 3.46/3.56                                    & subset(F,G) )
% 3.46/3.56                                 => G = F ) ) ) ) )
% 3.46/3.56             => ( in(succ(D),omega)
% 3.46/3.56               => ! [H] :
% 3.46/3.56                    ( element(H,powerset(powerset(succ(D))))
% 3.46/3.56                   => ~ ( H != empty_set
% 3.46/3.56                        & ! [I] :
% 3.46/3.56                            ~ ( in(I,H)
% 3.46/3.56                              & ! [J] :
% 3.46/3.56                                  ( ( in(J,H)
% 3.46/3.56                                    & subset(I,J) )
% 3.46/3.56                                 => J = I ) ) ) ) ) ) )
% 3.46/3.56        & ! [D] :
% 3.46/3.56            ( ordinal(D)
% 3.46/3.56           => ( ( being_limit_ordinal(D)
% 3.46/3.56                & ! [K] :
% 3.46/3.56                    ( ordinal(K)
% 3.46/3.56                   => ( in(K,D)
% 3.46/3.56                     => ( in(K,omega)
% 3.46/3.56                       => ! [L] :
% 3.46/3.56                            ( element(L,powerset(powerset(K)))
% 3.46/3.56                           => ~ ( L != empty_set
% 3.46/3.56                                & ! [M] :
% 3.46/3.56                                    ~ ( in(M,L)
% 3.46/3.56                                      & ! [N] :
% 3.46/3.56                                          ( ( in(N,L)
% 3.46/3.56                                            & subset(M,N) )
% 3.46/3.56                                         => N = M ) ) ) ) ) ) ) )
% 3.46/3.56             => ( D = empty_set
% 3.46/3.56                | ( in(D,omega)
% 3.46/3.56                 => ! [O] :
% 3.46/3.56                      ( element(O,powerset(powerset(D)))
% 3.46/3.56                     => ~ ( O != empty_set
% 3.46/3.56                          & ! [P] :
% 3.46/3.56                              ~ ( in(P,O)
% 3.46/3.56                                & ! [Q] :
% 3.46/3.56                                    ( ( in(Q,O)
% 3.46/3.56                                      & subset(P,Q) )
% 3.46/3.56                                   => Q = P ) ) ) ) ) ) ) ) )
% 3.46/3.56     => ! [D] :
% 3.46/3.56          ( ordinal(D)
% 3.46/3.56         => ( in(D,omega)
% 3.46/3.56           => ! [R] :
% 3.46/3.56                ( element(R,powerset(powerset(D)))
% 3.46/3.56               => ~ ( R != empty_set
% 3.46/3.56                    & ! [S] :
% 3.46/3.56                        ~ ( in(S,R)
% 3.46/3.56                          & ! [T] :
% 3.46/3.56                              ( ( in(T,R)
% 3.46/3.56                                & subset(S,T) )
% 3.46/3.56                             => T = S ) ) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_relat_1__e6_21__wellord2,lemma,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( ( relation(B)
% 3.46/3.56          & relation(C)
% 3.46/3.56          & function(C) )
% 3.46/3.56       => ? [D] :
% 3.46/3.56            ( relation(D)
% 3.46/3.56            & ! [E,F] :
% 3.46/3.56                ( in(ordered_pair(E,F),D)
% 3.46/3.56              <=> ( in(E,A)
% 3.46/3.56                  & in(F,A)
% 3.46/3.56                  & in(ordered_pair(apply(C,E),apply(C,F)),B) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_tarski__e10_24__wellord2__1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( ~ empty(A)
% 3.46/3.56          & relation(B) )
% 3.46/3.56       => ( ! [C,D,E] :
% 3.46/3.56              ( ( in(C,A)
% 3.46/3.56                & ? [F] :
% 3.46/3.56                    ( C = F
% 3.46/3.56                    & in(D,F)
% 3.46/3.56                    & ! [G] :
% 3.46/3.56                        ( in(G,F)
% 3.46/3.56                       => in(ordered_pair(D,G),B) ) )
% 3.46/3.56                & in(C,A)
% 3.46/3.56                & ? [H] :
% 3.46/3.56                    ( C = H
% 3.46/3.56                    & in(E,H)
% 3.46/3.56                    & ! [I] :
% 3.46/3.56                        ( in(I,H)
% 3.46/3.56                       => in(ordered_pair(E,I),B) ) ) )
% 3.46/3.56             => D = E )
% 3.46/3.56         => ? [C] :
% 3.46/3.56            ! [D] :
% 3.46/3.56              ( in(D,C)
% 3.46/3.56            <=> ? [E] :
% 3.46/3.56                  ( in(E,A)
% 3.46/3.56                  & in(E,A)
% 3.46/3.56                  & ? [J] :
% 3.46/3.56                      ( E = J
% 3.46/3.56                      & in(D,J)
% 3.46/3.56                      & ! [K] :
% 3.46/3.56                          ( in(K,J)
% 3.46/3.56                         => in(ordered_pair(D,K),B) ) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_tarski__e10_24__wellord2__2,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( ~ empty(A)
% 3.46/3.56          & relation(B) )
% 3.46/3.56       => ! [C] :
% 3.46/3.56            ( ! [D,E,F] :
% 3.46/3.56                ( ( D = E
% 3.46/3.56                  & ? [G,H] :
% 3.46/3.56                      ( ordered_pair(G,H) = E
% 3.46/3.56                      & in(G,A)
% 3.46/3.56                      & ? [I] :
% 3.46/3.56                          ( G = I
% 3.46/3.56                          & in(H,I)
% 3.46/3.56                          & ! [J] :
% 3.46/3.56                              ( in(J,I)
% 3.46/3.56                             => in(ordered_pair(H,J),B) ) ) )
% 3.46/3.56                  & D = F
% 3.46/3.56                  & ? [K,L] :
% 3.46/3.56                      ( ordered_pair(K,L) = F
% 3.46/3.56                      & in(K,A)
% 3.46/3.56                      & ? [M] :
% 3.46/3.56                          ( K = M
% 3.46/3.56                          & in(L,M)
% 3.46/3.56                          & ! [N] :
% 3.46/3.56                              ( in(N,M)
% 3.46/3.56                             => in(ordered_pair(L,N),B) ) ) ) )
% 3.46/3.56               => E = F )
% 3.46/3.56           => ? [D] :
% 3.46/3.56              ! [E] :
% 3.46/3.56                ( in(E,D)
% 3.46/3.56              <=> ? [F] :
% 3.46/3.56                    ( in(F,cartesian_product2(A,C))
% 3.46/3.56                    & F = E
% 3.46/3.56                    & ? [O,P] :
% 3.46/3.56                        ( ordered_pair(O,P) = E
% 3.46/3.56                        & in(O,A)
% 3.46/3.56                        & ? [Q] :
% 3.46/3.56                            ( O = Q
% 3.46/3.56                            & in(P,Q)
% 3.46/3.56                            & ! [R] :
% 3.46/3.56                                ( in(R,Q)
% 3.46/3.56                               => in(ordered_pair(P,R),B) ) ) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_tarski__e16_22__wellord2__1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ! [B,C,D] :
% 3.46/3.56            ( ( in(B,A)
% 3.46/3.56              & C = singleton(B)
% 3.46/3.56              & in(B,A)
% 3.46/3.56              & D = singleton(B) )
% 3.46/3.56           => C = D )
% 3.46/3.56       => ? [B] :
% 3.46/3.56          ! [C] :
% 3.46/3.56            ( in(C,B)
% 3.46/3.56          <=> ? [D] :
% 3.46/3.56                ( in(D,A)
% 3.46/3.56                & in(D,A)
% 3.46/3.56                & C = singleton(D) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_tarski__e16_22__wellord2__2,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ! [C,D,E] :
% 3.46/3.56            ( ( C = D
% 3.46/3.56              & ? [F,G] :
% 3.46/3.56                  ( ordered_pair(F,G) = D
% 3.46/3.56                  & in(F,A)
% 3.46/3.56                  & G = singleton(F) )
% 3.46/3.56              & C = E
% 3.46/3.56              & ? [H,I] :
% 3.46/3.56                  ( ordered_pair(H,I) = E
% 3.46/3.56                  & in(H,A)
% 3.46/3.56                  & I = singleton(H) ) )
% 3.46/3.56           => D = E )
% 3.46/3.56       => ? [C] :
% 3.46/3.56          ! [D] :
% 3.46/3.56            ( in(D,C)
% 3.46/3.56          <=> ? [E] :
% 3.46/3.56                ( in(E,cartesian_product2(A,B))
% 3.46/3.56                & E = D
% 3.46/3.56                & ? [J,K] :
% 3.46/3.56                    ( ordered_pair(J,K) = D
% 3.46/3.56                    & in(J,A)
% 3.46/3.56                    & K = singleton(J) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_tarski__e18_27__finset_1__1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ordinal(A)
% 3.46/3.56       => ( ! [B,C,D] :
% 3.46/3.56              ( ( B = C
% 3.46/3.56                & ? [E] :
% 3.46/3.56                    ( ordinal(E)
% 3.46/3.56                    & C = E
% 3.46/3.56                    & ( in(E,omega)
% 3.46/3.56                     => ! [F] :
% 3.46/3.56                          ( element(F,powerset(powerset(E)))
% 3.46/3.56                         => ~ ( F != empty_set
% 3.46/3.56                              & ! [G] :
% 3.46/3.56                                  ~ ( in(G,F)
% 3.46/3.56                                    & ! [H] :
% 3.46/3.56                                        ( ( in(H,F)
% 3.46/3.56                                          & subset(G,H) )
% 3.46/3.56                                       => H = G ) ) ) ) ) )
% 3.46/3.56                & B = D
% 3.46/3.56                & ? [I] :
% 3.46/3.56                    ( ordinal(I)
% 3.46/3.56                    & D = I
% 3.46/3.56                    & ( in(I,omega)
% 3.46/3.56                     => ! [J] :
% 3.46/3.56                          ( element(J,powerset(powerset(I)))
% 3.46/3.56                         => ~ ( J != empty_set
% 3.46/3.56                              & ! [K] :
% 3.46/3.56                                  ~ ( in(K,J)
% 3.46/3.56                                    & ! [L] :
% 3.46/3.56                                        ( ( in(L,J)
% 3.46/3.56                                          & subset(K,L) )
% 3.46/3.56                                       => L = K ) ) ) ) ) ) )
% 3.46/3.56             => C = D )
% 3.46/3.56         => ? [B] :
% 3.46/3.56            ! [C] :
% 3.46/3.56              ( in(C,B)
% 3.46/3.56            <=> ? [D] :
% 3.46/3.56                  ( in(D,succ(A))
% 3.46/3.56                  & D = C
% 3.46/3.56                  & ? [M] :
% 3.46/3.56                      ( ordinal(M)
% 3.46/3.56                      & C = M
% 3.46/3.56                      & ( in(M,omega)
% 3.46/3.56                       => ! [N] :
% 3.46/3.56                            ( element(N,powerset(powerset(M)))
% 3.46/3.56                           => ~ ( N != empty_set
% 3.46/3.56                                & ! [O] :
% 3.46/3.56                                    ~ ( in(O,N)
% 3.46/3.56                                      & ! [P] :
% 3.46/3.56                                          ( ( in(P,N)
% 3.46/3.56                                            & subset(O,P) )
% 3.46/3.56                                         => P = O ) ) ) ) ) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_tarski__e4_27_3_1__finset_1__1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( ordinal(A)
% 3.46/3.56          & element(B,powerset(powerset(succ(A)))) )
% 3.46/3.56       => ( ! [C,D,E] :
% 3.46/3.56              ( ( C = D
% 3.46/3.56                & ? [F] :
% 3.46/3.56                    ( in(F,B)
% 3.46/3.56                    & D = set_difference(F,singleton(A)) )
% 3.46/3.56                & C = E
% 3.46/3.56                & ? [G] :
% 3.46/3.56                    ( in(G,B)
% 3.46/3.56                    & E = set_difference(G,singleton(A)) ) )
% 3.46/3.56             => D = E )
% 3.46/3.56         => ? [C] :
% 3.46/3.56            ! [D] :
% 3.46/3.56              ( in(D,C)
% 3.46/3.56            <=> ? [E] :
% 3.46/3.56                  ( in(E,powerset(A))
% 3.46/3.56                  & E = D
% 3.46/3.56                  & ? [H] :
% 3.46/3.56                      ( in(H,B)
% 3.46/3.56                      & D = set_difference(H,singleton(A)) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_tarski__e6_21__wellord2__1,axiom,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( ( relation(B)
% 3.46/3.56          & relation(C)
% 3.46/3.56          & function(C) )
% 3.46/3.56       => ( ! [D,E,F] :
% 3.46/3.56              ( ( D = E
% 3.46/3.56                & ? [G,H] :
% 3.46/3.56                    ( E = ordered_pair(G,H)
% 3.46/3.56                    & in(ordered_pair(apply(C,G),apply(C,H)),B) )
% 3.46/3.56                & D = F
% 3.46/3.56                & ? [I,J] :
% 3.46/3.56                    ( F = ordered_pair(I,J)
% 3.46/3.56                    & in(ordered_pair(apply(C,I),apply(C,J)),B) ) )
% 3.46/3.56             => E = F )
% 3.46/3.56         => ? [D] :
% 3.46/3.56            ! [E] :
% 3.46/3.56              ( in(E,D)
% 3.46/3.56            <=> ? [F] :
% 3.46/3.56                  ( in(F,cartesian_product2(A,A))
% 3.46/3.56                  & F = E
% 3.46/3.56                  & ? [K,L] :
% 3.46/3.56                      ( E = ordered_pair(K,L)
% 3.46/3.56                      & in(ordered_pair(apply(C,K),apply(C,L)),B) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_tarski__e6_22__wellord2__1,axiom,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ! [B,C,D] :
% 3.46/3.56            ( ( B = C
% 3.46/3.56              & ordinal(C)
% 3.46/3.56              & B = D
% 3.46/3.56              & ordinal(D) )
% 3.46/3.56           => C = D )
% 3.46/3.56       => ? [B] :
% 3.46/3.56          ! [C] :
% 3.46/3.56            ( in(C,B)
% 3.46/3.56          <=> ? [D] :
% 3.46/3.56                ( in(D,A)
% 3.46/3.56                & D = C
% 3.46/3.56                & ordinal(C) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_tarski__e6_27__finset_1__1,axiom,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( ( element(B,powerset(powerset(A)))
% 3.46/3.56          & relation(C)
% 3.46/3.56          & function(C) )
% 3.46/3.56       => ( ! [D,E,F] :
% 3.46/3.56              ( ( D = E
% 3.46/3.56                & in(relation_image(C,E),B)
% 3.46/3.56                & D = F
% 3.46/3.56                & in(relation_image(C,F),B) )
% 3.46/3.56             => E = F )
% 3.46/3.56         => ? [D] :
% 3.46/3.56            ! [E] :
% 3.46/3.56              ( in(E,D)
% 3.46/3.56            <=> ? [F] :
% 3.46/3.56                  ( in(F,powerset(relation_dom(C)))
% 3.46/3.56                  & F = E
% 3.46/3.56                  & in(relation_image(C,E),B) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_tarski__e8_6__wellord2__1,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ordinal(B)
% 3.46/3.56       => ( ! [C,D,E] :
% 3.46/3.56              ( ( C = D
% 3.46/3.56                & ? [F] :
% 3.46/3.56                    ( ordinal(F)
% 3.46/3.56                    & D = F
% 3.46/3.56                    & in(F,A) )
% 3.46/3.56                & C = E
% 3.46/3.56                & ? [G] :
% 3.46/3.56                    ( ordinal(G)
% 3.46/3.56                    & E = G
% 3.46/3.56                    & in(G,A) ) )
% 3.46/3.56             => D = E )
% 3.46/3.56         => ? [C] :
% 3.46/3.56            ! [D] :
% 3.46/3.56              ( in(D,C)
% 3.46/3.56            <=> ? [E] :
% 3.46/3.56                  ( in(E,succ(B))
% 3.46/3.56                  & E = D
% 3.46/3.56                  & ? [H] :
% 3.46/3.56                      ( ordinal(H)
% 3.46/3.56                      & D = H
% 3.46/3.56                      & in(H,A) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_xboole_0__e10_24__wellord2__1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( ~ empty(A)
% 3.46/3.56          & relation(B) )
% 3.46/3.56       => ! [C] :
% 3.46/3.56          ? [D] :
% 3.46/3.56          ! [E] :
% 3.46/3.56            ( in(E,D)
% 3.46/3.56          <=> ( in(E,cartesian_product2(A,C))
% 3.46/3.56              & ? [F,G] :
% 3.46/3.56                  ( ordered_pair(F,G) = E
% 3.46/3.56                  & in(F,A)
% 3.46/3.56                  & ? [H] :
% 3.46/3.56                      ( F = H
% 3.46/3.56                      & in(G,H)
% 3.46/3.56                      & ! [I] :
% 3.46/3.56                          ( in(I,H)
% 3.46/3.56                         => in(ordered_pair(G,I),B) ) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_xboole_0__e16_22__wellord2__1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56      ? [C] :
% 3.46/3.56      ! [D] :
% 3.46/3.56        ( in(D,C)
% 3.46/3.56      <=> ( in(D,cartesian_product2(A,B))
% 3.46/3.56          & ? [E,F] :
% 3.46/3.56              ( ordered_pair(E,F) = D
% 3.46/3.56              & in(E,A)
% 3.46/3.56              & F = singleton(E) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_xboole_0__e18_27__finset_1__1,lemma,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ordinal(A)
% 3.46/3.56       => ? [B] :
% 3.46/3.56          ! [C] :
% 3.46/3.56            ( in(C,B)
% 3.46/3.56          <=> ( in(C,succ(A))
% 3.46/3.56              & ? [D] :
% 3.46/3.56                  ( ordinal(D)
% 3.46/3.56                  & C = D
% 3.46/3.56                  & ( in(D,omega)
% 3.46/3.56                   => ! [E] :
% 3.46/3.56                        ( element(E,powerset(powerset(D)))
% 3.46/3.56                       => ~ ( E != empty_set
% 3.46/3.56                            & ! [F] :
% 3.46/3.56                                ~ ( in(F,E)
% 3.46/3.56                                  & ! [G] :
% 3.46/3.56                                      ( ( in(G,E)
% 3.46/3.56                                        & subset(F,G) )
% 3.46/3.56                                     => G = F ) ) ) ) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_xboole_0__e4_27_3_1__finset_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( ordinal(A)
% 3.46/3.56          & element(B,powerset(powerset(succ(A)))) )
% 3.46/3.56       => ? [C] :
% 3.46/3.56          ! [D] :
% 3.46/3.56            ( in(D,C)
% 3.46/3.56          <=> ( in(D,powerset(A))
% 3.46/3.56              & ? [E] :
% 3.46/3.56                  ( in(E,B)
% 3.46/3.56                  & D = set_difference(E,singleton(A)) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_xboole_0__e6_21__wellord2__1,lemma,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( ( relation(B)
% 3.46/3.56          & relation(C)
% 3.46/3.56          & function(C) )
% 3.46/3.56       => ? [D] :
% 3.46/3.56          ! [E] :
% 3.46/3.56            ( in(E,D)
% 3.46/3.56          <=> ( in(E,cartesian_product2(A,A))
% 3.46/3.56              & ? [F,G] :
% 3.46/3.56                  ( E = ordered_pair(F,G)
% 3.46/3.56                  & in(ordered_pair(apply(C,F),apply(C,G)),B) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_xboole_0__e6_22__wellord2,lemma,
% 3.46/3.56      ! [A] :
% 3.46/3.56      ? [B] :
% 3.46/3.56      ! [C] :
% 3.46/3.56        ( in(C,B)
% 3.46/3.56      <=> ( in(C,A)
% 3.46/3.56          & ordinal(C) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_xboole_0__e6_27__finset_1,lemma,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( ( element(B,powerset(powerset(A)))
% 3.46/3.56          & relation(C)
% 3.46/3.56          & function(C) )
% 3.46/3.56       => ? [D] :
% 3.46/3.56          ! [E] :
% 3.46/3.56            ( in(E,D)
% 3.46/3.56          <=> ( in(E,powerset(relation_dom(C)))
% 3.46/3.56              & in(relation_image(C,E),B) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s1_xboole_0__e8_6__wellord2__1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ordinal(B)
% 3.46/3.56       => ? [C] :
% 3.46/3.56          ! [D] :
% 3.46/3.56            ( in(D,C)
% 3.46/3.56          <=> ( in(D,succ(B))
% 3.46/3.56              & ? [E] :
% 3.46/3.56                  ( ordinal(E)
% 3.46/3.56                  & D = E
% 3.46/3.56                  & in(E,A) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s2_funct_1__e10_24__wellord2,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( ~ empty(A)
% 3.46/3.56          & relation(B) )
% 3.46/3.56       => ( ( ! [C,D,E] :
% 3.46/3.56                ( ( in(C,A)
% 3.46/3.56                  & ? [F] :
% 3.46/3.56                      ( C = F
% 3.46/3.56                      & in(D,F)
% 3.46/3.56                      & ! [G] :
% 3.46/3.56                          ( in(G,F)
% 3.46/3.56                         => in(ordered_pair(D,G),B) ) )
% 3.46/3.56                  & ? [H] :
% 3.46/3.56                      ( C = H
% 3.46/3.56                      & in(E,H)
% 3.46/3.56                      & ! [I] :
% 3.46/3.56                          ( in(I,H)
% 3.46/3.56                         => in(ordered_pair(E,I),B) ) ) )
% 3.46/3.56               => D = E )
% 3.46/3.56            & ! [C] :
% 3.46/3.56                ~ ( in(C,A)
% 3.46/3.56                  & ! [D] :
% 3.46/3.56                      ~ ? [J] :
% 3.46/3.56                          ( C = J
% 3.46/3.56                          & in(D,J)
% 3.46/3.56                          & ! [K] :
% 3.46/3.56                              ( in(K,J)
% 3.46/3.56                             => in(ordered_pair(D,K),B) ) ) ) )
% 3.46/3.56         => ? [C] :
% 3.46/3.56              ( relation(C)
% 3.46/3.56              & function(C)
% 3.46/3.56              & relation_dom(C) = A
% 3.46/3.56              & ! [D] :
% 3.46/3.56                  ( in(D,A)
% 3.46/3.56                 => ? [L] :
% 3.46/3.56                      ( D = L
% 3.46/3.56                      & in(apply(C,D),L)
% 3.46/3.56                      & ! [M] :
% 3.46/3.56                          ( in(M,L)
% 3.46/3.56                         => in(ordered_pair(apply(C,D),M),B) ) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s2_funct_1__e16_22__wellord2__1,lemma,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( ( ! [B,C,D] :
% 3.46/3.56              ( ( in(B,A)
% 3.46/3.56                & C = singleton(B)
% 3.46/3.56                & D = singleton(B) )
% 3.46/3.56             => C = D )
% 3.46/3.56          & ! [B] :
% 3.46/3.56              ~ ( in(B,A)
% 3.46/3.56                & ! [C] : C != singleton(B) ) )
% 3.46/3.56       => ? [B] :
% 3.46/3.56            ( relation(B)
% 3.46/3.56            & function(B)
% 3.46/3.56            & relation_dom(B) = A
% 3.46/3.56            & ! [C] :
% 3.46/3.56                ( in(C,A)
% 3.46/3.56               => apply(B,C) = singleton(C) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s2_ordinal1__e18_27__finset_1__1,lemma,
% 3.46/3.56      ( ! [A] :
% 3.46/3.56          ( ordinal(A)
% 3.46/3.56         => ( ! [B] :
% 3.46/3.56                ( ordinal(B)
% 3.46/3.56               => ( in(B,A)
% 3.46/3.56                 => ( in(B,omega)
% 3.46/3.56                   => ! [C] :
% 3.46/3.56                        ( element(C,powerset(powerset(B)))
% 3.46/3.56                       => ~ ( C != empty_set
% 3.46/3.56                            & ! [D] :
% 3.46/3.56                                ~ ( in(D,C)
% 3.46/3.56                                  & ! [E] :
% 3.46/3.56                                      ( ( in(E,C)
% 3.46/3.56                                        & subset(D,E) )
% 3.46/3.56                                     => E = D ) ) ) ) ) ) )
% 3.46/3.56           => ( in(A,omega)
% 3.46/3.56             => ! [F] :
% 3.46/3.56                  ( element(F,powerset(powerset(A)))
% 3.46/3.56                 => ~ ( F != empty_set
% 3.46/3.56                      & ! [G] :
% 3.46/3.56                          ~ ( in(G,F)
% 3.46/3.56                            & ! [H] :
% 3.46/3.56                                ( ( in(H,F)
% 3.46/3.56                                  & subset(G,H) )
% 3.46/3.56                               => H = G ) ) ) ) ) ) )
% 3.46/3.56     => ! [A] :
% 3.46/3.56          ( ordinal(A)
% 3.46/3.56         => ( in(A,omega)
% 3.46/3.56           => ! [I] :
% 3.46/3.56                ( element(I,powerset(powerset(A)))
% 3.46/3.56               => ~ ( I != empty_set
% 3.46/3.56                    & ! [J] :
% 3.46/3.56                        ~ ( in(J,I)
% 3.46/3.56                          & ! [K] :
% 3.46/3.56                              ( ( in(K,I)
% 3.46/3.56                                & subset(J,K) )
% 3.46/3.56                             => K = J ) ) ) ) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(s3_funct_1__e16_22__wellord2,lemma,
% 3.46/3.56      ! [A] :
% 3.46/3.56      ? [B] :
% 3.46/3.56        ( relation(B)
% 3.46/3.56        & function(B)
% 3.46/3.56        & relation_dom(B) = A
% 3.46/3.56        & ! [C] :
% 3.46/3.56            ( in(C,A)
% 3.46/3.56           => apply(B,C) = singleton(C) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(symmetry_r1_xboole_0,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( disjoint(A,B)
% 3.46/3.56       => disjoint(B,A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(symmetry_r2_wellord2,axiom,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( equipotent(A,B)
% 3.46/3.56       => equipotent(B,A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t106_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B,C,D] :
% 3.46/3.56        ( in(ordered_pair(A,B),cartesian_product2(C,D))
% 3.46/3.56      <=> ( in(A,C)
% 3.46/3.56          & in(B,D) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t10_ordinal1,lemma,
% 3.46/3.56      ! [A] : in(A,succ(A)) ).
% 3.46/3.56  
% 3.46/3.56  fof(t10_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B,C,D] :
% 3.46/3.56        ~ ( unordered_pair(A,B) = unordered_pair(C,D)
% 3.46/3.56          & A != C
% 3.46/3.56          & A != D ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t115_relat_1,lemma,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( relation(C)
% 3.46/3.56       => ( in(A,relation_rng(relation_rng_restriction(B,C)))
% 3.46/3.56        <=> ( in(A,B)
% 3.46/3.56            & in(A,relation_rng(C)) ) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t116_relat_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( relation(B)
% 3.46/3.56       => subset(relation_rng(relation_rng_restriction(A,B)),A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t117_relat_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( relation(B)
% 3.46/3.56       => subset(relation_rng_restriction(A,B),B) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t118_relat_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( relation(B)
% 3.46/3.56       => subset(relation_rng(relation_rng_restriction(A,B)),relation_rng(B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t118_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( subset(A,B)
% 3.46/3.56       => ( subset(cartesian_product2(A,C),cartesian_product2(B,C))
% 3.46/3.56          & subset(cartesian_product2(C,A),cartesian_product2(C,B)) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t119_relat_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( relation(B)
% 3.46/3.56       => relation_rng(relation_rng_restriction(A,B)) = set_intersection2(relation_rng(B),A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t119_zfmisc_1,lemma,
% 3.46/3.56      ! [A,B,C,D] :
% 3.46/3.56        ( ( subset(A,B)
% 3.46/3.56          & subset(C,D) )
% 3.46/3.56       => subset(cartesian_product2(A,C),cartesian_product2(B,D)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t12_pre_topc,conjecture,
% 3.46/3.56      ! [A] :
% 3.46/3.56        ( one_sorted_str(A)
% 3.46/3.56       => cast_as_carrier_subset(A) = the_carrier(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t12_relset_1,lemma,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( relation_of2_as_subset(C,A,B)
% 3.46/3.56       => ( subset(relation_dom(C),A)
% 3.46/3.56          & subset(relation_rng(C),B) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t12_xboole_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( subset(A,B)
% 3.46/3.56       => set_union2(A,B) = B ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t136_zfmisc_1,lemma,
% 3.46/3.56      ! [A] :
% 3.46/3.56      ? [B] :
% 3.46/3.56        ( in(A,B)
% 3.46/3.56        & ! [C,D] :
% 3.46/3.56            ( ( in(C,B)
% 3.46/3.56              & subset(D,C) )
% 3.46/3.56           => in(D,B) )
% 3.46/3.56        & ! [C] :
% 3.46/3.56            ( in(C,B)
% 3.46/3.56           => in(powerset(C),B) )
% 3.46/3.56        & ! [C] :
% 3.46/3.56            ~ ( subset(C,B)
% 3.46/3.56              & ~ are_equipotent(C,B)
% 3.46/3.56              & ~ in(C,B) ) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t13_finset_1,lemma,
% 3.46/3.56      ! [A,B] :
% 3.46/3.56        ( ( subset(A,B)
% 3.46/3.56          & finite(B) )
% 3.46/3.56       => finite(A) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t140_relat_1,lemma,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( relation(C)
% 3.46/3.56       => relation_dom_restriction(relation_rng_restriction(A,C),B) = relation_rng_restriction(A,relation_dom_restriction(C,B)) ) ).
% 3.46/3.56  
% 3.46/3.56  fof(t143_relat_1,lemma,
% 3.46/3.56      ! [A,B,C] :
% 3.46/3.56        ( relation(C)
% 3.46/3.56       => ( in(A,relation_image(C,B))
% 3.46/3.57        <=> ? [D] :
% 3.46/3.57              ( in(D,relation_dom(C))
% 3.46/3.57              & in(ordered_pair(D,A),C)
% 3.46/3.57              & in(D,B) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t144_relat_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => subset(relation_image(B,A),relation_rng(B)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t145_funct_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ( relation(B)
% 3.46/3.57          & function(B) )
% 3.46/3.57       => subset(relation_image(B,relation_inverse_image(B,A)),A) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t145_relat_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => relation_image(B,A) = relation_image(B,set_intersection2(relation_dom(B),A)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t146_funct_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => ( subset(A,relation_dom(B))
% 3.46/3.57         => subset(A,relation_inverse_image(B,relation_image(B,A))) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t146_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => relation_image(A,relation_dom(A)) = relation_rng(A) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t147_funct_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ( relation(B)
% 3.46/3.57          & function(B) )
% 3.46/3.57       => ( subset(A,relation_rng(B))
% 3.46/3.57         => relation_image(B,relation_inverse_image(B,A)) = A ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t14_relset_1,lemma,
% 3.46/3.57      ! [A,B,C,D] :
% 3.46/3.57        ( relation_of2_as_subset(D,C,A)
% 3.46/3.57       => ( subset(relation_rng(D),B)
% 3.46/3.57         => relation_of2_as_subset(D,C,B) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t15_finset_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( finite(A)
% 3.46/3.57       => finite(set_intersection2(A,B)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t160_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( relation(B)
% 3.46/3.57           => relation_rng(relation_composition(A,B)) = relation_image(B,relation_rng(A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t166_relat_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( relation(C)
% 3.46/3.57       => ( in(A,relation_inverse_image(C,B))
% 3.46/3.57        <=> ? [D] :
% 3.46/3.57              ( in(D,relation_rng(C))
% 3.46/3.57              & in(ordered_pair(A,D),C)
% 3.46/3.57              & in(D,B) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t167_relat_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => subset(relation_inverse_image(B,A),relation_dom(B)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t16_relset_1,lemma,
% 3.46/3.57      ! [A,B,C,D] :
% 3.46/3.57        ( relation_of2_as_subset(D,C,A)
% 3.46/3.57       => ( subset(A,B)
% 3.46/3.57         => relation_of2_as_subset(D,C,B) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t16_wellord1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( relation(C)
% 3.46/3.57       => ( in(A,relation_restriction(C,B))
% 3.46/3.57        <=> ( in(A,C)
% 3.46/3.57            & in(A,cartesian_product2(B,B)) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t174_relat_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => ~ ( A != empty_set
% 3.46/3.57            & subset(A,relation_rng(B))
% 3.46/3.57            & relation_inverse_image(B,A) = empty_set ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t178_relat_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( relation(C)
% 3.46/3.57       => ( subset(A,B)
% 3.46/3.57         => subset(relation_inverse_image(C,A),relation_inverse_image(C,B)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t17_finset_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ( relation(B)
% 3.46/3.57          & function(B) )
% 3.46/3.57       => ( finite(A)
% 3.46/3.57         => finite(relation_image(B,A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t17_wellord1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => relation_restriction(B,A) = relation_dom_restriction(relation_rng_restriction(A,B),A) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t17_xboole_1,lemma,
% 3.46/3.57      ! [A,B] : subset(set_intersection2(A,B),A) ).
% 3.46/3.57  
% 3.46/3.57  fof(t18_finset_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( finite(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( element(B,powerset(powerset(A)))
% 3.46/3.57           => ~ ( B != empty_set
% 3.46/3.57                & ! [C] :
% 3.46/3.57                    ~ ( in(C,B)
% 3.46/3.57                      & ! [D] :
% 3.46/3.57                          ( ( in(D,B)
% 3.46/3.57                            & subset(C,D) )
% 3.46/3.57                         => D = C ) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t18_wellord1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => relation_restriction(B,A) = relation_rng_restriction(A,relation_dom_restriction(B,A)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t19_wellord1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( relation(C)
% 3.46/3.57       => ( in(A,relation_field(relation_restriction(C,B)))
% 3.46/3.57         => ( in(A,relation_field(C))
% 3.46/3.57            & in(A,B) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t19_xboole_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( ( subset(A,B)
% 3.46/3.57          & subset(A,C) )
% 3.46/3.57       => subset(A,set_intersection2(B,C)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t1_boole,axiom,
% 3.46/3.57      ! [A] : set_union2(A,empty_set) = A ).
% 3.46/3.57  
% 3.46/3.57  fof(t1_subset,axiom,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( in(A,B)
% 3.46/3.57       => element(A,B) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t1_xboole_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( ( subset(A,B)
% 3.46/3.57          & subset(B,C) )
% 3.46/3.57       => subset(A,C) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t1_zfmisc_1,lemma,
% 3.46/3.57      powerset(empty_set) = singleton(empty_set) ).
% 3.46/3.57  
% 3.46/3.57  fof(t20_relat_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( relation(C)
% 3.46/3.57       => ( in(ordered_pair(A,B),C)
% 3.46/3.57         => ( in(A,relation_dom(C))
% 3.46/3.57            & in(B,relation_rng(C)) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t20_wellord1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => ( subset(relation_field(relation_restriction(B,A)),relation_field(B))
% 3.46/3.57          & subset(relation_field(relation_restriction(B,A)),A) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t21_funct_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ( relation(B)
% 3.46/3.57          & function(B) )
% 3.46/3.57       => ! [C] :
% 3.46/3.57            ( ( relation(C)
% 3.46/3.57              & function(C) )
% 3.46/3.57           => ( in(A,relation_dom(relation_composition(C,B)))
% 3.46/3.57            <=> ( in(A,relation_dom(C))
% 3.46/3.57                & in(apply(C,A),relation_dom(B)) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t21_funct_2,lemma,
% 3.46/3.57      ! [A,B,C,D] :
% 3.46/3.57        ( ( function(D)
% 3.46/3.57          & quasi_total(D,A,B)
% 3.46/3.57          & relation_of2_as_subset(D,A,B) )
% 3.46/3.57       => ! [E] :
% 3.46/3.57            ( ( relation(E)
% 3.46/3.57              & function(E) )
% 3.46/3.57           => ( in(C,A)
% 3.46/3.57             => ( B = empty_set
% 3.46/3.57                | apply(relation_composition(D,E),C) = apply(E,apply(D,C)) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t21_ordinal1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( epsilon_transitive(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( ordinal(B)
% 3.46/3.57           => ( proper_subset(A,B)
% 3.46/3.57             => in(A,B) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t21_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => subset(A,cartesian_product2(relation_dom(A),relation_rng(A))) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t21_wellord1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( relation(C)
% 3.46/3.57       => subset(fiber(relation_restriction(C,A),B),fiber(C,B)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t22_funct_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ( relation(B)
% 3.46/3.57          & function(B) )
% 3.46/3.57       => ! [C] :
% 3.46/3.57            ( ( relation(C)
% 3.46/3.57              & function(C) )
% 3.46/3.57           => ( in(A,relation_dom(relation_composition(C,B)))
% 3.46/3.57             => apply(relation_composition(C,B),A) = apply(B,apply(C,A)) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t22_relset_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( relation_of2_as_subset(C,B,A)
% 3.46/3.57       => ( ! [D] :
% 3.46/3.57              ~ ( in(D,B)
% 3.46/3.57                & ! [E] : ~ in(ordered_pair(D,E),C) )
% 3.46/3.57        <=> relation_dom_as_subset(B,A,C) = B ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t22_wellord1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => ( reflexive(B)
% 3.46/3.57         => reflexive(relation_restriction(B,A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t23_funct_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ( relation(B)
% 3.46/3.57          & function(B) )
% 3.46/3.57       => ! [C] :
% 3.46/3.57            ( ( relation(C)
% 3.46/3.57              & function(C) )
% 3.46/3.57           => ( in(A,relation_dom(B))
% 3.46/3.57             => apply(relation_composition(B,C),A) = apply(C,apply(B,A)) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t23_lattices,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ( ~ empty_carrier(A)
% 3.46/3.57          & meet_commutative(A)
% 3.46/3.57          & meet_absorbing(A)
% 3.46/3.57          & latt_str(A) )
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( element(B,the_carrier(A))
% 3.46/3.57           => ! [C] :
% 3.46/3.57                ( element(C,the_carrier(A))
% 3.46/3.57               => below(A,meet_commut(A,B,C),B) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t23_ordinal1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ordinal(B)
% 3.46/3.57       => ( in(A,B)
% 3.46/3.57         => ordinal(A) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t23_relset_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( relation_of2_as_subset(C,A,B)
% 3.46/3.57       => ( ! [D] :
% 3.46/3.57              ~ ( in(D,B)
% 3.46/3.57                & ! [E] : ~ in(ordered_pair(E,D),C) )
% 3.46/3.57        <=> relation_rng_as_subset(A,B,C) = B ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t23_wellord1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => ( connected(B)
% 3.46/3.57         => connected(relation_restriction(B,A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t24_ordinal1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ordinal(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( ordinal(B)
% 3.46/3.57           => ~ ( ~ in(A,B)
% 3.46/3.57                & A != B
% 3.46/3.57                & ~ in(B,A) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t24_wellord1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => ( transitive(B)
% 3.46/3.57         => transitive(relation_restriction(B,A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t25_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( relation(B)
% 3.46/3.57           => ( subset(A,B)
% 3.46/3.57             => ( subset(relation_dom(A),relation_dom(B))
% 3.46/3.57                & subset(relation_rng(A),relation_rng(B)) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t25_wellord1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => ( antisymmetric(B)
% 3.46/3.57         => antisymmetric(relation_restriction(B,A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t25_wellord2,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => ( well_orders(B,A)
% 3.46/3.57         => ( relation_field(relation_restriction(B,A)) = A
% 3.46/3.57            & well_ordering(relation_restriction(B,A)) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t26_finset_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ( relation(A)
% 3.46/3.57          & function(A) )
% 3.46/3.57       => ( finite(relation_dom(A))
% 3.46/3.57         => finite(relation_rng(A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t26_lattices,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ( ~ empty_carrier(A)
% 3.46/3.57          & join_commutative(A)
% 3.46/3.57          & join_semilatt_str(A) )
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( element(B,the_carrier(A))
% 3.46/3.57           => ! [C] :
% 3.46/3.57                ( element(C,the_carrier(A))
% 3.46/3.57               => ( ( below(A,B,C)
% 3.46/3.57                    & below(A,C,B) )
% 3.46/3.57                 => B = C ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t26_wellord2,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57      ? [B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57        & well_orders(B,A) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t26_xboole_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( subset(A,B)
% 3.46/3.57       => subset(set_intersection2(A,C),set_intersection2(B,C)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t28_wellord2,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ~ empty(A)
% 3.46/3.57       => ~ ( ! [B] :
% 3.46/3.57                ~ ( in(B,A)
% 3.46/3.57                  & B = empty_set )
% 3.46/3.57            & ! [B] :
% 3.46/3.57                ( ( relation(B)
% 3.46/3.57                  & function(B) )
% 3.46/3.57               => ~ ( relation_dom(B) = A
% 3.46/3.57                    & ! [C] :
% 3.46/3.57                        ( in(C,A)
% 3.46/3.57                       => in(apply(B,C),C) ) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t28_xboole_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( subset(A,B)
% 3.46/3.57       => set_intersection2(A,B) = A ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t2_boole,axiom,
% 3.46/3.57      ! [A] : set_intersection2(A,empty_set) = empty_set ).
% 3.46/3.57  
% 3.46/3.57  fof(t2_subset,axiom,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( element(A,B)
% 3.46/3.57       => ( empty(B)
% 3.46/3.57          | in(A,B) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t2_tarski,axiom,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ! [C] :
% 3.46/3.57            ( in(C,A)
% 3.46/3.57          <=> in(C,B) )
% 3.46/3.57       => A = B ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t2_wellord2,lemma,
% 3.46/3.57      ! [A] : reflexive(inclusion_relation(A)) ).
% 3.46/3.57  
% 3.46/3.57  fof(t2_xboole_1,lemma,
% 3.46/3.57      ! [A] : subset(empty_set,A) ).
% 3.46/3.57  
% 3.46/3.57  fof(t30_relat_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( relation(C)
% 3.46/3.57       => ( in(ordered_pair(A,B),C)
% 3.46/3.57         => ( in(A,relation_field(C))
% 3.46/3.57            & in(B,relation_field(C)) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t31_ordinal1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ! [B] :
% 3.46/3.57            ( in(B,A)
% 3.46/3.57           => ( ordinal(B)
% 3.46/3.57              & subset(B,A) ) )
% 3.46/3.57       => ordinal(A) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t31_wellord1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => ( well_founded_relation(B)
% 3.46/3.57         => well_founded_relation(relation_restriction(B,A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t32_ordinal1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ordinal(B)
% 3.46/3.57       => ~ ( subset(A,B)
% 3.46/3.57            & A != empty_set
% 3.46/3.57            & ! [C] :
% 3.46/3.57                ( ordinal(C)
% 3.46/3.57               => ~ ( in(C,A)
% 3.46/3.57                    & ! [D] :
% 3.46/3.57                        ( ordinal(D)
% 3.46/3.57                       => ( in(D,A)
% 3.46/3.57                         => ordinal_subset(C,D) ) ) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t32_wellord1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => ( well_ordering(B)
% 3.46/3.57         => well_ordering(relation_restriction(B,A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t33_ordinal1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ordinal(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( ordinal(B)
% 3.46/3.57           => ( in(A,B)
% 3.46/3.57            <=> ordinal_subset(succ(A),B) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t33_xboole_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( subset(A,B)
% 3.46/3.57       => subset(set_difference(A,C),set_difference(B,C)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t33_zfmisc_1,lemma,
% 3.46/3.57      ! [A,B,C,D] :
% 3.46/3.57        ( ordered_pair(A,B) = ordered_pair(C,D)
% 3.46/3.57       => ( A = C
% 3.46/3.57          & B = D ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t34_funct_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ( relation(B)
% 3.46/3.57          & function(B) )
% 3.46/3.57       => ( B = identity_relation(A)
% 3.46/3.57        <=> ( relation_dom(B) = A
% 3.46/3.57            & ! [C] :
% 3.46/3.57                ( in(C,A)
% 3.46/3.57               => apply(B,C) = C ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t35_funct_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( in(B,A)
% 3.46/3.57       => apply(identity_relation(A),B) = B ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t36_xboole_1,lemma,
% 3.46/3.57      ! [A,B] : subset(set_difference(A,B),A) ).
% 3.46/3.57  
% 3.46/3.57  fof(t37_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ( relation_rng(A) = relation_dom(relation_inverse(A))
% 3.46/3.57          & relation_dom(A) = relation_rng(relation_inverse(A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t37_xboole_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( set_difference(A,B) = empty_set
% 3.46/3.57      <=> subset(A,B) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t37_zfmisc_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( subset(singleton(A),B)
% 3.46/3.57      <=> in(A,B) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t38_zfmisc_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( subset(unordered_pair(A,B),C)
% 3.46/3.57      <=> ( in(A,C)
% 3.46/3.57          & in(B,C) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t39_wellord1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => ( ( well_ordering(B)
% 3.46/3.57            & subset(A,relation_field(B)) )
% 3.46/3.57         => relation_field(relation_restriction(B,A)) = A ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t39_xboole_1,lemma,
% 3.46/3.57      ! [A,B] : set_union2(A,set_difference(B,A)) = set_union2(A,B) ).
% 3.46/3.57  
% 3.46/3.57  fof(t39_zfmisc_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( subset(A,singleton(B))
% 3.46/3.57      <=> ( A = empty_set
% 3.46/3.57          | A = singleton(B) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t3_boole,axiom,
% 3.46/3.57      ! [A] : set_difference(A,empty_set) = A ).
% 3.46/3.57  
% 3.46/3.57  fof(t3_ordinal1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ~ ( in(A,B)
% 3.46/3.57          & in(B,C)
% 3.46/3.57          & in(C,A) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t3_subset,axiom,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( element(A,powerset(B))
% 3.46/3.57      <=> subset(A,B) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t3_wellord2,lemma,
% 3.46/3.57      ! [A] : transitive(inclusion_relation(A)) ).
% 3.46/3.57  
% 3.46/3.57  fof(t3_xboole_0,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ~ ( ~ disjoint(A,B)
% 3.46/3.57            & ! [C] :
% 3.46/3.57                ~ ( in(C,A)
% 3.46/3.57                  & in(C,B) ) )
% 3.46/3.57        & ~ ( ? [C] :
% 3.46/3.57                ( in(C,A)
% 3.46/3.57                & in(C,B) )
% 3.46/3.57            & disjoint(A,B) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t3_xboole_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( subset(A,empty_set)
% 3.46/3.57       => A = empty_set ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t40_xboole_1,lemma,
% 3.46/3.57      ! [A,B] : set_difference(set_union2(A,B),B) = set_difference(A,B) ).
% 3.46/3.57  
% 3.46/3.57  fof(t41_ordinal1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ordinal(A)
% 3.46/3.57       => ( being_limit_ordinal(A)
% 3.46/3.57        <=> ! [B] :
% 3.46/3.57              ( ordinal(B)
% 3.46/3.57             => ( in(B,A)
% 3.46/3.57               => in(succ(B),A) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t42_ordinal1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ordinal(A)
% 3.46/3.57       => ( ~ ( ~ being_limit_ordinal(A)
% 3.46/3.57              & ! [B] :
% 3.46/3.57                  ( ordinal(B)
% 3.46/3.57                 => A != succ(B) ) )
% 3.46/3.57          & ~ ( ? [B] :
% 3.46/3.57                  ( ordinal(B)
% 3.46/3.57                  & A = succ(B) )
% 3.46/3.57              & being_limit_ordinal(A) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t43_subset_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( element(B,powerset(A))
% 3.46/3.57       => ! [C] :
% 3.46/3.57            ( element(C,powerset(A))
% 3.46/3.57           => ( disjoint(B,C)
% 3.46/3.57            <=> subset(B,subset_complement(A,C)) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t44_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( relation(B)
% 3.46/3.57           => subset(relation_dom(relation_composition(A,B)),relation_dom(A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t45_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( relation(B)
% 3.46/3.57           => subset(relation_rng(relation_composition(A,B)),relation_rng(B)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t45_xboole_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( subset(A,B)
% 3.46/3.57       => B = set_union2(A,set_difference(B,A)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t46_funct_2,lemma,
% 3.46/3.57      ! [A,B,C,D] :
% 3.46/3.57        ( ( function(D)
% 3.46/3.57          & quasi_total(D,A,B)
% 3.46/3.57          & relation_of2_as_subset(D,A,B) )
% 3.46/3.57       => ( B != empty_set
% 3.46/3.57         => ! [E] :
% 3.46/3.57              ( in(E,relation_inverse_image(D,C))
% 3.46/3.57            <=> ( in(E,A)
% 3.46/3.57                & in(apply(D,E),C) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t46_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( relation(B)
% 3.46/3.57           => ( subset(relation_rng(A),relation_dom(B))
% 3.46/3.57             => relation_dom(relation_composition(A,B)) = relation_dom(A) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t46_setfam_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( element(B,powerset(powerset(A)))
% 3.46/3.57       => ~ ( B != empty_set
% 3.46/3.57            & complements_of_subsets(A,B) = empty_set ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t46_zfmisc_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( in(A,B)
% 3.46/3.57       => set_union2(singleton(A),B) = B ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t47_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( relation(B)
% 3.46/3.57           => ( subset(relation_dom(A),relation_rng(B))
% 3.46/3.57             => relation_rng(relation_composition(B,A)) = relation_rng(A) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t47_setfam_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( element(B,powerset(powerset(A)))
% 3.46/3.57       => ( B != empty_set
% 3.46/3.57         => subset_difference(A,cast_to_subset(A),union_of_subsets(A,B)) = meet_of_subsets(A,complements_of_subsets(A,B)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t48_setfam_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( element(B,powerset(powerset(A)))
% 3.46/3.57       => ( B != empty_set
% 3.46/3.57         => union_of_subsets(A,complements_of_subsets(A,B)) = subset_difference(A,cast_to_subset(A),meet_of_subsets(A,B)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t48_xboole_1,lemma,
% 3.46/3.57      ! [A,B] : set_difference(A,set_difference(A,B)) = set_intersection2(A,B) ).
% 3.46/3.57  
% 3.46/3.57  fof(t49_wellord1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( relation(B)
% 3.46/3.57           => ! [C] :
% 3.46/3.57                ( ( relation(C)
% 3.46/3.57                  & function(C) )
% 3.46/3.57               => ( relation_isomorphism(A,B,C)
% 3.46/3.57                 => relation_isomorphism(B,A,function_inverse(C)) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t4_boole,axiom,
% 3.46/3.57      ! [A] : set_difference(empty_set,A) = empty_set ).
% 3.46/3.57  
% 3.46/3.57  fof(t4_subset,axiom,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( ( in(A,B)
% 3.46/3.57          & element(B,powerset(C)) )
% 3.46/3.57       => element(A,C) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t4_wellord2,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ordinal(A)
% 3.46/3.57       => connected(inclusion_relation(A)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t4_xboole_0,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ~ ( ~ disjoint(A,B)
% 3.46/3.57            & ! [C] : ~ in(C,set_intersection2(A,B)) )
% 3.46/3.57        & ~ ( ? [C] : in(C,set_intersection2(A,B))
% 3.46/3.57            & disjoint(A,B) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t50_subset_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( A != empty_set
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( element(B,powerset(A))
% 3.46/3.57           => ! [C] :
% 3.46/3.57                ( element(C,A)
% 3.46/3.57               => ( ~ in(C,B)
% 3.46/3.57                 => in(C,subset_complement(A,B)) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t53_wellord1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( relation(B)
% 3.46/3.57           => ! [C] :
% 3.46/3.57                ( ( relation(C)
% 3.46/3.57                  & function(C) )
% 3.46/3.57               => ( relation_isomorphism(A,B,C)
% 3.46/3.57                 => ( ( reflexive(A)
% 3.46/3.57                     => reflexive(B) )
% 3.46/3.57                    & ( transitive(A)
% 3.46/3.57                     => transitive(B) )
% 3.46/3.57                    & ( connected(A)
% 3.46/3.57                     => connected(B) )
% 3.46/3.57                    & ( antisymmetric(A)
% 3.46/3.57                     => antisymmetric(B) )
% 3.46/3.57                    & ( well_founded_relation(A)
% 3.46/3.57                     => well_founded_relation(B) ) ) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t54_funct_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ( relation(A)
% 3.46/3.57          & function(A) )
% 3.46/3.57       => ( one_to_one(A)
% 3.46/3.57         => ! [B] :
% 3.46/3.57              ( ( relation(B)
% 3.46/3.57                & function(B) )
% 3.46/3.57             => ( B = function_inverse(A)
% 3.46/3.57              <=> ( relation_dom(B) = relation_rng(A)
% 3.46/3.57                  & ! [C,D] :
% 3.46/3.57                      ( ( ( in(C,relation_rng(A))
% 3.46/3.57                          & D = apply(B,C) )
% 3.46/3.57                       => ( in(D,relation_dom(A))
% 3.46/3.57                          & C = apply(A,D) ) )
% 3.46/3.57                      & ( ( in(D,relation_dom(A))
% 3.46/3.57                          & C = apply(A,D) )
% 3.46/3.57                       => ( in(C,relation_rng(A))
% 3.46/3.57                          & D = apply(B,C) ) ) ) ) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t54_subset_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( element(C,powerset(A))
% 3.46/3.57       => ~ ( in(B,subset_complement(A,C))
% 3.46/3.57            & in(B,C) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t54_wellord1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ! [B] :
% 3.46/3.57            ( relation(B)
% 3.46/3.57           => ! [C] :
% 3.46/3.57                ( ( relation(C)
% 3.46/3.57                  & function(C) )
% 3.46/3.57               => ( ( well_ordering(A)
% 3.46/3.57                    & relation_isomorphism(A,B,C) )
% 3.46/3.57                 => well_ordering(B) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t55_funct_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ( relation(A)
% 3.46/3.57          & function(A) )
% 3.46/3.57       => ( one_to_one(A)
% 3.46/3.57         => ( relation_rng(A) = relation_dom(function_inverse(A))
% 3.46/3.57            & relation_dom(A) = relation_rng(function_inverse(A)) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t56_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ( ! [B,C] : ~ in(ordered_pair(B,C),A)
% 3.46/3.57         => A = empty_set ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t57_funct_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ( relation(B)
% 3.46/3.57          & function(B) )
% 3.46/3.57       => ( ( one_to_one(B)
% 3.46/3.57            & in(A,relation_rng(B)) )
% 3.46/3.57         => ( A = apply(B,apply(function_inverse(B),A))
% 3.46/3.57            & A = apply(relation_composition(function_inverse(B),B),A) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t5_subset,axiom,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ~ ( in(A,B)
% 3.46/3.57          & element(B,powerset(C))
% 3.46/3.57          & empty(C) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t5_wellord1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ( well_founded_relation(A)
% 3.46/3.57        <=> is_well_founded_in(A,relation_field(A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t5_wellord2,lemma,
% 3.46/3.57      ! [A] : antisymmetric(inclusion_relation(A)) ).
% 3.46/3.57  
% 3.46/3.57  fof(t60_relat_1,lemma,
% 3.46/3.57      ( relation_dom(empty_set) = empty_set
% 3.46/3.57      & relation_rng(empty_set) = empty_set ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t60_xboole_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ~ ( subset(A,B)
% 3.46/3.57          & proper_subset(B,A) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t62_funct_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ( relation(A)
% 3.46/3.57          & function(A) )
% 3.46/3.57       => ( one_to_one(A)
% 3.46/3.57         => one_to_one(function_inverse(A)) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t63_xboole_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( ( subset(A,B)
% 3.46/3.57          & disjoint(B,C) )
% 3.46/3.57       => disjoint(A,C) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t64_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ( ( relation_dom(A) = empty_set
% 3.46/3.57            | relation_rng(A) = empty_set )
% 3.46/3.57         => A = empty_set ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t65_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ( relation_dom(A) = empty_set
% 3.46/3.57        <=> relation_rng(A) = empty_set ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t65_zfmisc_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( set_difference(A,singleton(B)) = A
% 3.46/3.57      <=> ~ in(B,A) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t68_funct_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( ( relation(B)
% 3.46/3.57          & function(B) )
% 3.46/3.57       => ! [C] :
% 3.46/3.57            ( ( relation(C)
% 3.46/3.57              & function(C) )
% 3.46/3.57           => ( B = relation_dom_restriction(C,A)
% 3.46/3.57            <=> ( relation_dom(B) = set_intersection2(relation_dom(C),A)
% 3.46/3.57                & ! [D] :
% 3.46/3.57                    ( in(D,relation_dom(B))
% 3.46/3.57                   => apply(B,D) = apply(C,D) ) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t69_enumset1,lemma,
% 3.46/3.57      ! [A] : unordered_pair(A,A) = singleton(A) ).
% 3.46/3.57  
% 3.46/3.57  fof(t6_boole,axiom,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( empty(A)
% 3.46/3.57       => A = empty_set ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t6_funct_2,lemma,
% 3.46/3.57      ! [A,B,C,D] :
% 3.46/3.57        ( ( function(D)
% 3.46/3.57          & quasi_total(D,A,B)
% 3.46/3.57          & relation_of2_as_subset(D,A,B) )
% 3.46/3.57       => ( in(C,A)
% 3.46/3.57         => ( B = empty_set
% 3.46/3.57            | in(apply(D,C),relation_rng(D)) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t6_wellord2,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ordinal(A)
% 3.46/3.57       => well_founded_relation(inclusion_relation(A)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t6_zfmisc_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( subset(singleton(A),singleton(B))
% 3.46/3.57       => A = B ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t70_funct_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( ( relation(C)
% 3.46/3.57          & function(C) )
% 3.46/3.57       => ( in(B,relation_dom(relation_dom_restriction(C,A)))
% 3.46/3.57         => apply(relation_dom_restriction(C,A),B) = apply(C,B) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t71_relat_1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation_dom(identity_relation(A)) = A
% 3.46/3.57        & relation_rng(identity_relation(A)) = A ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t72_funct_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( ( relation(C)
% 3.46/3.57          & function(C) )
% 3.46/3.57       => ( in(B,A)
% 3.46/3.57         => apply(relation_dom_restriction(C,A),B) = apply(C,B) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t74_relat_1,lemma,
% 3.46/3.57      ! [A,B,C,D] :
% 3.46/3.57        ( relation(D)
% 3.46/3.57       => ( in(ordered_pair(A,B),relation_composition(identity_relation(C),D))
% 3.46/3.57        <=> ( in(A,C)
% 3.46/3.57            & in(ordered_pair(A,B),D) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t7_boole,axiom,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ~ ( in(A,B)
% 3.46/3.57          & empty(B) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t7_mcart_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( pair_first(ordered_pair(A,B)) = A
% 3.46/3.57        & pair_second(ordered_pair(A,B)) = B ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t7_tarski,axiom,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ~ ( in(A,B)
% 3.46/3.57          & ! [C] :
% 3.46/3.57              ~ ( in(C,B)
% 3.46/3.57                & ! [D] :
% 3.46/3.57                    ~ ( in(D,B)
% 3.46/3.57                      & in(D,C) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t7_wellord2,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( ordinal(A)
% 3.46/3.57       => well_ordering(inclusion_relation(A)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t7_xboole_1,lemma,
% 3.46/3.57      ! [A,B] : subset(A,set_union2(A,B)) ).
% 3.46/3.57  
% 3.46/3.57  fof(t83_xboole_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( disjoint(A,B)
% 3.46/3.57      <=> set_difference(A,B) = A ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t86_relat_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( relation(C)
% 3.46/3.57       => ( in(A,relation_dom(relation_dom_restriction(C,B)))
% 3.46/3.57        <=> ( in(A,B)
% 3.46/3.57            & in(A,relation_dom(C)) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t88_relat_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => subset(relation_dom_restriction(B,A),B) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t8_boole,axiom,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ~ ( empty(A)
% 3.46/3.57          & A != B
% 3.46/3.57          & empty(B) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t8_funct_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( ( relation(C)
% 3.46/3.57          & function(C) )
% 3.46/3.57       => ( in(ordered_pair(A,B),C)
% 3.46/3.57        <=> ( in(A,relation_dom(C))
% 3.46/3.57            & B = apply(C,A) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t8_wellord1,lemma,
% 3.46/3.57      ! [A] :
% 3.46/3.57        ( relation(A)
% 3.46/3.57       => ( well_orders(A,relation_field(A))
% 3.46/3.57        <=> well_ordering(A) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t8_xboole_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( ( subset(A,B)
% 3.46/3.57          & subset(C,B) )
% 3.46/3.57       => subset(set_union2(A,C),B) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t8_zfmisc_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( singleton(A) = unordered_pair(B,C)
% 3.46/3.57       => A = B ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t90_relat_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => relation_dom(relation_dom_restriction(B,A)) = set_intersection2(relation_dom(B),A) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t92_zfmisc_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( in(A,B)
% 3.46/3.57       => subset(A,union(B)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t94_relat_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => relation_dom_restriction(B,A) = relation_composition(identity_relation(A),B) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t99_relat_1,lemma,
% 3.46/3.57      ! [A,B] :
% 3.46/3.57        ( relation(B)
% 3.46/3.57       => subset(relation_rng(relation_dom_restriction(B,A)),relation_rng(B)) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t99_zfmisc_1,lemma,
% 3.46/3.57      ! [A] : union(powerset(A)) = A ).
% 3.46/3.57  
% 3.46/3.57  fof(t9_funct_2,lemma,
% 3.46/3.57      ! [A,B,C,D] :
% 3.46/3.57        ( ( function(D)
% 3.46/3.57          & quasi_total(D,A,B)
% 3.46/3.57          & relation_of2_as_subset(D,A,B) )
% 3.46/3.57       => ( subset(B,C)
% 3.46/3.57         => ( ( B = empty_set
% 3.46/3.57              & A != empty_set )
% 3.46/3.57            | ( function(D)
% 3.46/3.57              & quasi_total(D,A,C)
% 3.46/3.57              & relation_of2_as_subset(D,A,C) ) ) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t9_tarski,axiom,
% 3.46/3.57      ! [A] :
% 3.46/3.57      ? [B] :
% 3.46/3.57        ( in(A,B)
% 3.46/3.57        & ! [C,D] :
% 3.46/3.57            ( ( in(C,B)
% 3.46/3.57              & subset(D,C) )
% 3.46/3.57           => in(D,B) )
% 3.46/3.57        & ! [C] :
% 3.46/3.57            ~ ( in(C,B)
% 3.46/3.57              & ! [D] :
% 3.46/3.57                  ~ ( in(D,B)
% 3.46/3.57                    & ! [E] :
% 3.46/3.57                        ( subset(E,C)
% 3.46/3.57                       => in(E,D) ) ) )
% 3.46/3.57        & ! [C] :
% 3.46/3.57            ~ ( subset(C,B)
% 3.46/3.57              & ~ are_equipotent(C,B)
% 3.46/3.57              & ~ in(C,B) ) ) ).
% 3.46/3.57  
% 3.46/3.57  fof(t9_zfmisc_1,lemma,
% 3.46/3.57      ! [A,B,C] :
% 3.46/3.57        ( singleton(A) = unordered_pair(B,C)
% 3.46/3.57       => B = C ) ).
% 3.46/3.57  
% 3.46/3.57  %------------------------------------------------------------------------------
% 3.46/3.57  %-------------------------------------------
% 3.46/3.57  % Proof found
% 3.46/3.57  % SZS status Theorem for theBenchmark
% 3.46/3.57  % SZS output start Proof
% 3.46/3.57  %ClaNum:2613(EqnAxiom:821)
% 3.46/3.57  %VarNum:20518(SingletonVarNum:4896)
% 3.46/3.57  %MaxLitNum:16
% 3.46/3.57  %MaxfuncDepth:4
% 3.46/3.57  %SharedTerms:160
% 3.46/3.57  %goalClause: 894 974
% 3.46/3.57  %singleGoalClaCount:2
% 3.46/3.57  [824]P1(a1)
% 3.46/3.57  [825]P1(a9)
% 3.46/3.57  [826]P50(a1)
% 3.46/3.57  [827]P50(a9)
% 3.46/3.57  [828]P54(a1)
% 3.46/3.57  [829]P54(a9)
% 3.46/3.57  [830]P55(a1)
% 3.46/3.57  [831]P55(a9)
% 3.46/3.57  [832]P56(a1)
% 3.46/3.57  [833]P56(a9)
% 3.46/3.57  [834]P2(a10)
% 3.46/3.57  [839]P3(a1)
% 3.46/3.57  [840]P3(a26)
% 3.46/3.57  [841]P3(a29)
% 3.46/3.57  [842]P3(a30)
% 3.46/3.57  [843]P3(a33)
% 3.46/3.57  [844]P3(a35)
% 3.46/3.57  [845]P34(a36)
% 3.46/3.57  [846]P34(a1)
% 3.46/3.57  [847]P34(a10)
% 3.46/3.57  [848]P34(a27)
% 3.46/3.57  [849]P34(a28)
% 3.46/3.57  [850]P34(a35)
% 3.46/3.57  [851]P34(a37)
% 3.46/3.57  [852]P13(a36)
% 3.46/3.57  [853]P13(a1)
% 3.46/3.57  [854]P13(a10)
% 3.46/3.57  [855]P13(a27)
% 3.46/3.57  [856]P13(a28)
% 3.46/3.57  [857]P13(a35)
% 3.46/3.57  [858]P13(a37)
% 3.46/3.57  [859]P14(a36)
% 3.46/3.57  [860]P14(a1)
% 3.46/3.57  [861]P14(a10)
% 3.46/3.57  [862]P14(a27)
% 3.46/3.57  [863]P14(a28)
% 3.46/3.57  [864]P14(a35)
% 3.46/3.57  [865]P14(a37)
% 3.46/3.57  [866]P19(a23)
% 3.46/3.57  [867]P21(a1)
% 3.46/3.57  [868]P21(a24)
% 3.46/3.57  [869]P21(a26)
% 3.46/3.57  [870]P21(a33)
% 3.46/3.57  [871]P21(a35)
% 3.46/3.57  [872]P21(a38)
% 3.46/3.57  [873]P21(a45)
% 3.46/3.57  [876]P37(a1)
% 3.46/3.57  [877]P37(a24)
% 3.46/3.57  [878]P37(a26)
% 3.46/3.57  [879]P37(a29)
% 3.46/3.57  [880]P37(a33)
% 3.46/3.57  [881]P37(a35)
% 3.46/3.57  [882]P37(a39)
% 3.46/3.57  [883]P37(a38)
% 3.46/3.57  [884]P37(a46)
% 3.46/3.57  [885]P37(a45)
% 3.46/3.57  [886]P35(a1)
% 3.46/3.57  [887]P35(a26)
% 3.46/3.57  [888]P35(a35)
% 3.46/3.57  [889]P35(a38)
% 3.46/3.57  [890]P22(a48)
% 3.46/3.57  [891]P30(a49)
% 3.46/3.57  [892]P36(a327)
% 3.46/3.57  [893]P36(a47)
% 3.46/3.57  [894]P36(a50)
% 3.46/3.57  [895]P4(a28)
% 3.46/3.57  [896]P31(a328)
% 3.46/3.57  [898]P43(a1)
% 3.46/3.57  [899]P43(a46)
% 3.46/3.57  [900]P43(a45)
% 3.46/3.57  [966]~P3(a36)
% 3.46/3.57  [967]~P3(a10)
% 3.46/3.57  [968]~P3(a23)
% 3.46/3.57  [969]~P3(a9)
% 3.46/3.57  [970]~P3(a39)
% 3.46/3.57  [971]~P3(a42)
% 3.46/3.57  [972]~P3(a37)
% 3.46/3.57  [973]~P15(a47)
% 3.46/3.57  [822]E(f8(a1),a1)
% 3.46/3.57  [823]E(f345(a1),a1)
% 3.46/3.57  [932]E(f364(a1,a1),f341(a1))
% 3.46/3.57  [974]~E(f359(a50),f2(a50))
% 3.46/3.57  [929]P45(a1,x9291)
% 3.46/3.57  [933]P45(x9331,x9331)
% 3.46/3.57  [934]P20(x9341,x9341)
% 3.46/3.57  [978]~P42(x9781,x9781)
% 3.46/3.57  [901]P2(f34(x9011))
% 3.46/3.57  [902]P3(f34(x9021))
% 3.46/3.57  [903]P3(f41(x9031))
% 3.46/3.57  [904]P34(f34(x9041))
% 3.46/3.57  [905]P13(f34(x9051))
% 3.46/3.57  [906]P14(f34(x9061))
% 3.46/3.57  [907]P19(f34(x9071))
% 3.46/3.57  [908]P38(f341(x9081))
% 3.46/3.57  [909]P7(f341(x9091))
% 3.46/3.57  [910]P10(f341(x9101))
% 3.46/3.57  [911]P21(f329(x9111))
% 3.46/3.57  [912]P21(f34(x9121))
% 3.46/3.57  [913]P21(f51(x9131))
% 3.46/3.57  [915]P37(f329(x9151))
% 3.46/3.57  [916]P37(f335(x9161))
% 3.46/3.57  [917]P37(f34(x9171))
% 3.46/3.57  [918]P37(f51(x9181))
% 3.46/3.57  [919]P37(f215(x9191))
% 3.46/3.57  [920]P35(f34(x9201))
% 3.46/3.57  [921]P5(f335(x9211))
% 3.46/3.57  [922]P44(f335(x9221))
% 3.46/3.57  [923]P40(f335(x9231))
% 3.46/3.57  [928]E(f354(a1,x9281),a1)
% 3.46/3.57  [930]E(f357(x9301,a1),x9301)
% 3.46/3.57  [931]E(f354(x9311,a1),x9311)
% 3.46/3.57  [935]E(f357(x9351,x9351),x9351)
% 3.46/3.57  [936]P23(x9361,f216(x9361))
% 3.46/3.57  [937]P23(x9371,f225(x9371))
% 3.46/3.57  [938]P11(x9381,f341(x9381))
% 3.46/3.57  [939]P11(f330(x9391),x9391)
% 3.46/3.57  [940]P57(f215(x9401),x9401)
% 3.46/3.57  [941]P11(f34(x9411),f341(x9411))
% 3.46/3.57  [942]P11(f41(x9421),f341(x9421))
% 3.46/3.57  [945]P19(f364(x9451,x9451))
% 3.46/3.57  [976]~P3(f341(x9761))
% 3.46/3.57  [977]~E(f364(x9771,x9771),a1)
% 3.46/3.57  [924]E(f8(f329(x9241)),x9241)
% 3.46/3.57  [925]E(f8(f51(x9251)),x9251)
% 3.46/3.57  [926]E(f345(f329(x9261)),x9261)
% 3.46/3.57  [927]E(f353(f341(x9271)),x9271)
% 3.46/3.57  [950]E(f354(x9501,f354(x9501,a1)),a1)
% 3.46/3.57  [953]E(f354(x9531,f354(x9531,x9531)),x9531)
% 3.46/3.57  [962]P23(x9621,f357(x9621,f364(x9621,x9621)))
% 3.46/3.57  [982]~P3(f357(x9821,f364(x9821,x9821)))
% 3.46/3.57  [943]E(f364(x9431,x9432),f364(x9432,x9431))
% 3.46/3.57  [944]E(f357(x9441,x9442),f357(x9442,x9441))
% 3.46/3.57  [946]P21(f25(x9461,x9462))
% 3.46/3.57  [947]P21(f40(x9471,x9472))
% 3.46/3.57  [948]P37(f25(x9481,x9482))
% 3.46/3.57  [949]P37(f40(x9491,x9492))
% 3.46/3.57  [951]P45(x9511,f357(x9511,x9512))
% 3.46/3.57  [952]P45(f354(x9521,x9522),x9521)
% 3.46/3.57  [957]P46(f11(x9571,x9572),x9571,x9572)
% 3.46/3.57  [958]P41(f25(x9581,x9582),x9581,x9582)
% 3.46/3.57  [959]P47(f331(x9591,x9592),x9591,x9592)
% 3.46/3.57  [960]P47(f25(x9601,x9602),x9601,x9602)
% 3.46/3.57  [961]P47(f40(x9611,x9612),x9611,x9612)
% 3.46/3.57  [979]~P3(f364(x9791,x9792))
% 3.46/3.57  [954]E(f357(x9541,f354(x9542,x9541)),f357(x9541,x9542))
% 3.46/3.57  [955]E(f354(f357(x9551,x9552),x9552),f354(x9551,x9552))
% 3.46/3.57  [956]E(f354(x9561,f354(x9561,x9562)),f354(x9562,f354(x9562,x9561)))
% 3.46/3.57  [964]E(f342(f364(f364(x9641,x9642),f364(x9641,x9641))),x9641)
% 3.46/3.57  [965]E(f343(f364(f364(x9651,x9652),f364(x9651,x9651))),x9652)
% 3.46/3.57  [986]P34(x9861)+~E(x9861,a36)
% 3.46/3.57  [987]P4(x9871)+~E(x9871,a36)
% 3.46/3.57  [988]~P3(x9881)+E(x9881,a1)
% 3.46/3.57  [990]~P50(x9901)+P1(x9901)
% 3.46/3.57  [991]~P3(x9911)+P1(x9911)
% 3.46/3.57  [992]~P54(x9921)+P50(x9921)
% 3.46/3.57  [993]~P3(x9931)+P50(x9931)
% 3.46/3.57  [994]~P55(x9941)+P54(x9941)
% 3.46/3.57  [995]~P3(x9951)+P54(x9951)
% 3.46/3.57  [996]~P56(x9961)+P55(x9961)
% 3.46/3.57  [997]~P3(x9971)+P55(x9971)
% 3.46/3.57  [998]~P3(x9981)+P56(x9981)
% 3.46/3.57  [999]~P3(x9991)+P34(x9991)
% 3.46/3.57  [1000]~P3(x10001)+P13(x10001)
% 3.46/3.57  [1002]~P34(x10021)+P13(x10021)
% 3.46/3.57  [1003]~P3(x10031)+P14(x10031)
% 3.46/3.57  [1005]~P34(x10051)+P14(x10051)
% 3.46/3.57  [1006]~P3(x10061)+P19(x10061)
% 3.46/3.57  [1007]~P38(x10071)+P7(x10071)
% 3.46/3.57  [1008]~P38(x10081)+P10(x10081)
% 3.46/3.57  [1009]~P3(x10091)+P21(x10091)
% 3.46/3.57  [1010]~P3(x10101)+P37(x10101)
% 3.46/3.57  [1011]~P31(x10111)+P22(x10111)
% 3.46/3.57  [1012]~P31(x10121)+P30(x10121)
% 3.46/3.57  [1013]~P22(x10131)+P36(x10131)
% 3.46/3.57  [1014]~P30(x10141)+P36(x10141)
% 3.46/3.57  [1021]~E(x10211,a36)+P23(a1,x10211)
% 3.46/3.57  [1071]~P45(x10711,a1)+E(x10711,a1)
% 3.46/3.57  [1077]P2(x10771)+~P11(x10771,a36)
% 3.46/3.57  [1078]P34(x10781)+~P11(x10781,a36)
% 3.46/3.57  [1079]P13(x10791)+~P11(x10791,a36)
% 3.46/3.57  [1080]P14(x10801)+~P11(x10801,a36)
% 3.46/3.57  [1016]~P4(x10161)+E(f353(x10161),x10161)
% 3.46/3.57  [1017]P4(x10171)+~E(f353(x10171),x10171)
% 3.46/3.57  [1019]P3(x10191)+P19(f43(x10191))
% 3.46/3.57  [1022]~P36(x10221)+E(f359(x10221),f2(x10221))
% 3.46/3.57  [1026]P14(x10261)+~E(f253(x10261),f254(x10261))
% 3.46/3.57  [1027]P21(x10271)+~E(f52(x10271),f53(x10271))
% 3.46/3.57  [1028]~P3(x10281)+P3(f8(x10281))
% 3.46/3.57  [1029]~P3(x10291)+P3(f345(x10291))
% 3.46/3.57  [1030]~P3(x10301)+P3(f346(x10301))
% 3.46/3.57  [1031]~P34(x10311)+P34(f353(x10311))
% 3.46/3.57  [1032]~P34(x10321)+P13(f353(x10321))
% 3.46/3.57  [1033]~P34(x10331)+P14(f353(x10331))
% 3.46/3.57  [1034]~P22(x10341)+P21(f360(x10341))
% 3.46/3.57  [1035]~P30(x10351)+P21(f363(x10351))
% 3.46/3.57  [1036]~P19(x10361)+P21(f54(x10361))
% 3.46/3.57  [1037]~P3(x10371)+P37(f8(x10371))
% 3.46/3.57  [1038]~P3(x10381)+P37(f345(x10381))
% 3.46/3.57  [1039]~P3(x10391)+P37(f346(x10391))
% 3.46/3.57  [1040]~P37(x10401)+P37(f346(x10401))
% 3.46/3.57  [1041]~P19(x10411)+P37(f54(x10411))
% 3.46/3.57  [1042]~P34(x10421)+P8(f335(x10421))
% 3.46/3.57  [1043]~P34(x10431)+P58(f335(x10431))
% 3.46/3.57  [1044]~P34(x10441)+P59(f335(x10441))
% 3.46/3.57  [1067]P3(x10671)+~P3(f31(x10671))
% 3.46/3.57  [1068]P3(x10681)+~P3(f43(x10681))
% 3.46/3.57  [1072]P23(f256(x10721),x10721)+E(x10721,a1)
% 3.46/3.57  [1075]~E(f56(x10751),f57(x10751))+P21(f55(x10751))
% 3.46/3.57  [1076]~E(f56(x10761),f57(x10761))+P37(f55(x10761))
% 3.46/3.57  [1085]P34(x10851)+P23(f229(x10851),x10851)
% 3.46/3.57  [1086]P13(x10861)+P23(f266(x10861),x10861)
% 3.46/3.57  [1087]P14(x10871)+P23(f254(x10871),x10871)
% 3.46/3.57  [1088]P14(x10881)+P23(f253(x10881),x10881)
% 3.46/3.57  [1089]P37(x10891)+P23(f147(x10891),x10891)
% 3.46/3.57  [1106]P3(x11061)+P11(f31(x11061),f341(x11061))
% 3.46/3.57  [1107]P3(x11071)+P11(f43(x11071),f341(x11071))
% 3.46/3.57  [1109]P23(f59(x11091),x11091)+P21(f55(x11091))
% 3.46/3.57  [1111]P23(f59(x11111),x11111)+P37(f55(x11111))
% 3.46/3.57  [1157]P13(x11571)+~P45(f266(x11571),x11571)
% 3.46/3.57  [1277]P14(x12771)+~P23(f254(x12771),f253(x12771))
% 3.46/3.57  [1278]P14(x12781)+~P23(f253(x12781),f254(x12781))
% 3.46/3.57  [1047]~P19(x10471)+E(f345(f54(x10471)),x10471)
% 3.46/3.57  [1048]~P37(x10481)+E(f346(f346(x10481)),x10481)
% 3.46/3.57  [1069]~P37(x10691)+E(f345(f346(x10691)),f8(x10691))
% 3.46/3.57  [1070]~P37(x10701)+E(f8(f346(x10701)),f345(x10701))
% 3.46/3.57  [1112]~P37(x11121)+E(f350(x11121,f8(x11121)),f345(x11121))
% 3.46/3.57  [1172]~P37(x11721)+E(f357(f8(x11721),f345(x11721)),f347(x11721))
% 3.46/3.57  [1179]~P19(x11791)+P23(f8(f54(x11791)),a36)
% 3.46/3.57  [1189]P21(f55(x11891))+E(f364(f59(x11891),f59(x11891)),f57(x11891))
% 3.46/3.57  [1190]P37(f55(x11901))+E(f364(f59(x11901),f59(x11901)),f57(x11901))
% 3.46/3.57  [1191]P21(f55(x11911))+E(f364(f59(x11911),f59(x11911)),f56(x11911))
% 3.46/3.57  [1192]P37(f55(x11921))+E(f364(f59(x11921),f59(x11921)),f56(x11921))
% 3.46/3.57  [1276]~P36(x12761)+P11(f2(x12761),f341(f359(x12761)))
% 3.46/3.57  [1424]~P37(x14241)+P45(x14241,f4(f8(x14241),f345(x14241)))
% 3.46/3.57  [1507]~P34(x15071)+P34(f357(x15071,f364(x15071,x15071)))
% 3.46/3.57  [1508]~P34(x15081)+P13(f357(x15081,f364(x15081,x15081)))
% 3.46/3.57  [1509]~P34(x15091)+P14(f357(x15091,f364(x15091,x15091)))
% 3.46/3.57  [1617]~P22(x16171)+P46(f360(x16171),f4(f359(x16171),f359(x16171)),f359(x16171))
% 3.46/3.57  [1618]~P30(x16181)+P46(f363(x16181),f4(f359(x16181),f359(x16181)),f359(x16181))
% 3.46/3.57  [1619]~P22(x16191)+P41(f360(x16191),f4(f359(x16191),f359(x16191)),f359(x16191))
% 3.46/3.57  [1620]~P30(x16201)+P41(f363(x16201),f4(f359(x16201),f359(x16201)),f359(x16201))
% 3.46/3.57  [1888]P21(x18881)+P23(f364(f364(f126(x18881),f53(x18881)),f364(f126(x18881),f126(x18881))),x18881)
% 3.46/3.57  [1889]P21(x18891)+P23(f364(f364(f126(x18891),f52(x18891)),f364(f126(x18891),f126(x18891))),x18891)
% 3.46/3.57  [1046]~E(x10461,x10462)+P45(x10461,x10462)
% 3.46/3.57  [1090]~P23(x10902,x10901)+~E(x10901,a1)
% 3.46/3.57  [1092]~P42(x10921,x10922)+~E(x10921,x10922)
% 3.46/3.57  [1103]~P3(x11031)+~P23(x11032,x11031)
% 3.46/3.57  [1162]~P23(x11621,x11622)+P11(x11621,x11622)
% 3.46/3.57  [1163]~P42(x11631,x11632)+P45(x11631,x11632)
% 3.46/3.57  [1164]~P12(x11642,x11641)+P12(x11641,x11642)
% 3.46/3.57  [1165]~P20(x11652,x11651)+P20(x11651,x11652)
% 3.46/3.57  [1166]~P6(x11661,x11662)+P20(x11661,x11662)
% 3.46/3.57  [1167]~P20(x11671,x11672)+P6(x11671,x11672)
% 3.46/3.57  [1268]~P23(x12682,x12681)+~P23(x12681,x12682)
% 3.46/3.57  [1269]~P42(x12692,x12691)+~P42(x12691,x12692)
% 3.46/3.57  [1270]~P45(x12702,x12701)+~P42(x12701,x12702)
% 3.46/3.57  [1156]P34(x11561)+~P23(x11561,f148(x11562))
% 3.46/3.57  [1159]~P45(x11591,x11592)+E(f354(x11591,x11592),a1)
% 3.46/3.57  [1161]P45(x11611,x11612)+~E(f354(x11611,x11612),a1)
% 3.46/3.57  [1168]~P19(x11681)+P19(f354(x11681,x11682))
% 3.46/3.57  [1169]~P37(x11691)+P37(f348(x11691,x11692))
% 3.46/3.57  [1170]~P37(x11702)+P37(f355(x11701,x11702))
% 3.46/3.57  [1171]~P37(x11711)+P37(f351(x11711,x11712))
% 3.46/3.57  [1175]~P45(x11751,x11752)+E(f357(x11751,x11752),x11752)
% 3.46/3.57  [1176]~P12(x11761,x11762)+E(f354(x11761,x11762),x11761)
% 3.46/3.57  [1178]P12(x11781,x11782)+~E(f354(x11781,x11782),x11781)
% 3.46/3.57  [1204]~E(x12041,a1)+P45(x12041,f364(x12042,x12042))
% 3.46/3.57  [1210]~P45(x12101,x12102)+P11(x12101,f341(x12102))
% 3.46/3.57  [1212]~P23(x12121,x12122)+P45(x12121,f353(x12122))
% 3.46/3.57  [1281]P23(x12811,x12812)+~P23(x12811,f148(x12812))
% 3.46/3.57  [1282]P45(x12821,x12822)+~P11(x12821,f341(x12822))
% 3.46/3.57  [1285]~P37(x12851)+P45(f348(x12851,x12852),x12851)
% 3.46/3.57  [1286]~P37(x12862)+P45(f355(x12861,x12862),x12862)
% 3.46/3.57  [1309]P3(x13091)+~P3(f357(x13092,x13091))
% 3.46/3.57  [1310]P3(x13101)+~P3(f357(x13101,x13102))
% 3.46/3.57  [1316]~P20(x13161,x13162)+P21(f290(x13161,x13162))
% 3.46/3.57  [1317]~P20(x13171,x13172)+P37(f290(x13171,x13172))
% 3.46/3.57  [1318]~P20(x13181,x13182)+P35(f290(x13181,x13182))
% 3.46/3.57  [1319]~P37(x13191)+P45(f350(x13191,x13192),f345(x13191))
% 3.46/3.57  [1320]~P37(x13201)+P45(f352(x13201,x13202),f8(x13201))
% 3.46/3.57  [1326]P23(x13261,x13262)+P12(f364(x13261,x13261),x13262)
% 3.46/3.57  [1327]P45(x13271,x13272)+P23(f285(x13271,x13272),x13271)
% 3.46/3.57  [1328]P12(x13281,x13282)+P23(f231(x13281,x13282),x13282)
% 3.46/3.57  [1329]P12(x13291,x13292)+P23(f231(x13291,x13292),x13291)
% 3.46/3.57  [1342]P23(f341(x13421),f216(x13422))+~P23(x13421,f216(x13422))
% 3.46/3.57  [1351]~P11(x13512,f341(x13511))+E(f361(x13511,x13512),f354(x13511,x13512))
% 3.46/3.57  [1353]P23(f21(x13531,x13532),x13531)+P11(x13531,f341(x13532))
% 3.46/3.57  [1380]~P23(x13801,x13802)+P23(f237(x13801,x13802),x13802)
% 3.46/3.57  [1382]~P23(x13821,x13822)+P45(f364(x13821,x13821),x13822)
% 3.46/3.57  [1448]P45(x14481,x14482)+~P23(f285(x14481,x14482),x14482)
% 3.46/3.57  [1450]~P23(x14502,f225(x14501))+P23(f248(x14501,x14502),f225(x14501))
% 3.46/3.57  [1451]~P11(x14512,f341(x14511))+P11(f361(x14511,x14512),f341(x14511))
% 3.46/3.57  [1472]~P23(f21(x14721,x14722),x14722)+P11(x14721,f341(x14722))
% 3.46/3.57  [1490]~P23(x14901,x14902)+~P12(f364(x14901,x14901),x14902)
% 3.46/3.57  [1553]E(x15531,x15532)+~P45(f364(x15531,x15531),f364(x15532,x15532))
% 3.46/3.57  [1195]~P37(x11952)+E(f344(f329(x11951),x11952),f348(x11952,x11951))
% 3.46/3.57  [1214]~P23(x12142,x12141)+E(f3(f329(x12141),x12142),x12142)
% 3.46/3.57  [1322]~P20(x13221,x13222)+E(f8(f290(x13221,x13222)),x13221)
% 3.46/3.57  [1323]~P20(x13231,x13232)+E(f345(f290(x13231,x13232)),x13232)
% 3.46/3.57  [1334]P23(x13342,x13341)+E(f354(x13341,f364(x13342,x13342)),x13341)
% 3.46/3.57  [1335]~P23(x13352,x13351)+E(f3(f51(x13351),x13352),f364(x13352,x13352))
% 3.46/3.57  [1358]~P37(x13582)+E(f355(x13581,f348(x13582,x13581)),f351(x13582,x13581))
% 3.46/3.57  [1359]~P37(x13592)+E(f348(f355(x13591,x13592),x13591),f351(x13592,x13591))
% 3.46/3.57  [1379]~P12(x13791,x13792)+E(f354(x13791,f354(x13791,x13792)),a1)
% 3.46/3.57  [1386]~P45(x13861,x13862)+E(f357(x13861,f354(x13862,x13861)),x13862)
% 3.46/3.57  [1387]~P45(x13871,x13872)+E(f354(x13871,f354(x13871,x13872)),x13871)
% 3.46/3.57  [1389]~P23(x13891,x13892)+E(f357(f364(x13891,x13891),x13892),x13892)
% 3.46/3.57  [1412]E(f365(x14121,x14122),f353(x14122))+~P11(x14122,f341(f341(x14121)))
% 3.46/3.57  [1413]E(f336(x14131,x14132),f358(x14132))+~P11(x14132,f341(f341(x14131)))
% 3.46/3.57  [1425]~P11(x14252,f341(x14251))+E(f361(x14251,f361(x14251,x14252)),x14252)
% 3.46/3.57  [1443]P12(x14431,x14432)+~E(f354(x14431,f354(x14431,x14432)),a1)
% 3.46/3.57  [1452]~P37(x14521)+P45(f347(f351(x14521,x14522)),x14522)
% 3.46/3.57  [1453]~P37(x14532)+P45(f345(f355(x14531,x14532)),x14531)
% 3.46/3.57  [1481]~P37(x14812)+P45(f8(f355(x14811,x14812)),f8(x14812))
% 3.46/3.57  [1482]~P37(x14821)+P45(f347(f351(x14821,x14822)),f347(x14821))
% 3.46/3.57  [1483]~P37(x14831)+P45(f345(f348(x14831,x14832)),f345(x14831))
% 3.46/3.57  [1484]~P37(x14842)+P45(f345(f355(x14841,x14842)),f345(x14842))
% 3.46/3.57  [1496]~P23(x14962,x14961)+~E(f354(x14961,f364(x14962,x14962)),x14961)
% 3.46/3.57  [1510]~P19(x15102)+P19(f354(x15101,f354(x15101,x15102)))
% 3.46/3.57  [1517]~P11(x15172,f341(f341(x15171)))+E(f7(x15171,f7(x15171,x15172)),x15172)
% 3.46/3.57  [1535]P11(f365(x15351,x15352),f341(x15351))+~P11(x15352,f341(f341(x15351)))
% 3.46/3.57  [1536]P11(f336(x15361,x15362),f341(x15361))+~P11(x15362,f341(f341(x15361)))
% 3.46/3.57  [1568]~P11(x15682,f341(f341(x15681)))+P11(f7(x15681,x15682),f341(f341(x15681)))
% 3.46/3.57  [1650]P12(x16501,x16502)+P23(f239(x16501,x16502),f354(x16501,f354(x16501,x16502)))
% 3.46/3.57  [1525]~P37(x15251)+E(f354(f8(x15251),f354(f8(x15251),x15252)),f8(f348(x15251,x15252)))
% 3.46/3.57  [1526]~P37(x15261)+E(f354(f345(x15261),f354(f345(x15261),x15262)),f345(f355(x15262,x15261)))
% 3.46/3.57  [1583]~P37(x15831)+E(f354(x15831,f354(x15831,f4(x15832,x15832))),f351(x15831,x15832))
% 3.46/3.57  [1700]~P37(x17001)+E(f350(x17001,f354(f8(x17001),f354(f8(x17001),x17002))),f350(x17001,x17002))
% 3.46/3.57  [1501]E(x15011,x15012)+~P18(x15013,x15012,x15011)
% 3.46/3.57  [1502]E(x15021,x15022)+~P18(x15022,x15023,x15021)
% 3.46/3.57  [1671]~P47(x16711,x16712,x16713)+P46(x16711,x16712,x16713)
% 3.46/3.57  [1672]~P46(x16721,x16722,x16723)+P47(x16721,x16722,x16723)
% 3.46/3.57  [1279]E(x12791,x12792)+~E(f364(x12793,x12793),f364(x12791,x12792))
% 3.46/3.57  [1280]E(x12801,x12802)+~E(f364(x12801,x12801),f364(x12802,x12803))
% 3.46/3.57  [1444]P23(x14441,x14442)+~P45(f364(x14443,x14441),x14442)
% 3.46/3.57  [1445]P23(x14451,x14452)+~P45(f364(x14451,x14453),x14452)
% 3.46/3.57  [1504]~P45(x15041,x15043)+P45(f4(x15041,x15042),f4(x15043,x15042))
% 3.46/3.57  [1505]~P45(x15052,x15053)+P45(f4(x15051,x15052),f4(x15051,x15053))
% 3.46/3.57  [1506]~P45(x15061,x15063)+P45(f354(x15061,x15062),f354(x15063,x15062))
% 3.46/3.57  [1548]~P23(x15481,f159(x15482,x15483))+P23(x15481,f4(x15482,x15483))
% 3.46/3.57  [1556]~P46(x15561,x15562,x15563)+P45(f8(x15561),x15562)
% 3.46/3.57  [1557]~P46(x15571,x15573,x15572)+P45(f345(x15571),x15572)
% 3.46/3.57  [1597]P47(x15971,x15972,x15973)+~P45(x15971,f4(x15972,x15973))
% 3.46/3.57  [1626]~P47(x16261,x16262,x16263)+P45(x16261,f4(x16262,x16263))
% 3.46/3.57  [1677]~P18(x16773,x16772,x16771)+E(f260(x16771,x16772,x16773),x16772)
% 3.46/3.57  [1678]~P18(x16783,x16782,x16781)+E(f261(x16781,x16782,x16783),x16783)
% 3.46/3.57  [1684]~P47(x16843,x16841,x16842)+E(f349(x16841,x16842,x16843),f8(x16843))
% 3.46/3.57  [1685]~P47(x16853,x16851,x16852)+E(f356(x16851,x16852,x16853),f345(x16853))
% 3.46/3.57  [1763]~P23(x17633,f159(x17631,x17632))+P23(f180(x17631,x17632,x17633),x17631)
% 3.46/3.57  [1789]~P18(x17893,x17892,x17891)+P34(f260(x17891,x17892,x17893))
% 3.46/3.57  [1790]~P18(x17903,x17902,x17901)+P34(f261(x17901,x17902,x17903))
% 3.46/3.57  [1818]~P47(x18183,x18181,x18182)+P11(f349(x18181,x18182,x18183),f341(x18181))
% 3.46/3.57  [1819]~P47(x18193,x18191,x18192)+P11(f356(x18191,x18192,x18193),f341(x18192))
% 3.46/3.57  [1495]~P37(x14952)+E(f355(x14951,f348(x14952,x14953)),f348(f355(x14951,x14952),x14953))
% 3.46/3.57  [1588]P37(x15881)+~E(f147(x15881),f364(f364(x15882,x15883),f364(x15882,x15882)))
% 3.46/3.57  [1596]P37(x15961)+~P11(x15961,f341(f4(x15962,x15963)))
% 3.46/3.57  [1624]~P37(x16241)+P45(f333(f351(x16241,x16242),x16243),f333(x16241,x16243))
% 3.46/3.57  [1723]~P46(x17231,x17232,x17233)+P11(x17231,f341(f4(x17232,x17233)))
% 3.46/3.57  [1743]~P12(x17431,x17432)+~P23(x17433,f354(x17431,f354(x17431,x17432)))
% 3.46/3.57  [1780]~P45(x17801,x17803)+P45(f354(x17801,f354(x17801,x17802)),f354(x17803,f354(x17803,x17802)))
% 3.46/3.57  [2033]~P23(x20333,f159(x20331,x20332))+E(f364(f180(x20331,x20332,x20333),f180(x20331,x20332,x20333)),f181(x20331,x20332,x20333))
% 3.46/3.57  [2311]~P23(x23113,f159(x23111,x23112))+E(f364(f364(f180(x23111,x23112,x23113),f181(x23111,x23112,x23113)),f364(f180(x23111,x23112,x23113),f180(x23111,x23112,x23113))),x23113)
% 3.46/3.57  [1802]E(x18021,x18022)+~E(f364(f364(x18023,x18021),f364(x18023,x18023)),f364(f364(x18024,x18022),f364(x18024,x18024)))
% 3.46/3.57  [1803]E(x18031,x18032)+~E(f364(f364(x18031,x18033),f364(x18031,x18031)),f364(f364(x18032,x18034),f364(x18032,x18032)))
% 3.46/3.57  [1967]P23(x19671,x19672)+~P23(f364(f364(x19673,x19671),f364(x19673,x19673)),f4(x19674,x19672))
% 3.46/3.57  [1969]P23(x19691,x19692)+~P23(f364(f364(x19691,x19693),f364(x19691,x19691)),f4(x19692,x19694))
% 3.46/3.57  [984]P16(a5000)+~E(a247,a1)+~E(a249,a1)
% 3.46/3.57  [985]~E(a247,a1)+P16(a5000)+P34(a250)
% 3.46/3.57  [1018]~E(a249,a1)+P16(a5000)+P23(a1,a36)
% 3.46/3.57  [1020]P23(a1,a36)+P16(a5000)+P34(a250)
% 3.46/3.57  [1093]~E(a249,a1)+P16(a5000)+P11(a247,f341(f341(a1)))
% 3.46/3.57  [1101]P16(a5000)+P34(a250)+P11(a247,f341(f341(a1)))
% 3.46/3.57  [1442]~E(a247,a1)+P16(a5000)+P23(f357(a250,f364(a250,a250)),a36)
% 3.46/3.57  [1497]P23(a1,a36)+P16(a5000)+P23(f357(a250,f364(a250,a250)),a36)
% 3.46/3.57  [1540]P16(a5000)+P23(f357(a250,f364(a250,a250)),a36)+P11(a247,f341(f341(a1)))
% 3.46/3.57  [1972]~E(a247,a1)+P16(a5000)+P11(a249,f341(f341(f357(a250,f364(a250,a250)))))
% 3.46/3.57  [1983]P23(a1,a36)+P16(a5000)+P11(a249,f341(f341(f357(a250,f364(a250,a250)))))
% 3.46/3.57  [2001]P16(a5000)+P11(a247,f341(f341(a1)))+P11(a249,f341(f341(f357(a250,f364(a250,a250)))))
% 3.46/3.57  [1052]~P3(x10521)+~P34(x10521)+P2(x10521)
% 3.46/3.57  [1054]~P13(x10541)+~P14(x10541)+P34(x10541)
% 3.46/3.57  [1057]~P7(x10571)+~P10(x10571)+P38(x10571)
% 3.46/3.57  [1058]~P37(x10581)+~P59(x10581)+P5(x10581)
% 3.46/3.57  [1059]~P37(x10591)+~P59(x10591)+P8(x10591)
% 3.46/3.57  [1060]~P37(x10601)+~P59(x10601)+P44(x10601)
% 3.46/3.57  [1061]~P37(x10611)+~P59(x10611)+P58(x10611)
% 3.46/3.57  [1062]~P37(x10621)+~P59(x10621)+P40(x10621)
% 3.46/3.57  [1023]~P37(x10231)+E(x10231,a1)+~E(f8(x10231),a1)
% 3.46/3.57  [1024]~P37(x10241)+E(x10241,a1)+~E(f345(x10241),a1)
% 3.46/3.57  [1049]~P37(x10491)+~E(f345(x10491),a1)+E(f8(x10491),a1)
% 3.46/3.57  [1050]~P37(x10501)+~E(f8(x10501),a1)+E(f345(x10501),a1)
% 3.46/3.57  [1051]~P37(x10511)+P58(x10511)+~E(f255(x10511),a1)
% 3.46/3.57  [1063]P3(x10631)+P21(f227(x10631))+E(f226(x10631),a1)
% 3.46/3.57  [1064]P3(x10641)+P37(f227(x10641))+E(f226(x10641),a1)
% 3.46/3.57  [1073]~P34(x10731)+P4(x10731)+P34(f228(x10731))
% 3.46/3.57  [1074]~P34(x10741)+P4(x10741)+P34(f236(x10741))
% 3.46/3.57  [1081]~P37(x10811)+P5(x10811)+~E(f12(x10811),f13(x10811))
% 3.46/3.57  [1082]~P37(x10821)+P8(x10821)+~E(f19(x10821),f20(x10821))
% 3.46/3.57  [1083]~P21(x10831)+~P37(x10831)+P21(f332(x10831))
% 3.46/3.57  [1084]~P21(x10841)+~P37(x10841)+P37(f332(x10841))
% 3.46/3.57  [1095]~P37(x10951)+P3(x10951)+~P3(f8(x10951))
% 3.46/3.57  [1096]~P37(x10961)+P3(x10961)+~P3(f345(x10961))
% 3.46/3.57  [1097]~P36(x10971)+P15(x10971)+~P3(f359(x10971))
% 3.46/3.57  [1098]~P36(x10981)+P15(x10981)+~P3(f58(x10981))
% 3.46/3.57  [1117]~P34(x11171)+P4(x11171)+P23(f228(x11171),x11171)
% 3.46/3.57  [1145]~P37(x11451)+~P5(x11451)+P24(x11451,f347(x11451))
% 3.46/3.57  [1146]~P37(x11461)+~P8(x11461)+P25(x11461,f347(x11461))
% 3.46/3.57  [1147]~P37(x11471)+~P44(x11471)+P26(x11471,f347(x11471))
% 3.46/3.57  [1148]~P37(x11481)+~P40(x11481)+P27(x11481,f347(x11481))
% 3.46/3.57  [1149]~P37(x11491)+~P58(x11491)+P28(x11491,f347(x11491))
% 3.46/3.57  [1150]~P37(x11501)+~P59(x11501)+P57(x11501,f347(x11501))
% 3.46/3.57  [1151]P3(x11511)+P23(f226(x11511),x11511)+P21(f227(x11511))
% 3.46/3.57  [1152]P3(x11521)+P23(f226(x11521),x11521)+P37(f227(x11521))
% 3.46/3.57  [1180]~P37(x11801)+P8(x11801)+P23(f20(x11801),f347(x11801))
% 3.46/3.57  [1181]~P37(x11811)+P8(x11811)+P23(f19(x11811),f347(x11811))
% 3.46/3.57  [1182]~P37(x11821)+P58(x11821)+P45(f255(x11821),f347(x11821))
% 3.46/3.57  [1183]~P37(x11831)+P40(x11831)+P23(f14(x11831),f347(x11831))
% 3.46/3.57  [1231]~P37(x12311)+P5(x12311)+~P24(x12311,f347(x12311))
% 3.46/3.57  [1232]~P37(x12321)+P8(x12321)+~P25(x12321,f347(x12321))
% 3.46/3.57  [1233]~P37(x12331)+P44(x12331)+~P26(x12331,f347(x12331))
% 3.46/3.57  [1234]~P37(x12341)+P58(x12341)+~P28(x12341,f347(x12341))
% 3.46/3.57  [1235]~P37(x12351)+P59(x12351)+~P57(x12351,f347(x12351))
% 3.46/3.57  [1236]~P37(x12361)+P40(x12361)+~P27(x12361,f347(x12361))
% 3.46/3.57  [1237]P23(f203(x12371),x12371)+~E(f204(x12371),f205(x12371))+P21(f202(x12371))
% 3.46/3.57  [1238]P23(f203(x12381),x12381)+~E(f204(x12381),f205(x12381))+P37(f202(x12381))
% 3.46/3.57  [1305]P23(f206(x13051),x13051)+P23(f203(x13051),x13051)+P21(f202(x13051))
% 3.46/3.57  [1306]P23(f206(x13061),x13061)+P23(f203(x13061),x13061)+P37(f202(x13061))
% 3.46/3.57  [1321]P34(x13211)+~P45(f229(x13211),x13211)+~P34(f229(x13211))
% 3.46/3.57  [1065]P3(x10651)+E(f8(f227(x10651)),x10651)+E(f226(x10651),a1)
% 3.46/3.57  [1155]P3(x11551)+P23(f226(x11551),x11551)+E(f8(f227(x11551)),x11551)
% 3.46/3.57  [1267]P23(f203(x12671),x12671)+~E(f204(x12671),f205(x12671))+E(f8(f202(x12671)),x12671)
% 3.46/3.57  [1298]~P36(x12981)+P15(x12981)+P11(f58(x12981),f341(f359(x12981)))
% 3.46/3.57  [1311]P23(f206(x13111),x13111)+P23(f203(x13111),x13111)+E(f8(f202(x13111)),x13111)
% 3.46/3.57  [1362]P23(f203(x13621),x13621)+P21(f202(x13621))+E(f364(f206(x13621),f206(x13621)),f205(x13621))
% 3.46/3.57  [1363]P23(f203(x13631),x13631)+P37(f202(x13631))+E(f364(f206(x13631),f206(x13631)),f205(x13631))
% 3.46/3.57  [1364]P23(f203(x13641),x13641)+P21(f202(x13641))+E(f364(f206(x13641),f206(x13641)),f204(x13641))
% 3.46/3.57  [1365]P23(f203(x13651),x13651)+P37(f202(x13651))+E(f364(f206(x13651),f206(x13651)),f204(x13651))
% 3.46/3.57  [1377]P23(f203(x13771),x13771)+E(f364(f206(x13771),f206(x13771)),f205(x13771))+E(f8(f202(x13771)),x13771)
% 3.46/3.57  [1378]P23(f203(x13781),x13781)+E(f364(f206(x13781),f206(x13781)),f204(x13781))+E(f8(f202(x13781)),x13781)
% 3.46/3.57  [1528]~P2(x15281)+~P34(x15281)+P2(f357(x15281,f364(x15281,x15281)))
% 3.46/3.57  [1469]P4(x14691)+~P34(x14691)+E(f357(f236(x14691),f364(f236(x14691),f236(x14691))),x14691)
% 3.46/3.57  [1891]~P37(x18911)+E(x18911,a1)+P23(f364(f364(f244(x18911),f245(x18911)),f364(f244(x18911),f244(x18911))),x18911)
% 3.46/3.57  [1897]~P34(x18971)+P4(x18971)+~P23(f357(f228(x18971),f364(f228(x18971),f228(x18971))),x18971)
% 3.46/3.57  [1898]~P37(x18981)+P5(x18981)+P23(f364(f364(f13(x18981),f12(x18981)),f364(f13(x18981),f13(x18981))),x18981)
% 3.46/3.57  [1899]~P37(x18991)+P5(x18991)+P23(f364(f364(f12(x18991),f13(x18991)),f364(f12(x18991),f12(x18991))),x18991)
% 3.46/3.57  [1900]~P37(x19001)+P44(x19001)+P23(f364(f364(f16(x19001),f17(x19001)),f364(f16(x19001),f16(x19001))),x19001)
% 3.46/3.57  [1901]~P37(x19011)+P44(x19011)+P23(f364(f364(f17(x19011),f18(x19011)),f364(f17(x19011),f17(x19011))),x19011)
% 3.46/3.57  [2057]~P37(x20571)+P8(x20571)+~P23(f364(f364(f20(x20571),f19(x20571)),f364(f20(x20571),f20(x20571))),x20571)
% 3.46/3.57  [2058]~P37(x20581)+P8(x20581)+~P23(f364(f364(f19(x20581),f20(x20581)),f364(f19(x20581),f19(x20581))),x20581)
% 3.46/3.57  [2059]~P37(x20591)+P44(x20591)+~P23(f364(f364(f16(x20591),f18(x20591)),f364(f16(x20591),f16(x20591))),x20591)
% 3.46/3.57  [2060]~P37(x20601)+P40(x20601)+~P23(f364(f364(f14(x20601),f14(x20601)),f364(f14(x20601),f14(x20601))),x20601)
% 3.46/3.57  [1025]~P3(x10252)+~P3(x10251)+E(x10251,x10252)
% 3.46/3.57  [1099]~P3(x10992)+~P3(x10991)+P11(x10991,x10992)
% 3.46/3.57  [1100]~P34(x11001)+P39(x11001,x11001)+~P34(x11002)
% 3.46/3.57  [1119]~P11(x11191,x11192)+P51(x11191)+~P1(x11192)
% 3.46/3.57  [1120]~P11(x11201,x11202)+P51(x11201)+~P50(x11202)
% 3.46/3.57  [1121]~P11(x11211,x11212)+P51(x11211)+~P54(x11212)
% 3.46/3.57  [1122]~P11(x11221,x11222)+P51(x11221)+~P55(x11222)
% 3.46/3.57  [1123]~P11(x11231,x11232)+P51(x11231)+~P56(x11232)
% 3.46/3.57  [1124]~P11(x11241,x11242)+P53(x11241)+~P50(x11242)
% 3.46/3.57  [1125]~P11(x11251,x11252)+P53(x11251)+~P54(x11252)
% 3.46/3.57  [1126]~P11(x11261,x11262)+P53(x11261)+~P55(x11262)
% 3.46/3.57  [1127]~P11(x11271,x11272)+P53(x11271)+~P56(x11272)
% 3.46/3.57  [1128]~P11(x11281,x11282)+P52(x11281)+~P54(x11282)
% 3.46/3.57  [1129]~P11(x11291,x11292)+P52(x11291)+~P55(x11292)
% 3.46/3.57  [1130]~P11(x11301,x11302)+P52(x11301)+~P56(x11302)
% 3.46/3.57  [1131]~P11(x11311,x11312)+P49(x11311)+~P55(x11312)
% 3.46/3.57  [1132]~P11(x11321,x11322)+P49(x11321)+~P56(x11322)
% 3.46/3.57  [1133]~P11(x11331,x11332)+P2(x11331)+~P56(x11332)
% 3.46/3.57  [1134]~P11(x11341,x11342)+P3(x11341)+~P3(x11342)
% 3.46/3.57  [1135]~P23(x11351,x11352)+P34(x11351)+~P34(x11352)
% 3.46/3.57  [1136]~P11(x11361,x11362)+P34(x11361)+~P34(x11362)
% 3.46/3.57  [1137]~P11(x11371,x11372)+P13(x11371)+~P34(x11372)
% 3.46/3.57  [1138]~P11(x11381,x11382)+P14(x11381)+~P34(x11382)
% 3.46/3.57  [1139]~P45(x11391,x11392)+P19(x11391)+~P19(x11392)
% 3.46/3.57  [1140]~P17(x11401,x11402)+P5(x11401)+~P5(x11402)
% 3.46/3.57  [1141]~P17(x11411,x11412)+P8(x11411)+~P8(x11412)
% 3.46/3.57  [1142]~P17(x11421,x11422)+P44(x11421)+~P44(x11422)
% 3.46/3.57  [1143]~P17(x11431,x11432)+P58(x11431)+~P58(x11432)
% 3.46/3.57  [1144]~P17(x11441,x11442)+P40(x11441)+~P40(x11442)
% 3.46/3.57  [1184]P42(x11841,x11842)+~P45(x11841,x11842)+E(x11841,x11842)
% 3.46/3.57  [1197]~P11(x11972,x11971)+P3(x11971)+P23(x11972,x11971)
% 3.46/3.57  [1240]~P13(x12402)+~P23(x12401,x12402)+P45(x12401,x12402)
% 3.46/3.57  [1241]~P37(x12411)+~P57(x12411,x12412)+P24(x12411,x12412)
% 3.46/3.57  [1242]~P37(x12421)+~P57(x12421,x12422)+P25(x12421,x12422)
% 3.46/3.57  [1243]~P37(x12431)+~P57(x12431,x12432)+P26(x12431,x12432)
% 3.46/3.57  [1244]~P37(x12441)+~P57(x12441,x12442)+P27(x12441,x12442)
% 3.46/3.57  [1245]~P37(x12451)+~P57(x12451,x12452)+P28(x12451,x12452)
% 3.46/3.57  [1288]~P45(x12882,x12881)+~P45(x12881,x12882)+E(x12881,x12882)
% 3.46/3.57  [989]~E(x9892,a1)+~E(x9891,a1)+E(x9891,f358(x9892))
% 3.46/3.57  [1015]~E(x10151,f358(x10152))+E(x10151,a1)+~E(x10152,a1)
% 3.46/3.57  [1066]~P37(x10661)+~E(x10661,f335(x10662))+E(f347(x10661),x10662)
% 3.46/3.57  [1173]P34(x11731)+~P23(x11731,f154(x11732))+E(a149,a153)
% 3.46/3.57  [1174]P34(x11741)+~P23(x11741,f154(x11742))+E(a155,a149)
% 3.46/3.57  [1177]P34(x11771)+~P23(x11771,f154(x11772))+~E(a155,a153)
% 3.46/3.57  [1185]P34(x11851)+~P23(x11851,f154(x11852))+P34(a153)
% 3.46/3.57  [1186]P34(x11861)+~P23(x11861,f154(x11862))+P34(a155)
% 3.46/3.57  [1187]~P23(x11872,x11871)+~P34(x11872)+P34(f69(x11871))
% 3.46/3.57  [1215]P1(x12151)+~P1(x12152)+~P11(x12151,f341(x12152))
% 3.46/3.57  [1216]P1(x12161)+~P50(x12162)+~P11(x12161,f341(x12162))
% 3.46/3.57  [1217]P1(x12171)+~P54(x12172)+~P11(x12171,f341(x12172))
% 3.46/3.57  [1218]P1(x12181)+~P55(x12182)+~P11(x12181,f341(x12182))
% 3.46/3.57  [1219]P1(x12191)+~P56(x12192)+~P11(x12191,f341(x12192))
% 3.46/3.57  [1220]P50(x12201)+~P50(x12202)+~P11(x12201,f341(x12202))
% 3.46/3.57  [1221]P50(x12211)+~P54(x12212)+~P11(x12211,f341(x12212))
% 3.46/3.57  [1222]P50(x12221)+~P55(x12222)+~P11(x12221,f341(x12222))
% 3.46/3.57  [1223]P50(x12231)+~P56(x12232)+~P11(x12231,f341(x12232))
% 3.46/3.57  [1224]P54(x12241)+~P54(x12242)+~P11(x12241,f341(x12242))
% 3.46/3.57  [1225]P54(x12251)+~P55(x12252)+~P11(x12251,f341(x12252))
% 3.46/3.57  [1226]P54(x12261)+~P56(x12262)+~P11(x12261,f341(x12262))
% 3.46/3.57  [1227]P55(x12271)+~P55(x12272)+~P11(x12271,f341(x12272))
% 3.46/3.57  [1228]P55(x12281)+~P56(x12282)+~P11(x12281,f341(x12282))
% 3.46/3.57  [1229]P56(x12291)+~P56(x12292)+~P11(x12291,f341(x12292))
% 3.46/3.57  [1230]P19(x12301)+~P19(x12302)+~P11(x12301,f341(x12302))
% 3.46/3.57  [1239]~P37(x12391)+P28(x12391,x12392)+~E(f284(x12391,x12392),a1)
% 3.46/3.57  [1247]~P3(x12472)+~P37(x12471)+P3(f344(x12471,x12472))
% 3.46/3.57  [1248]~P3(x12481)+~P37(x12482)+P3(f344(x12481,x12482))
% 3.46/3.57  [1249]~P19(x12492)+~P19(x12491)+P19(f357(x12491,x12492))
% 3.46/3.58  [1250]~P21(x12501)+~P37(x12501)+P21(f348(x12501,x12502))
% 3.46/3.58  [1251]~P21(x12512)+~P37(x12512)+P21(f355(x12511,x12512))
% 3.46/3.58  [1252]~P37(x12522)+~P37(x12521)+P37(f357(x12521,x12522))
% 3.46/3.58  [1256]~P37(x12562)+~P37(x12561)+P37(f354(x12561,x12562))
% 3.46/3.58  [1257]~P3(x12572)+~P37(x12571)+P37(f344(x12571,x12572))
% 3.46/3.58  [1258]~P3(x12581)+~P37(x12582)+P37(f344(x12581,x12582))
% 3.46/3.58  [1259]~P37(x12592)+~P37(x12591)+P37(f344(x12591,x12592))
% 3.46/3.58  [1260]~P37(x12601)+~P5(x12601)+P5(f351(x12601,x12602))
% 3.46/3.58  [1261]~P37(x12611)+~P8(x12611)+P8(f351(x12611,x12612))
% 3.46/3.58  [1262]~P37(x12621)+~P44(x12621)+P44(f351(x12621,x12622))
% 3.46/3.58  [1263]~P37(x12631)+~P58(x12631)+P58(f351(x12631,x12632))
% 3.46/3.58  [1264]~P37(x12641)+~P59(x12641)+P59(f351(x12641,x12642))
% 3.46/3.58  [1265]~P37(x12651)+~P40(x12651)+P40(f351(x12651,x12652))
% 3.46/3.58  [1266]~P37(x12661)+~P43(x12661)+P43(f348(x12661,x12662))
% 3.46/3.58  [1289]E(a149,a153)+~P23(x12892,f154(x12891))+E(f156(x12891,x12892),x12892)
% 3.46/3.58  [1290]E(a155,a149)+~P23(x12902,f154(x12901))+E(f156(x12901,x12902),x12902)
% 3.46/3.58  [1291]~P23(x12912,f154(x12911))+E(f156(x12911,x12912),x12912)+~E(a155,a153)
% 3.46/3.58  [1294]~P34(x12941)+~P23(x12941,x12942)+P23(x12941,f148(x12942))
% 3.46/3.58  [1295]~P23(x12952,x12951)+~P34(x12952)+P23(f69(x12951),x12951)
% 3.46/3.58  [1296]~P23(x12962,f154(x12961))+E(f156(x12961,x12962),x12962)+P34(a153)
% 3.46/3.58  [1297]~P23(x12972,f154(x12971))+E(f156(x12971,x12972),x12972)+P34(a155)
% 3.46/3.58  [1325]~P34(x13251)+~P23(x13252,f158(x13251))+E(f157(x13251,x13252),x13252)
% 3.46/3.58  [1336]P3(x13361)+P3(x13362)+~P3(f4(x13362,x13361))
% 3.46/3.58  [1349]~P37(x13491)+~P57(x13491,x13492)+P59(f351(x13491,x13492))
% 3.46/3.58  [1367]~P37(x13671)+P24(x13671,x13672)+P23(f291(x13671,x13672),x13672)
% 3.46/3.58  [1368]~P37(x13681)+P24(x13681,x13682)+P23(f297(x13681,x13682),x13682)
% 3.46/3.58  [1369]~P37(x13691)+P25(x13691,x13692)+P23(f306(x13691,x13692),x13692)
% 3.46/3.58  [1370]~P37(x13701)+P25(x13701,x13702)+P23(f310(x13701,x13702),x13702)
% 3.46/3.58  [1371]~P37(x13711)+P26(x13711,x13712)+P23(f318(x13711,x13712),x13712)
% 3.46/3.58  [1372]~P37(x13721)+P26(x13721,x13722)+P23(f324(x13721,x13722),x13722)
% 3.46/3.58  [1373]~P37(x13731)+P26(x13731,x13732)+P23(f325(x13731,x13732),x13732)
% 3.46/3.58  [1374]~P37(x13741)+P27(x13741,x13742)+P23(f209(x13741,x13742),x13742)
% 3.46/3.58  [1375]~P37(x13751)+P28(x13751,x13752)+P45(f284(x13751,x13752),x13752)
% 3.46/3.58  [1394]~P37(x13941)+P24(x13941,x13942)+~E(f297(x13941,x13942),f291(x13941,x13942))
% 3.46/3.58  [1395]~P37(x13951)+P25(x13951,x13952)+~E(f310(x13951,x13952),f306(x13951,x13952))
% 3.46/3.58  [1415]~P34(x14151)+~P23(x14152,f158(x14151))+P34(f157(x14151,x14152))
% 3.46/3.58  [1422]E(f259(x14222,x14221),x14222)+P23(f259(x14222,x14221),x14221)+E(x14221,f364(x14222,x14222))
% 3.46/3.58  [1426]E(a149,a153)+~P23(x14262,f154(x14261))+P23(f156(x14261,x14262),x14261)
% 3.46/3.58  [1427]E(a155,a149)+~P23(x14272,f154(x14271))+P23(f156(x14271,x14272),x14271)
% 3.46/3.58  [1428]P23(x14281,f216(x14282))+P6(x14281,f216(x14282))+~P45(x14281,f216(x14282))
% 3.46/3.58  [1429]P23(x14291,f225(x14292))+P6(x14291,f225(x14292))+~P45(x14291,f225(x14292))
% 3.46/3.58  [1430]~E(a155,a153)+~P23(x14302,f154(x14301))+P23(f156(x14301,x14302),x14301)
% 3.46/3.58  [1438]~P23(x14382,f154(x14381))+P23(f156(x14381,x14382),x14381)+P34(a153)
% 3.46/3.58  [1439]~P23(x14392,f154(x14391))+P23(f156(x14391,x14392),x14391)+P34(a155)
% 3.46/3.58  [1456]E(x14561,f364(x14562,x14562))+~P45(x14561,f364(x14562,x14562))+E(x14561,a1)
% 3.46/3.58  [1467]E(x14671,x14672)+P23(f230(x14671,x14672),x14672)+P23(f230(x14671,x14672),x14671)
% 3.46/3.58  [1487]~E(f71(x14871),f72(x14871))+~P23(x14872,f70(x14871))+P23(f108(x14871,x14872),x14871)
% 3.46/3.58  [1488]P23(f267(x14882,x14881),x14881)+P45(f267(x14882,x14881),x14882)+E(x14881,f341(x14882))
% 3.46/3.58  [1489]P23(f298(x14892,x14891),x14891)+P23(f300(x14892,x14891),x14892)+E(x14891,f353(x14892))
% 3.46/3.58  [1521]~P23(x15212,f70(x15211))+P23(f73(x15211),x15211)+P23(f108(x15211,x15212),x15211)
% 3.46/3.58  [1545]~E(f259(x15452,x15451),x15452)+~P23(f259(x15452,x15451),x15451)+E(x15451,f364(x15452,x15452))
% 3.46/3.58  [1581]P23(f298(x15812,x15811),x15811)+P23(f298(x15812,x15811),f300(x15812,x15811))+E(x15811,f353(x15812))
% 3.46/3.58  [1636]E(x16361,x16362)+~P23(f230(x16361,x16362),x16362)+~P23(f230(x16361,x16362),x16361)
% 3.46/3.58  [1648]~P23(f267(x16482,x16481),x16481)+~P45(f267(x16482,x16481),x16482)+E(x16481,f341(x16482))
% 3.46/3.58  [1357]~P37(x13571)+~P57(x13571,x13572)+E(f347(f351(x13571,x13572)),x13572)
% 3.46/3.58  [1392]~P37(x13922)+~P37(x13921)+E(f345(f344(x13921,x13922)),f350(x13922,f345(x13921)))
% 3.46/3.58  [1397]~E(f204(x13971),f205(x13971))+~E(x13972,f364(f203(x13971),f203(x13971)))+P21(f202(x13971))
% 3.46/3.58  [1398]~E(f204(x13981),f205(x13981))+~E(x13982,f364(f203(x13981),f203(x13981)))+P37(f202(x13981))
% 3.46/3.58  [1399]~E(f204(x13991),f205(x13991))+E(f8(f202(x13991)),x13991)+~E(x13992,f364(f203(x13991),f203(x13991)))
% 3.46/3.58  [1431]P23(f206(x14311),x14311)+~E(x14312,f364(f203(x14311),f203(x14311)))+P21(f202(x14311))
% 3.46/3.58  [1432]P23(f206(x14321),x14321)+~E(x14322,f364(f203(x14321),f203(x14321)))+P37(f202(x14321))
% 3.46/3.58  [1433]P23(f206(x14331),x14331)+E(f8(f202(x14331)),x14331)+~E(x14332,f364(f203(x14331),f203(x14331)))
% 3.46/3.58  [1440]E(x14401,a1)+~P11(x14401,f341(f341(x14402)))+~E(f7(x14402,x14401),a1)
% 3.46/3.58  [1473]P21(f202(x14731))+E(f364(f206(x14731),f206(x14731)),f205(x14731))+~E(x14732,f364(f203(x14731),f203(x14731)))
% 3.46/3.58  [1474]P37(f202(x14741))+E(f364(f206(x14741),f206(x14741)),f205(x14741))+~E(x14742,f364(f203(x14741),f203(x14741)))
% 3.46/3.58  [1475]P21(f202(x14751))+E(f364(f206(x14751),f206(x14751)),f204(x14751))+~E(x14752,f364(f203(x14751),f203(x14751)))
% 3.46/3.58  [1476]P37(f202(x14761))+E(f364(f206(x14761),f206(x14761)),f204(x14761))+~E(x14762,f364(f203(x14761),f203(x14761)))
% 3.46/3.58  [1478]E(f364(f206(x14781),f206(x14781)),f205(x14781))+E(f8(f202(x14781)),x14781)+~E(x14782,f364(f203(x14781),f203(x14781)))
% 3.46/3.58  [1479]E(f364(f206(x14791),f206(x14791)),f204(x14791))+E(f8(f202(x14791)),x14791)+~E(x14792,f364(f203(x14791),f203(x14791)))
% 3.46/3.58  [1518]~P37(x15182)+~P37(x15181)+P45(f8(f344(x15181,x15182)),f8(x15181))
% 3.46/3.58  [1519]~P37(x15192)+~P37(x15191)+P45(f345(f344(x15191,x15192)),f345(x15192))
% 3.46/3.58  [1532]~P37(x15322)+~P37(x15321)+P37(f354(x15321,f354(x15321,x15322)))
% 3.46/3.58  [1546]~P23(x15462,f70(x15461))+P23(f108(x15461,x15462),x15461)+E(f364(f73(x15461),f73(x15461)),f72(x15461))
% 3.46/3.58  [1547]~P23(x15472,f70(x15471))+P23(f108(x15471,x15472),x15471)+E(f364(f73(x15471),f73(x15471)),f71(x15471))
% 3.46/3.58  [1554]~P21(x15541)+~P37(x15541)+P45(f350(x15541,f352(x15541,x15542)),x15542)
% 3.46/3.58  [1582]~E(f71(x15821),f72(x15821))+~P23(x15822,f70(x15821))+E(f364(f108(x15821,x15822),f108(x15821,x15822)),x15822)
% 3.46/3.58  [1601]P23(f73(x16011),x16011)+~P23(x16012,f70(x16011))+E(f364(f108(x16011,x16012),f108(x16011,x16012)),x16012)
% 3.46/3.58  [1640]~P23(x16402,f70(x16401))+E(f364(f73(x16401),f73(x16401)),f72(x16401))+E(f364(f108(x16401,x16402),f108(x16401,x16402)),x16402)
% 3.46/3.58  [1641]~P23(x16412,f70(x16411))+E(f364(f73(x16411),f73(x16411)),f71(x16411))+E(f364(f108(x16411,x16412),f108(x16411,x16412)),x16412)
% 3.46/3.58  [1644]~P34(x16442)+~P23(x16441,f158(x16442))+P23(x16441,f357(x16442,f364(x16442,x16442)))
% 3.46/3.58  [1645]~P37(x16452)+~P45(x16451,f8(x16452))+P45(x16451,f352(x16452,f350(x16452,x16451)))
% 3.46/3.58  [1749]E(x17491,a1)+~P11(x17491,f341(f341(x17492)))+E(f362(x17492,x17492,f336(x17492,x17491)),f365(x17492,f7(x17492,x17491)))
% 3.46/3.58  [1750]E(x17501,a1)+~P11(x17501,f341(f341(x17502)))+E(f362(x17502,x17502,f365(x17502,x17501)),f336(x17502,f7(x17502,x17501)))
% 3.46/3.58  [2000]~P37(x20001)+~P23(x20002,x20001)+E(f364(f364(f182(x20001,x20002),f195(x20001,x20002)),f364(f182(x20001,x20002),f182(x20001,x20002))),x20002)
% 3.46/3.58  [2133]~P37(x21331)+P24(x21331,x21332)+P23(f364(f364(f291(x21331,x21332),f297(x21331,x21332)),f364(f291(x21331,x21332),f291(x21331,x21332))),x21331)
% 3.46/3.58  [2134]~P37(x21341)+P24(x21341,x21342)+P23(f364(f364(f297(x21341,x21342),f291(x21341,x21342)),f364(f297(x21341,x21342),f297(x21341,x21342))),x21341)
% 3.46/3.58  [2135]~P37(x21351)+P26(x21351,x21352)+P23(f364(f364(f318(x21351,x21352),f324(x21351,x21352)),f364(f318(x21351,x21352),f318(x21351,x21352))),x21351)
% 3.46/3.58  [2136]~P37(x21361)+P26(x21361,x21362)+P23(f364(f364(f324(x21361,x21362),f325(x21361,x21362)),f364(f324(x21361,x21362),f324(x21361,x21362))),x21361)
% 3.46/3.58  [2297]~P37(x22971)+P25(x22971,x22972)+~P23(f364(f364(f306(x22971,x22972),f310(x22971,x22972)),f364(f306(x22971,x22972),f306(x22971,x22972))),x22971)
% 3.46/3.58  [2298]~P37(x22981)+P25(x22981,x22982)+~P23(f364(f364(f310(x22981,x22982),f306(x22981,x22982)),f364(f310(x22981,x22982),f310(x22981,x22982))),x22981)
% 3.46/3.58  [2299]~P37(x22991)+P26(x22991,x22992)+~P23(f364(f364(f318(x22991,x22992),f325(x22991,x22992)),f364(f318(x22991,x22992),f318(x22991,x22992))),x22991)
% 3.46/3.58  [2300]~P37(x23001)+P27(x23001,x23002)+~P23(f364(f364(f209(x23001,x23002),f209(x23001,x23002)),f364(f209(x23001,x23002),f209(x23001,x23002))),x23001)
% 3.46/3.58  [1346]~P45(x13463,x13462)+P23(x13461,x13462)+~P23(x13461,x13463)
% 3.46/3.58  [1347]~P45(x13471,x13473)+P45(x13471,x13472)+~P45(x13473,x13472)
% 3.46/3.58  [1348]~P12(x13483,x13482)+P12(x13481,x13482)+~P45(x13481,x13483)
% 3.46/3.58  [1402]~P23(x14022,x14023)+~P23(x14021,x14022)+~P23(x14023,x14021)
% 3.46/3.58  [1403]~P12(x14033,x14032)+~P23(x14031,x14032)+~P23(x14031,x14033)
% 3.46/3.58  [1271]~P45(x12711,x12713)+P23(x12711,x12712)+~E(x12712,f341(x12713))
% 3.46/3.58  [1272]~P23(x12721,x12723)+P45(x12721,x12722)+~E(x12723,f341(x12722))
% 3.46/3.58  [1293]~P23(x12931,x12933)+E(x12931,x12932)+~E(x12933,f364(x12932,x12932))
% 3.46/3.58  [1376]~P3(x13761)+~P23(x13762,x13763)+~P11(x13763,f341(x13761))
% 3.46/3.58  [1410]P23(x14101,x14102)+~P23(x14101,x14103)+~P11(x14103,f341(x14102))
% 3.46/3.58  [1411]P11(x14111,x14112)+~P23(x14111,x14113)+~P11(x14113,f341(x14112))
% 3.46/3.58  [1434]~P45(x14341,x14343)+P23(x14341,f216(x14342))+~P23(x14343,f216(x14342))
% 3.46/3.58  [1435]~P45(x14351,x14353)+P23(x14351,f225(x14352))+~P23(x14353,f225(x14352))
% 3.46/3.58  [1480]~P37(x14802)+P23(x14801,x14802)+~P23(x14801,f351(x14802,x14803))
% 3.46/3.58  [1485]~P23(x14852,x14853)+~P23(x14851,x14853)+P45(f364(x14851,x14852),x14853)
% 3.46/3.58  [1486]~P45(x14862,x14863)+~P45(x14861,x14863)+P45(f357(x14861,x14862),x14863)
% 3.46/3.58  [1524]~P45(x15241,x15243)+~P23(x15243,f225(x15242))+P23(x15241,f248(x15242,x15243))
% 3.46/3.58  [1527]~P37(x15271)+~P45(x15272,x15273)+P45(f352(x15271,x15272),f352(x15271,x15273))
% 3.46/3.58  [1567]~P23(x15671,x15672)+~P23(x15673,x15672)+~P23(x15673,f237(x15671,x15672))
% 3.46/3.58  [1575]~P37(x15753)+~P23(x15751,f351(x15753,x15752))+P23(x15751,f4(x15752,x15752))
% 3.46/3.58  [1598]~P23(x15981,x15982)+~P23(x15981,f361(x15983,x15982))+~P11(x15982,f341(x15983))
% 3.46/3.58  [1625]~P34(x16252)+~P23(x16253,f193(x16251,x16252))+E(f192(x16251,x16252,x16253),x16253)
% 3.46/3.58  [1630]~P23(x16303,f118(x16301,x16302))+E(f109(x16301),f110(x16301))+E(f117(x16301,x16302,x16303),x16303)
% 3.46/3.58  [1631]~P23(x16313,f118(x16311,x16312))+E(f111(x16311),f109(x16311))+E(f117(x16311,x16312,x16313),x16313)
% 3.46/3.58  [1647]~E(f111(x16471),f110(x16471))+~P23(x16473,f118(x16471,x16472))+E(f117(x16471,x16472,x16473),x16473)
% 3.46/3.58  [1653]~P11(x16533,f341(x16531))+~P11(x16532,f341(x16531))+E(f362(x16531,x16532,x16533),f354(x16532,x16533))
% 3.46/3.58  [1668]P23(f112(x16681),x16681)+~P23(x16683,f118(x16681,x16682))+E(f117(x16681,x16682,x16683),x16683)
% 3.46/3.58  [1669]P23(f113(x16691),x16691)+~P23(x16693,f118(x16691,x16692))+E(f117(x16691,x16692,x16693),x16693)
% 3.46/3.58  [1706]~P23(x17061,x17063)+~E(x17063,f353(x17062))+P23(x17061,f299(x17062,x17063,x17061))
% 3.46/3.58  [1707]~P23(x17073,x17072)+~E(x17072,f353(x17071))+P23(f299(x17071,x17072,x17073),x17071)
% 3.46/3.58  [1758]~P34(x17582)+~P23(x17583,f193(x17581,x17582))+P34(f192(x17581,x17582,x17583))
% 3.46/3.58  [1772]~P34(x17722)+~P23(x17723,f193(x17721,x17722))+P23(f192(x17721,x17722,x17723),x17721)
% 3.46/3.58  [1773]~P37(x17733)+~P23(x17731,f350(x17733,x17732))+P23(f218(x17731,x17732,x17733),x17732)
% 3.46/3.58  [1774]~P37(x17743)+~P23(x17741,f352(x17743,x17742))+P23(f219(x17741,x17742,x17743),x17742)
% 3.46/3.58  [1775]~P11(x17753,f341(x17751))+~P11(x17752,f341(x17751))+P11(f362(x17751,x17752,x17753),f341(x17751))
% 3.46/3.58  [1781]~P23(x17813,f118(x17811,x17812))+E(f109(x17811),f110(x17811))+P23(f121(x17811,x17812,x17813),x17811)
% 3.46/3.58  [1782]~P23(x17823,f118(x17821,x17822))+E(f111(x17821),f109(x17821))+P23(f121(x17821,x17822,x17823),x17821)
% 3.46/3.58  [1791]~E(f111(x17911),f110(x17911))+~P23(x17913,f118(x17911,x17912))+P23(f121(x17911,x17912,x17913),x17911)
% 3.46/3.58  [1792]~P37(x17923)+~P23(x17921,f350(x17923,x17922))+P23(f218(x17921,x17922,x17923),f8(x17923))
% 3.46/3.58  [1793]~P37(x17933)+~P23(x17931,f352(x17933,x17932))+P23(f219(x17931,x17932,x17933),f345(x17933))
% 3.46/3.58  [1797]~P23(x17973,f118(x17971,x17972))+P23(f112(x17971),x17971)+P23(f121(x17971,x17972,x17973),x17971)
% 3.46/3.58  [1798]~P23(x17983,f118(x17981,x17982))+P23(f113(x17981),x17981)+P23(f121(x17981,x17982,x17983),x17981)
% 3.46/3.58  [1831]~P23(x18313,f118(x18311,x18312))+E(f109(x18311),f110(x18311))+P23(f117(x18311,x18312,x18313),f4(x18311,x18312))
% 3.46/3.58  [1832]~P23(x18323,f118(x18321,x18322))+E(f111(x18321),f109(x18321))+P23(f117(x18321,x18322,x18323),f4(x18321,x18322))
% 3.46/3.58  [1848]~E(f111(x18481),f110(x18481))+~P23(x18483,f118(x18481,x18482))+P23(f117(x18481,x18482,x18483),f4(x18481,x18482))
% 3.46/3.58  [1868]~P23(x18683,f118(x18681,x18682))+P23(f112(x18681),x18681)+P23(f117(x18681,x18682,x18683),f4(x18681,x18682))
% 3.46/3.58  [1869]~P23(x18693,f118(x18691,x18692))+P23(f113(x18691),x18691)+P23(f117(x18691,x18692,x18693),f4(x18691,x18692))
% 3.46/3.58  [1911]P23(f275(x19112,x19113,x19111),x19111)+P23(f279(x19112,x19113,x19111),x19112)+E(x19111,f4(x19112,x19113))
% 3.46/3.58  [1912]P23(f275(x19122,x19123,x19121),x19121)+P23(f280(x19122,x19123,x19121),x19123)+E(x19121,f4(x19122,x19123))
% 3.46/3.58  [1913]P23(f303(x19132,x19133,x19131),x19131)+P23(f303(x19132,x19133,x19131),x19132)+E(x19131,f354(x19132,x19133))
% 3.46/3.58  [1934]~P46(x19343,x19341,x19342)+P23(f221(x19342,x19341,x19343),x19341)+E(f349(x19341,x19342,x19343),x19341)
% 3.46/3.58  [1935]~P46(x19353,x19351,x19352)+P23(f223(x19351,x19352,x19353),x19352)+E(f356(x19351,x19352,x19353),x19352)
% 3.46/3.58  [1981]~E(f271(x19812,x19813,x19811),x19813)+~P23(f271(x19812,x19813,x19811),x19811)+E(x19811,f364(x19812,x19813))
% 3.46/3.58  [1982]~E(f271(x19822,x19823,x19821),x19822)+~P23(f271(x19822,x19823,x19821),x19821)+E(x19821,f364(x19822,x19823))
% 3.46/3.58  [2022]P23(f303(x20222,x20223,x20221),x20221)+~P23(f303(x20222,x20223,x20221),x20223)+E(x20221,f354(x20222,x20223))
% 3.46/3.58  [2063]~P23(f276(x20632,x20633,x20631),x20631)+~P23(f276(x20632,x20633,x20631),x20633)+E(x20631,f357(x20632,x20633))
% 3.46/3.58  [2064]~P23(f276(x20642,x20643,x20641),x20641)+~P23(f276(x20642,x20643,x20641),x20642)+E(x20641,f357(x20642,x20643))
% 3.46/3.58  [1638]~P45(x16382,x16383)+P23(x16381,x16382)+P45(x16382,f354(x16383,f364(x16381,x16381)))
% 3.46/3.58  [1661]P23(x16611,x16612)+~P37(x16613)+~P23(x16611,f8(f348(x16613,x16612)))
% 3.46/3.58  [1662]P23(x16621,x16622)+~P37(x16623)+~P23(x16621,f347(f351(x16623,x16622)))
% 3.46/3.58  [1663]P23(x16631,x16632)+~P37(x16633)+~P23(x16631,f345(f355(x16632,x16633)))
% 3.46/3.58  [1667]~P45(x16671,x16673)+~P45(x16671,x16672)+P45(x16671,f354(x16672,f354(x16672,x16673)))
% 3.46/3.58  [1674]~P37(x16742)+P23(x16741,f8(x16742))+~P23(x16741,f8(f348(x16742,x16743)))
% 3.46/3.58  [1675]~P37(x16752)+P23(x16751,f347(x16752))+~P23(x16751,f347(f351(x16752,x16753)))
% 3.46/3.58  [1676]~P37(x16762)+P23(x16761,f345(x16762))+~P23(x16761,f345(f355(x16763,x16762)))
% 3.46/3.58  [1698]~P23(x16983,f118(x16981,x16982))+E(f117(x16981,x16982,x16983),x16983)+E(f364(f112(x16981),f112(x16981)),f114(x16981))
% 3.46/3.58  [1699]~P23(x16993,f118(x16991,x16992))+E(f117(x16991,x16992,x16993),x16993)+E(f364(f113(x16991),f113(x16991)),f119(x16991))
% 3.46/3.58  [1733]~P34(x17332)+~P23(x17331,f193(x17333,x17332))+P23(x17331,f357(x17332,f364(x17332,x17332)))
% 3.46/3.58  [1823]~P23(x18233,f118(x18231,x18232))+P23(f121(x18231,x18232,x18233),x18231)+E(f364(f112(x18231),f112(x18231)),f114(x18231))
% 3.46/3.58  [1824]~P23(x18243,f118(x18241,x18242))+P23(f121(x18241,x18242,x18243),x18241)+E(f364(f113(x18241),f113(x18241)),f119(x18241))
% 3.46/3.58  [1882]~P23(x18823,f118(x18821,x18822))+P23(f117(x18821,x18822,x18823),f4(x18821,x18822))+E(f364(f112(x18821),f112(x18821)),f114(x18821))
% 3.46/3.58  [1883]~P23(x18833,f118(x18831,x18832))+P23(f117(x18831,x18832,x18833),f4(x18831,x18832))+E(f364(f113(x18831),f113(x18831)),f119(x18831))
% 3.46/3.58  [1902]~P37(x19022)+P23(x19021,f8(x19022))+~P23(f364(f364(x19021,x19023),f364(x19021,x19021)),x19022)
% 3.46/3.58  [1903]~P37(x19032)+P23(x19031,f347(x19032))+~P23(f364(f364(x19033,x19031),f364(x19033,x19033)),x19032)
% 3.46/3.58  [1904]~P37(x19042)+P23(x19041,f347(x19042))+~P23(f364(f364(x19041,x19043),f364(x19041,x19041)),x19042)
% 3.46/3.58  [1905]~P37(x19052)+P23(x19051,f345(x19052))+~P23(f364(f364(x19053,x19051),f364(x19053,x19053)),x19052)
% 3.46/3.58  [1937]P23(x19371,x19372)+~E(f56(x19372),f57(x19372))+~P23(f364(f364(x19371,x19373),f364(x19371,x19371)),f55(x19372))
% 3.46/3.58  [1938]E(x19381,f364(x19382,x19382))+~E(f56(x19383),f57(x19383))+~P23(f364(f364(x19382,x19381),f364(x19382,x19382)),f55(x19383))
% 3.46/3.58  [1950]P23(x19501,x19502)+P23(f59(x19502),x19502)+~P23(f364(f364(x19501,x19503),f364(x19501,x19501)),f55(x19502))
% 3.46/3.58  [1952]E(x19521,f364(x19522,x19522))+P23(f59(x19523),x19523)+~P23(f364(f364(x19522,x19521),f364(x19522,x19522)),f55(x19523))
% 3.46/3.58  [1964]P23(x19642,x19641)+E(f364(f59(x19641),f59(x19641)),f57(x19641))+~P23(f364(f364(x19642,x19643),f364(x19642,x19642)),f55(x19641))
% 3.46/3.58  [1965]P23(x19652,x19651)+E(f364(f59(x19651),f59(x19651)),f56(x19651))+~P23(f364(f364(x19652,x19653),f364(x19652,x19652)),f55(x19651))
% 3.46/3.58  [1970]E(x19701,f364(x19702,x19702))+~P23(f364(f364(x19702,x19701),f364(x19702,x19702)),f55(x19703))+E(f364(f59(x19703),f59(x19703)),f57(x19703))
% 3.46/3.58  [1971]E(x19711,f364(x19712,x19712))+~P23(f364(f364(x19712,x19711),f364(x19712,x19712)),f55(x19713))+E(f364(f59(x19713),f59(x19713)),f56(x19713))
% 3.46/3.58  [1973]P23(f292(x19732,x19733,x19731),x19731)+P23(f292(x19732,x19733,x19731),x19733)+E(x19731,f354(x19732,f354(x19732,x19733)))
% 3.46/3.58  [1974]P23(f292(x19742,x19743,x19741),x19741)+P23(f292(x19742,x19743,x19741),x19742)+E(x19741,f354(x19742,f354(x19742,x19743)))
% 3.46/3.58  [2035]~P23(x20353,f118(x20351,x20352))+E(f109(x20351),f110(x20351))+E(f364(f121(x20351,x20352,x20353),f121(x20351,x20352,x20353)),f122(x20351,x20352,x20353))
% 3.46/3.58  [2036]~P23(x20363,f118(x20361,x20362))+E(f111(x20361),f109(x20361))+E(f364(f121(x20361,x20362,x20363),f121(x20361,x20362,x20363)),f122(x20361,x20362,x20363))
% 3.46/3.58  [2037]~E(f111(x20371),f110(x20371))+~P23(x20373,f118(x20371,x20372))+E(f364(f121(x20371,x20372,x20373),f121(x20371,x20372,x20373)),f122(x20371,x20372,x20373))
% 3.46/3.58  [2043]P23(f112(x20431),x20431)+~P23(x20433,f118(x20431,x20432))+E(f364(f121(x20431,x20432,x20433),f121(x20431,x20432,x20433)),f122(x20431,x20432,x20433))
% 3.46/3.58  [2044]P23(f113(x20441),x20441)+~P23(x20443,f118(x20441,x20442))+E(f364(f121(x20441,x20442,x20443),f121(x20441,x20442,x20443)),f122(x20441,x20442,x20443))
% 3.46/3.58  [2047]~P23(x20473,f118(x20471,x20472))+E(f364(f112(x20471),f112(x20471)),f114(x20471))+E(f364(f121(x20471,x20472,x20473),f121(x20471,x20472,x20473)),f122(x20471,x20472,x20473))
% 3.46/3.58  [2048]~P23(x20483,f118(x20481,x20482))+E(f364(f113(x20481),f113(x20481)),f119(x20481))+E(f364(f121(x20481,x20482,x20483),f121(x20481,x20482,x20483)),f122(x20481,x20482,x20483))
% 3.46/3.58  [2171]~P37(x21713)+~P23(x21711,f352(x21713,x21712))+P23(f364(f364(x21711,f219(x21711,x21712,x21713)),f364(x21711,x21711)),x21713)
% 3.46/3.58  [1878]~P23(x18783,f118(x18781,x18782))+E(f117(x18781,x18782,x18783),x18783)+E(f364(f364(f112(x18781),f114(x18781)),f364(f112(x18781),f112(x18781))),f110(x18781))
% 3.46/3.58  [1879]~P23(x18793,f118(x18791,x18792))+E(f117(x18791,x18792,x18793),x18793)+E(f364(f364(f113(x18791),f119(x18791)),f364(f113(x18791),f113(x18791))),f111(x18791))
% 3.46/3.58  [1998]~P23(x19983,f118(x19981,x19982))+P23(f121(x19981,x19982,x19983),x19981)+E(f364(f364(f112(x19981),f114(x19981)),f364(f112(x19981),f112(x19981))),f110(x19981))
% 3.46/3.58  [1999]~P23(x19993,f118(x19991,x19992))+P23(f121(x19991,x19992,x19993),x19991)+E(f364(f364(f113(x19991),f119(x19991)),f364(f113(x19991),f113(x19991))),f111(x19991))
% 3.46/3.58  [2025]~P23(x20253,f118(x20251,x20252))+P23(f117(x20251,x20252,x20253),f4(x20251,x20252))+E(f364(f364(f112(x20251),f114(x20251)),f364(f112(x20251),f112(x20251))),f110(x20251))
% 3.46/3.58  [2026]~P23(x20263,f118(x20261,x20262))+P23(f117(x20261,x20262,x20263),f4(x20261,x20262))+E(f364(f364(f113(x20261),f119(x20261)),f364(f113(x20261),f113(x20261))),f111(x20261))
% 3.46/3.58  [2089]~P23(x20893,f118(x20891,x20892))+E(f364(f121(x20891,x20892,x20893),f121(x20891,x20892,x20893)),f122(x20891,x20892,x20893))+E(f364(f364(f112(x20891),f114(x20891)),f364(f112(x20891),f112(x20891))),f110(x20891))
% 3.46/3.58  [2090]~P23(x20903,f118(x20901,x20902))+E(f364(f121(x20901,x20902,x20903),f121(x20901,x20902,x20903)),f122(x20901,x20902,x20903))+E(f364(f364(f113(x20901),f119(x20901)),f364(f113(x20901),f113(x20901))),f111(x20901))
% 3.46/3.58  [2315]~P23(x23153,f118(x23151,x23152))+E(f109(x23151),f110(x23151))+E(f364(f364(f121(x23151,x23152,x23153),f122(x23151,x23152,x23153)),f364(f121(x23151,x23152,x23153),f121(x23151,x23152,x23153))),x23153)
% 3.46/3.58  [2316]~P23(x23163,f118(x23161,x23162))+E(f111(x23161),f109(x23161))+E(f364(f364(f121(x23161,x23162,x23163),f122(x23161,x23162,x23163)),f364(f121(x23161,x23162,x23163),f121(x23161,x23162,x23163))),x23163)
% 3.46/3.58  [2319]~E(f111(x23191),f110(x23191))+~P23(x23193,f118(x23191,x23192))+E(f364(f364(f121(x23191,x23192,x23193),f122(x23191,x23192,x23193)),f364(f121(x23191,x23192,x23193),f121(x23191,x23192,x23193))),x23193)
% 3.46/3.58  [2323]P23(f112(x23231),x23231)+~P23(x23233,f118(x23231,x23232))+E(f364(f364(f121(x23231,x23232,x23233),f122(x23231,x23232,x23233)),f364(f121(x23231,x23232,x23233),f121(x23231,x23232,x23233))),x23233)
% 3.46/3.58  [2324]P23(f113(x23241),x23241)+~P23(x23243,f118(x23241,x23242))+E(f364(f364(f121(x23241,x23242,x23243),f122(x23241,x23242,x23243)),f364(f121(x23241,x23242,x23243),f121(x23241,x23242,x23243))),x23243)
% 3.46/3.58  [2325]~P23(x23253,f118(x23251,x23252))+E(f364(f112(x23251),f112(x23251)),f114(x23251))+E(f364(f364(f121(x23251,x23252,x23253),f122(x23251,x23252,x23253)),f364(f121(x23251,x23252,x23253),f121(x23251,x23252,x23253))),x23253)
% 3.46/3.58  [2326]~P23(x23263,f118(x23261,x23262))+E(f364(f113(x23261),f113(x23261)),f119(x23261))+E(f364(f364(f121(x23261,x23262,x23263),f122(x23261,x23262,x23263)),f364(f121(x23261,x23262,x23263),f121(x23261,x23262,x23263))),x23263)
% 3.46/3.58  [2335]~P23(x23353,f118(x23351,x23352))+E(f364(f364(f112(x23351),f114(x23351)),f364(f112(x23351),f112(x23351))),f110(x23351))+E(f364(f364(f121(x23351,x23352,x23353),f122(x23351,x23352,x23353)),f364(f121(x23351,x23352,x23353),f121(x23351,x23352,x23353))),x23353)
% 3.46/3.58  [2336]~P23(x23363,f118(x23361,x23362))+E(f364(f364(f113(x23361),f119(x23361)),f364(f113(x23361),f113(x23361))),f111(x23361))+E(f364(f364(f121(x23361,x23362,x23363),f122(x23361,x23362,x23363)),f364(f121(x23361,x23362,x23363),f121(x23361,x23362,x23363))),x23363)
% 3.46/3.58  [2337]P23(f275(x23372,x23373,x23371),x23371)+E(x23371,f4(x23372,x23373))+E(f364(f364(f279(x23372,x23373,x23371),f280(x23372,x23373,x23371)),f364(f279(x23372,x23373,x23371),f279(x23372,x23373,x23371))),f275(x23372,x23373,x23371))
% 3.46/3.58  [2397]~P37(x23973)+~P23(x23971,f350(x23973,x23972))+P23(f364(f364(f218(x23971,x23972,x23973),x23971),f364(f218(x23971,x23972,x23973),f218(x23971,x23972,x23973))),x23973)
% 3.46/3.58  [1737]~P46(x17371,x17372,x17374)+P46(x17371,x17372,x17373)+~P45(x17374,x17373)
% 3.46/3.58  [1200]P23(x12001,x12002)+~E(x12001,x12003)+~E(x12002,f364(x12004,x12003))
% 3.46/3.58  [1201]P23(x12011,x12012)+~E(x12011,x12013)+~E(x12012,f364(x12013,x12014))
% 3.46/3.58  [1292]E(x12921,x12922)+E(x12921,x12923)+~E(f364(x12921,x12924),f364(x12923,x12922))
% 3.46/3.58  [1354]~P23(x13541,x13544)+P23(x13541,x13542)+~E(x13542,f357(x13543,x13544))
% 3.46/3.58  [1355]~P23(x13551,x13553)+P23(x13551,x13552)+~E(x13552,f357(x13553,x13554))
% 3.46/3.58  [1356]~P23(x13561,x13563)+P23(x13561,x13562)+~E(x13563,f354(x13562,x13564))
% 3.46/3.58  [1409]~P23(x14094,x14093)+~P23(x14094,x14091)+~E(x14091,f354(x14092,x14093))
% 3.46/3.58  [1580]~P45(x15802,x15804)+~P45(x15801,x15803)+P45(f4(x15801,x15802),f4(x15803,x15804))
% 3.46/3.58  [1751]P46(x17511,x17512,x17513)+~P46(x17511,x17512,x17514)+~P45(f345(x17511),x17513)
% 3.46/3.58  [2113]~P23(x21134,x21133)+~E(x21133,f4(x21131,x21132))+P23(f277(x21131,x21132,x21133,x21134),x21131)
% 3.46/3.58  [2114]~P23(x21144,x21143)+~E(x21143,f4(x21141,x21142))+P23(f278(x21141,x21142,x21143,x21144),x21142)
% 3.46/3.58  [2363]~E(f107(x23632,x23633,x23634,x23631),x23634)+~P23(f107(x23632,x23633,x23634,x23631),x23631)+E(x23631,f366(x23632,x23633,x23634))
% 3.46/3.58  [2364]~E(f107(x23642,x23643,x23644,x23641),x23643)+~P23(f107(x23642,x23643,x23644,x23641),x23641)+E(x23641,f366(x23642,x23643,x23644))
% 3.46/3.58  [2365]~E(f107(x23652,x23653,x23654,x23651),x23652)+~P23(f107(x23652,x23653,x23654,x23651),x23651)+E(x23651,f366(x23652,x23653,x23654))
% 3.46/3.58  [1543]~P23(x15431,x15433)+P23(x15431,x15432)+~E(x15433,f354(x15434,f354(x15434,x15432)))
% 3.46/3.58  [1657]~E(f160(x16572,x16571),x16571)+E(x16571,f342(x16572))+~E(x16572,f364(f364(x16573,x16574),f364(x16573,x16573)))
% 3.46/3.58  [1658]~E(f268(x16582,x16581),x16581)+E(x16581,f343(x16582))+~E(x16582,f364(f364(x16583,x16584),f364(x16583,x16583)))
% 3.46/3.58  [1826]~P23(x18262,x18264)+~P23(x18261,x18263)+P23(f364(f364(x18261,x18262),f364(x18261,x18261)),f4(x18263,x18264))
% 3.46/3.58  [2003]P23(x20031,x20032)+~P37(x20033)+~P23(f364(f364(x20031,x20034),f364(x20031,x20031)),f344(f329(x20032),x20033))
% 3.46/3.58  [2078]~P37(x20783)+P23(f364(f364(x20781,x20782),f364(x20781,x20781)),x20783)+~P23(f364(f364(x20781,x20782),f364(x20781,x20781)),f344(f329(x20784),x20783))
% 3.46/3.58  [2331]~P46(x23313,x23311,x23312)+E(f356(x23311,x23312,x23313),x23312)+~P23(f364(f364(x23314,f223(x23311,x23312,x23313)),f364(x23314,x23314)),x23313)
% 3.46/3.58  [2054]E(x20541,f342(x20542))+~E(x20542,f364(f364(x20543,x20544),f364(x20543,x20543)))+E(f364(f364(f160(x20542,x20541),f174(x20542,x20541)),f364(f160(x20542,x20541),f160(x20542,x20541))),x20542)
% 3.46/3.58  [2055]E(x20551,f343(x20552))+~E(x20552,f364(f364(x20553,x20554),f364(x20553,x20553)))+E(f364(f364(f269(x20552,x20551),f268(x20552,x20551)),f364(f269(x20552,x20551),f269(x20552,x20551))),x20552)
% 3.46/3.58  [2431]~P46(x24313,x24311,x24312)+E(f349(x24311,x24312,x24313),x24311)+~P23(f364(f364(f221(x24312,x24311,x24313),x24314),f364(f221(x24312,x24311,x24313),f221(x24312,x24311,x24313))),x24313)
% 3.46/3.58  [2494]~P23(x24944,x24943)+~E(x24943,f4(x24941,x24942))+E(f364(f364(f277(x24941,x24942,x24943,x24944),f278(x24941,x24942,x24943,x24944)),f364(f277(x24941,x24942,x24943,x24944),f277(x24941,x24942,x24943,x24944))),x24944)
% 3.46/3.58  [1550]P23(x15501,x15502)+~E(x15501,x15503)+~E(x15502,f366(x15504,x15505,x15503))
% 3.46/3.58  [1551]P23(x15511,x15512)+~E(x15511,x15513)+~E(x15512,f366(x15514,x15513,x15515))
% 3.46/3.58  [1552]P23(x15521,x15522)+~E(x15521,x15523)+~E(x15522,f366(x15523,x15524,x15525))
% 3.46/3.58  [1091]~P3(x10911)+~P21(x10911)+~P37(x10911)+P35(x10911)
% 3.46/3.58  [1102]~P21(x11021)+~P37(x11021)+~P35(x11021)+E(f332(x11021),f346(x11021))
% 3.46/3.58  [1104]~E(a247,a1)+~P23(x11041,a249)+~E(f257(x11041),x11041)+P16(a5000)
% 3.46/3.58  [1105]~E(a249,a1)+~P23(x11051,a247)+~E(f251(x11051),x11051)+P16(a5000)
% 3.46/3.58  [1113]~P21(x11131)+~P37(x11131)+P35(x11131)+~E(f282(x11131),f283(x11131))
% 3.46/3.58  [1114]~P21(x11141)+~P37(x11141)+~P35(x11141)+P21(f346(x11141))
% 3.46/3.58  [1116]~P21(x11161)+~P37(x11161)+~P35(x11161)+P35(f332(x11161))
% 3.46/3.58  [1118]~P23(x11181,a247)+~E(f251(x11181),x11181)+P16(a5000)+P34(a250)
% 3.46/3.58  [1188]P23(a1,a36)+~P23(x11881,a249)+~E(f257(x11881),x11881)+P16(a5000)
% 3.46/3.58  [1193]~E(a249,a1)+~P23(x11931,a247)+P16(a5000)+P23(f251(x11931),a247)
% 3.46/3.58  [1194]~E(a247,a1)+~P23(x11941,a249)+P16(a5000)+P23(f257(x11941),a249)
% 3.46/3.58  [1199]~P21(x11991)+~P37(x11991)+~P19(f8(x11991))+P19(f345(x11991))
% 3.46/3.58  [1205]~E(a249,a1)+~P23(x12051,a247)+P45(x12051,f251(x12051))+P16(a5000)
% 3.46/3.58  [1206]~E(a247,a1)+~P23(x12061,a249)+P45(x12061,f257(x12061))+P16(a5000)
% 3.46/3.58  [1207]P32(x12071)+~P31(x12071)+P15(x12071)+P11(f316(x12071),f359(x12071))
% 3.46/3.58  [1208]P32(x12081)+~P31(x12081)+P15(x12081)+P11(f317(x12081),f359(x12081))
% 3.46/3.58  [1209]~P23(x12091,a247)+P16(a5000)+P34(a250)+P23(f251(x12091),a247)
% 3.46/3.58  [1246]~P23(x12461,a247)+P45(x12461,f251(x12461))+P16(a5000)+P34(a250)
% 3.46/3.58  [1273]~P21(x12731)+~P37(x12731)+P35(x12731)+P23(f283(x12731),f8(x12731))
% 3.46/3.58  [1274]~P21(x12741)+~P37(x12741)+P35(x12741)+P23(f282(x12741),f8(x12741))
% 3.46/3.58  [1300]P23(a1,a36)+~P23(x13001,a249)+P16(a5000)+P23(f257(x13001),a249)
% 3.46/3.58  [1315]P23(a1,a36)+~P23(x13151,a249)+P45(x13151,f257(x13151))+P16(a5000)
% 3.46/3.58  [1153]~P21(x11531)+~P37(x11531)+~P35(x11531)+E(f345(f332(x11531)),f8(x11531))
% 3.46/3.58  [1154]~P21(x11541)+~P37(x11541)+~P35(x11541)+E(f8(f332(x11541)),f345(x11541))
% 3.46/3.58  [1324]~P23(x13241,a249)+~E(f257(x13241),x13241)+P16(a5000)+P11(a247,f341(f341(a1)))
% 3.46/3.58  [1345]P35(x13451)+~P21(x13451)+~P37(x13451)+E(f3(x13451,f282(x13451)),f3(x13451,f283(x13451)))
% 3.46/3.58  [1393]~P23(x13931,a249)+P16(a5000)+P23(f257(x13931),a249)+P11(a247,f341(f341(a1)))
% 3.46/3.58  [1396]~P23(x13961,a249)+P45(x13961,f257(x13961))+P16(a5000)+P11(a247,f341(f341(a1)))
% 3.46/3.58  [1549]~P23(x15491,a247)+~E(f251(x15491),x15491)+P16(a5000)+P23(f357(a250,f364(a250,a250)),a36)
% 3.46/3.58  [1590]~P23(x15901,a247)+P16(a5000)+P23(f251(x15901),a247)+P23(f357(a250,f364(a250,a250)),a36)
% 3.46/3.58  [1594]~P23(x15941,a247)+P45(x15941,f251(x15941))+P16(a5000)+P23(f357(a250,f364(a250,a250)),a36)
% 3.46/3.58  [2018]P32(x20181)+~P31(x20181)+P15(x20181)+~E(f338(x20181,f340(x20181,f316(x20181),f317(x20181)),f317(x20181)),f317(x20181))
% 3.46/3.58  [2007]~P23(x20071,a247)+~E(f251(x20071),x20071)+P16(a5000)+P11(a249,f341(f341(f357(a250,f364(a250,a250)))))
% 3.46/3.58  [2011]~P23(x20111,a247)+P16(a5000)+P23(f251(x20111),a247)+P11(a249,f341(f341(f357(a250,f364(a250,a250)))))
% 3.46/3.58  [2014]~P23(x20141,a247)+P45(x20141,f251(x20141))+P16(a5000)+P11(a249,f341(f341(f357(a250,f364(a250,a250)))))
% 3.46/3.58  [1213]P39(x12132,x12131)+~P34(x12131)+~P34(x12132)+P39(x12131,x12132)
% 3.46/3.58  [1301]~P34(x13012)+~P13(x13011)+~P42(x13011,x13012)+P23(x13011,x13012)
% 3.46/3.58  [1302]~P34(x13022)+~P34(x13021)+~P45(x13021,x13022)+P39(x13021,x13022)
% 3.46/3.58  [1303]~P34(x13032)+~P34(x13031)+~P39(x13031,x13032)+P45(x13031,x13032)
% 3.46/3.58  [1094]~P21(x10941)+~P37(x10941)+~E(x10941,f329(x10942))+E(f8(x10941),x10942)
% 3.46/3.58  [1308]~P19(x13082)+~P21(x13081)+~P37(x13081)+P19(f350(x13081,x13082))
% 3.46/3.58  [1360]~P37(x13601)+P23(f258(x13602,x13601),x13602)+~E(f347(x13601),x13602)+E(x13601,f335(x13602))
% 3.46/3.58  [1361]~P37(x13611)+P23(f265(x13612,x13611),x13612)+~E(f347(x13611),x13612)+E(x13611,f335(x13612))
% 3.46/3.58  [1366]~P34(x13662)+~P45(x13661,x13662)+E(x13661,a1)+P34(f232(x13661,x13662))
% 3.46/3.58  [1383]~P37(x13832)+~P45(x13831,f345(x13832))+E(x13831,a1)+~E(f352(x13832,x13831),a1)
% 3.46/3.58  [1384]~P37(x13842)+~P37(x13841)+~P45(x13841,x13842)+P45(f8(x13841),f8(x13842))
% 3.46/3.58  [1385]~P37(x13852)+~P37(x13851)+~P45(x13851,x13852)+P45(f345(x13851),f345(x13852))
% 3.46/3.58  [1400]~P34(x14001)+~E(f116(x14001),f123(x14001))+~P23(x14002,f124(x14001))+E(f115(x14001,x14002),x14002)
% 3.46/3.58  [1401]~P34(x14011)+~E(f116(x14011),f123(x14011))+~P23(x14012,f124(x14011))+E(f125(x14011,x14012),x14012)
% 3.46/3.58  [1416]P3(x14161)+~P37(x14162)+E(f60(x14161,x14162),f61(x14161,x14162))+P21(f64(x14161,x14162))
% 3.46/3.58  [1417]P3(x14171)+~P37(x14172)+E(f60(x14171,x14172),f61(x14171,x14172))+P37(f64(x14171,x14172))
% 3.46/3.58  [1418]P3(x14181)+~P37(x14182)+E(f65(x14181,x14182),f60(x14181,x14182))+P21(f64(x14181,x14182))
% 3.46/3.58  [1419]P3(x14191)+~P37(x14192)+E(f65(x14191,x14192),f60(x14191,x14192))+P37(f64(x14191,x14192))
% 3.46/3.58  [1423]~P34(x14232)+~P45(x14231,x14232)+P23(f232(x14231,x14232),x14231)+E(x14231,a1)
% 3.46/3.58  [1441]~P37(x14412)+~P59(x14412)+~P20(x14411,f347(x14412))+P37(f15(x14411,x14412))
% 3.46/3.58  [1463]~P37(x14632)+P3(x14631)+P23(f60(x14631,x14632),x14631)+P21(f64(x14631,x14632))
% 3.46/3.58  [1465]~P37(x14652)+P3(x14651)+P23(f60(x14651,x14652),x14651)+P37(f64(x14651,x14652))
% 3.46/3.58  [1468]~P34(x14681)+~E(f116(x14681),f123(x14681))+~P23(x14682,f124(x14681))+P34(f115(x14681,x14682))
% 3.46/3.58  [1492]~P37(x14922)+P3(x14921)+~E(f62(x14921,x14922),f63(x14921,x14922))+P21(f64(x14921,x14922))
% 3.46/3.58  [1493]~P37(x14932)+P3(x14931)+~E(f62(x14931,x14932),f63(x14931,x14932))+P37(f64(x14931,x14932))
% 3.46/3.58  [1494]~P37(x14942)+~P59(x14942)+~P20(x14941,f347(x14942))+P57(f15(x14941,x14942),x14941)
% 3.46/3.58  [1563]~P37(x15632)+P3(x15631)+P23(f63(x15631,x15632),f61(x15631,x15632))+P21(f64(x15631,x15632))
% 3.46/3.58  [1564]~P37(x15642)+P3(x15641)+P23(f62(x15641,x15642),f65(x15641,x15642))+P21(f64(x15641,x15642))
% 3.46/3.58  [1565]~P37(x15652)+P3(x15651)+P23(f63(x15651,x15652),f61(x15651,x15652))+P37(f64(x15651,x15652))
% 3.46/3.58  [1566]~P37(x15662)+P3(x15661)+P23(f62(x15661,x15662),f65(x15661,x15662))+P37(f64(x15661,x15662))
% 3.46/3.58  [1570]P23(f238(x15701,x15702),x15701)+~P23(f234(x15701,x15702),x15702)+E(x15701,a1)+E(x15702,f358(x15701))
% 3.46/3.58  [1595]~P37(x15951)+P58(x15951)+~P12(f333(x15951,x15952),f255(x15951))+~P23(x15952,f255(x15951))
% 3.46/3.58  [1634]~P34(x16341)+P18(f123(x16341),f116(x16341),f120(x16341))+~P23(x16342,f124(x16341))+E(f115(x16341,x16342),x16342)
% 3.46/3.58  [1635]~P34(x16351)+P18(f123(x16351),f116(x16351),f120(x16351))+~P23(x16352,f124(x16351))+E(f125(x16351,x16352),x16352)
% 3.46/3.58  [1682]~P34(x16821)+P18(f123(x16821),f116(x16821),f120(x16821))+~P23(x16822,f124(x16821))+P34(f115(x16821,x16822))
% 3.46/3.58  [1753]~P23(f234(x17531,x17532),x17532)+~P23(f234(x17531,x17532),f238(x17531,x17532))+E(x17531,a1)+E(x17532,f358(x17531))
% 3.46/3.58  [1449]~P37(x14491)+~P59(x14491)+~P45(x14492,f347(x14491))+E(f347(f351(x14491,x14492)),x14492)
% 3.46/3.58  [1477]P3(x14771)+~P23(x14772,x14771)+P23(f3(f227(x14771),x14772),x14772)+E(f226(x14771),a1)
% 3.46/3.58  [1491]~P34(x14911)+~P34(x14912)+~P4(x14911)+~E(x14911,f357(x14912,f364(x14912,x14912)))
% 3.46/3.58  [1500]~P21(x15001)+~P37(x15001)+~P45(x15002,f345(x15001))+E(f350(x15001,f352(x15001,x15002)),x15002)
% 3.46/3.58  [1513]~P37(x15132)+~P37(x15131)+~P45(f345(x15131),f8(x15132))+E(f8(f344(x15131,x15132)),f8(x15131))
% 3.46/3.58  [1514]~P37(x15141)+~P37(x15142)+~P45(f8(x15142),f345(x15141))+E(f345(f344(x15141,x15142)),f345(x15142))
% 3.46/3.58  [1515]~P23(x15152,x15151)+P23(f203(x15151),x15151)+~E(f204(x15151),f205(x15151))+E(f3(f202(x15151),x15152),f364(x15152,x15152))
% 3.46/3.58  [1537]~P23(x15372,x15371)+P23(f206(x15371),x15371)+P23(f203(x15371),x15371)+E(f3(f202(x15371),x15372),f364(x15372,x15372))
% 3.46/3.58  [1538]~P23(x15382,x15381)+P3(x15381)+P23(f226(x15381),x15381)+P23(f3(f227(x15381),x15382),x15382)
% 3.46/3.58  [1539]~P19(x15392)+P23(f217(x15392,x15391),x15391)+E(x15391,a1)+~P11(x15391,f341(f341(x15392)))
% 3.46/3.58  [1561]~P23(x15612,x15611)+P23(f203(x15611),x15611)+E(f364(f206(x15611),f206(x15611)),f205(x15611))+E(f3(f202(x15611),x15612),f364(x15612,x15612))
% 3.46/3.58  [1562]~P23(x15622,x15621)+P23(f203(x15621),x15621)+E(f364(f206(x15621),f206(x15621)),f204(x15621))+E(f3(f202(x15621),x15622),f364(x15622,x15622))
% 3.46/3.58  [1637]~P34(x16372)+~P34(x16371)+~P23(x16371,x16372)+P39(f357(x16371,f364(x16371,x16371)),x16372)
% 3.46/3.58  [1746]~P34(x17461)+~E(f116(x17461),f123(x17461))+~P23(x17462,f124(x17461))+P23(f125(x17461,x17462),f357(x17461,f364(x17461,x17461)))
% 3.46/3.58  [1752]~P34(x17522)+~P34(x17521)+P23(x17521,x17522)+~P39(f357(x17521,f364(x17521,x17521)),x17522)
% 3.46/3.58  [1771]~P37(x17712)+~P40(x17712)+~P23(x17711,f347(x17712))+P23(f364(f364(x17711,x17711),f364(x17711,x17711)),x17712)
% 3.46/3.58  [1865]~P34(x18651)+P18(f123(x18651),f116(x18651),f120(x18651))+~P23(x18652,f124(x18651))+P23(f125(x18651,x18652),f357(x18651,f364(x18651,x18651)))
% 3.46/3.58  [2138]~P37(x21382)+~P37(x21381)+P45(x21381,x21382)+P23(f364(f364(f286(x21381,x21382),f287(x21381,x21382)),f364(f286(x21381,x21382),f286(x21381,x21382))),x21381)
% 3.46/3.58  [2142]~P37(x21421)+E(f127(x21422,x21421),f235(x21422,x21421))+E(x21421,f329(x21422))+P23(f364(f364(f127(x21422,x21421),f235(x21422,x21421)),f364(f127(x21422,x21421),f127(x21422,x21421))),x21421)
% 3.46/3.58  [2151]~P37(x21511)+P23(f127(x21512,x21511),x21512)+E(x21511,f329(x21512))+P23(f364(f364(f127(x21512,x21511),f235(x21512,x21511)),f364(f127(x21512,x21511),f127(x21512,x21511))),x21511)
% 3.46/3.58  [2152]~P37(x21522)+P23(f295(x21522,x21521),x21521)+E(x21521,f8(x21522))+P23(f364(f364(f295(x21522,x21521),f296(x21522,x21521)),f364(f295(x21522,x21521),f295(x21522,x21521))),x21522)
% 3.46/3.58  [2153]~P37(x21532)+P23(f307(x21532,x21531),x21531)+E(x21531,f345(x21532))+P23(f364(f364(f309(x21532,x21531),f307(x21532,x21531)),f364(f309(x21532,x21531),f309(x21532,x21531))),x21532)
% 3.46/3.58  [2302]~P37(x23022)+~P37(x23021)+P45(x23021,x23022)+~P23(f364(f364(f286(x23021,x23022),f287(x23021,x23022)),f364(f286(x23021,x23022),f286(x23021,x23022))),x23022)
% 3.46/3.58  [1457]~P23(x14573,x14572)+~E(f71(x14572),f72(x14572))+P23(x14571,f70(x14572))+~E(x14571,f364(x14573,x14573))
% 3.46/3.58  [1499]~P23(x14993,x14992)+P23(f73(x14992),x14992)+P23(x14991,f70(x14992))+~E(x14991,f364(x14993,x14993))
% 3.46/3.58  [1633]~P12(x16331,x16333)+~P11(x16333,f341(x16332))+~P11(x16331,f341(x16332))+P45(x16331,f361(x16332,x16333))
% 3.46/3.58  [1651]~P21(x16513)+~P37(x16513)+~P37(x16512)+P37(f80(x16511,x16512,x16513))
% 3.46/3.58  [1655]~P37(x16552)+~P23(x16551,x16552)+~P23(x16551,f4(x16553,x16553))+P23(x16551,f351(x16552,x16553))
% 3.46/3.58  [1681]P12(x16811,x16812)+~P45(x16811,f361(x16813,x16812))+~P11(x16812,f341(x16813))+~P11(x16811,f341(x16813))
% 3.46/3.58  [1686]P23(x16862,x16863)+P23(f220(x16861,x16863,x16862),x16861)+~E(x16863,f358(x16861))+E(x16861,a1)
% 3.46/3.58  [1708]~P34(x17082)+E(f164(x17081,x17082),f168(x17081,x17082))+~P23(x17083,f169(x17081,x17082))+E(f163(x17081,x17082,x17083),x17083)
% 3.46/3.58  [1709]~P34(x17092)+E(f170(x17091,x17092),f164(x17091,x17092))+~P23(x17093,f169(x17091,x17092))+E(f163(x17091,x17092,x17093),x17093)
% 3.46/3.58  [1710]~P34(x17102)+E(f171(x17101,x17102),f168(x17101,x17102))+~P23(x17103,f169(x17101,x17102))+E(f163(x17101,x17102,x17103),x17103)
% 3.46/3.58  [1711]~P34(x17112)+E(f172(x17111,x17112),f170(x17111,x17112))+~P23(x17113,f169(x17111,x17112))+E(f163(x17111,x17112,x17113),x17113)
% 3.46/3.58  [1712]~P34(x17122)+E(f164(x17121,x17122),f168(x17121,x17122))+~P23(x17123,f169(x17121,x17122))+E(f173(x17121,x17122,x17123),x17123)
% 3.46/3.58  [1713]~P34(x17132)+E(f170(x17131,x17132),f164(x17131,x17132))+~P23(x17133,f169(x17131,x17132))+E(f173(x17131,x17132,x17133),x17133)
% 3.46/3.58  [1714]~P34(x17142)+E(f171(x17141,x17142),f168(x17141,x17142))+~P23(x17143,f169(x17141,x17142))+E(f173(x17141,x17142,x17143),x17143)
% 3.46/3.58  [1715]~P34(x17152)+E(f172(x17151,x17152),f170(x17151,x17152))+~P23(x17153,f169(x17151,x17152))+E(f173(x17151,x17152,x17153),x17153)
% 3.46/3.58  [1716]~P23(x17163,x17162)+~P23(f298(x17162,x17161),x17163)+~P23(f298(x17162,x17161),x17161)+E(x17161,f353(x17162))
% 3.46/3.58  [1719]~P34(x17192)+~P23(x17193,f169(x17191,x17192))+E(f163(x17191,x17192,x17193),x17193)+P34(f171(x17191,x17192))
% 3.46/3.58  [1720]~P34(x17202)+~P23(x17203,f169(x17201,x17202))+E(f163(x17201,x17202,x17203),x17203)+P34(f172(x17201,x17202))
% 3.46/3.58  [1721]~P34(x17212)+~P23(x17213,f169(x17211,x17212))+E(f173(x17211,x17212,x17213),x17213)+P34(f171(x17211,x17212))
% 3.46/3.58  [1722]~P34(x17222)+~P23(x17223,f169(x17221,x17222))+E(f173(x17221,x17222,x17223),x17223)+P34(f172(x17221,x17222))
% 3.46/3.58  [1738]~P34(x17382)+P23(f171(x17381,x17382),x17381)+~P23(x17383,f169(x17381,x17382))+E(f163(x17381,x17382,x17383),x17383)
% 3.46/3.58  [1739]~P34(x17392)+P23(f172(x17391,x17392),x17391)+~P23(x17393,f169(x17391,x17392))+E(f163(x17391,x17392,x17393),x17393)
% 3.46/3.58  [1740]~P34(x17402)+P23(f171(x17401,x17402),x17401)+~P23(x17403,f169(x17401,x17402))+E(f173(x17401,x17402,x17403),x17403)
% 3.46/3.58  [1741]~P34(x17412)+P23(f172(x17411,x17412),x17411)+~P23(x17413,f169(x17411,x17412))+E(f173(x17411,x17412,x17413),x17413)
% 3.46/3.58  [1744]~P34(x17442)+~E(f170(x17441,x17442),f168(x17441,x17442))+~P23(x17443,f169(x17441,x17442))+E(f163(x17441,x17442,x17443),x17443)
% 3.46/3.58  [1745]~P34(x17452)+~E(f170(x17451,x17452),f168(x17451,x17452))+~P23(x17453,f169(x17451,x17452))+E(f173(x17451,x17452,x17453),x17453)
% 3.46/3.58  [1769]~P37(x17691)+P28(x17691,x17692)+~P12(f333(x17691,x17693),f284(x17691,x17692))+~P23(x17693,f284(x17691,x17692))
% 3.46/3.58  [1805]~P34(x18052)+~P23(x18053,f169(x18051,x18052))+E(f164(x18051,x18052),f168(x18051,x18052))+P34(f163(x18051,x18052,x18053))
% 3.46/3.58  [1806]~P34(x18062)+~P23(x18063,f169(x18061,x18062))+E(f170(x18061,x18062),f164(x18061,x18062))+P34(f163(x18061,x18062,x18063))
% 3.46/3.58  [1807]~P34(x18072)+~P23(x18073,f169(x18071,x18072))+E(f171(x18071,x18072),f168(x18071,x18072))+P34(f163(x18071,x18072,x18073))
% 3.46/3.58  [1808]~P34(x18082)+~P23(x18083,f169(x18081,x18082))+E(f172(x18081,x18082),f170(x18081,x18082))+P34(f163(x18081,x18082,x18083))
% 3.46/3.58  [1813]~P34(x18132)+~P23(x18133,f169(x18131,x18132))+P34(f171(x18131,x18132))+P34(f163(x18131,x18132,x18133))
% 3.46/3.58  [1814]~P34(x18142)+~P23(x18143,f169(x18141,x18142))+P34(f172(x18141,x18142))+P34(f163(x18141,x18142,x18143))
% 3.46/3.58  [1822]P23(x18222,x18223)+~E(x18223,f358(x18221))+~P23(x18222,f220(x18221,x18223,x18222))+E(x18221,a1)
% 3.46/3.58  [1833]~P34(x18332)+~P23(x18333,f169(x18331,x18332))+E(f164(x18331,x18332),f168(x18331,x18332))+P23(f163(x18331,x18332,x18333),x18331)
% 3.46/3.58  [1834]~P34(x18342)+~P23(x18343,f169(x18341,x18342))+E(f170(x18341,x18342),f164(x18341,x18342))+P23(f163(x18341,x18342,x18343),x18341)
% 3.46/3.58  [1835]~P34(x18352)+~P23(x18353,f169(x18351,x18352))+E(f171(x18351,x18352),f168(x18351,x18352))+P23(f163(x18351,x18352,x18353),x18351)
% 3.46/3.58  [1836]~P34(x18362)+~P23(x18363,f169(x18361,x18362))+E(f172(x18361,x18362),f170(x18361,x18362))+P23(f163(x18361,x18362,x18363),x18361)
% 3.46/3.58  [1840]~P34(x18402)+~P23(x18403,f169(x18401,x18402))+P23(f163(x18401,x18402,x18403),x18401)+P34(f171(x18401,x18402))
% 3.46/3.58  [1841]~P34(x18412)+~P23(x18413,f169(x18411,x18412))+P23(f163(x18411,x18412,x18413),x18411)+P34(f172(x18411,x18412))
% 3.46/3.58  [1842]~P34(x18422)+P23(f171(x18421,x18422),x18421)+~P23(x18423,f169(x18421,x18422))+P34(f163(x18421,x18422,x18423))
% 3.46/3.58  [1843]~P34(x18432)+P23(f172(x18431,x18432),x18431)+~P23(x18433,f169(x18431,x18432))+P34(f163(x18431,x18432,x18433))
% 3.46/3.58  [1857]~P34(x18572)+~E(f170(x18571,x18572),f168(x18571,x18572))+~P23(x18573,f169(x18571,x18572))+P34(f163(x18571,x18572,x18573))
% 3.46/3.58  [1862]~P46(x18623,x18622,x18621)+~P41(x18623,x18622,x18621)+E(f349(x18622,x18621,x18623),x18622)+E(x18621,a1)
% 3.46/3.58  [1863]~P46(x18632,x18633,x18631)+P41(x18632,x18633,x18631)+~E(f349(x18633,x18631,x18632),x18633)+E(x18631,a1)
% 3.46/3.58  [1864]~P46(x18643,x18641,x18642)+~P41(x18643,x18641,x18642)+~E(x18641,a1)+E(f349(x18641,x18642,x18643),x18641)
% 3.46/3.58  [1866]~P46(x18661,x18662,x18663)+P41(x18661,x18662,x18663)+~E(x18662,a1)+~E(f349(x18662,x18663,x18661),x18662)
% 3.46/3.58  [1867]~P37(x18672)+P23(f263(x18672,x18673,x18671),x18671)+~E(f263(x18672,x18673,x18671),x18673)+E(x18671,f333(x18672,x18673))
% 3.46/3.58  [1870]~P34(x18702)+~P23(x18703,f169(x18701,x18702))+P23(f171(x18701,x18702),x18701)+P23(f163(x18701,x18702,x18703),x18701)
% 3.46/3.58  [1871]~P34(x18712)+~P23(x18713,f169(x18711,x18712))+P23(f172(x18711,x18712),x18711)+P23(f163(x18711,x18712,x18713),x18711)
% 3.46/3.58  [1872]~P34(x18722)+~E(f170(x18721,x18722),f168(x18721,x18722))+~P23(x18723,f169(x18721,x18722))+P23(f163(x18721,x18722,x18723),x18721)
% 3.46/3.58  [1890]E(f271(x18902,x18903,x18901),x18903)+E(f271(x18902,x18903,x18901),x18902)+P23(f271(x18902,x18903,x18901),x18901)+E(x18901,f364(x18902,x18903))
% 3.46/3.58  [1939]~P37(x19392)+P23(f44(x19392,x19393,x19391),x19391)+P23(f66(x19392,x19393,x19391),x19393)+E(x19391,f350(x19392,x19393))
% 3.46/3.58  [1940]~P37(x19402)+P23(f88(x19402,x19403,x19401),x19401)+P23(f90(x19402,x19403,x19401),x19403)+E(x19401,f352(x19402,x19403))
% 3.46/3.58  [2051]P23(f276(x20512,x20513,x20511),x20511)+P23(f276(x20512,x20513,x20511),x20513)+P23(f276(x20512,x20513,x20511),x20512)+E(x20511,f357(x20512,x20513))
% 3.46/3.58  [2108]P23(f303(x21082,x21083,x21081),x21083)+~P23(f303(x21082,x21083,x21081),x21081)+~P23(f303(x21082,x21083,x21081),x21082)+E(x21081,f354(x21082,x21083))
% 3.46/3.58  [1516]~P21(x15161)+~P37(x15161)+~P23(x15163,x15162)+E(f3(f348(x15161,x15162),x15163),f3(x15161,x15163))
% 3.46/3.58  [1533]~P23(x15333,x15331)+P23(x15332,f70(x15331))+~E(x15332,f364(x15333,x15333))+E(f364(f73(x15331),f73(x15331)),f72(x15331))
% 3.46/3.58  [1534]~P23(x15343,x15341)+P23(x15342,f70(x15341))+~E(x15342,f364(x15343,x15343))+E(f364(f73(x15341),f73(x15341)),f71(x15341))
% 3.46/3.58  [1586]~P23(x15862,x15861)+~E(f204(x15861),f205(x15861))+E(f3(f202(x15861),x15862),f364(x15862,x15862))+~E(x15863,f364(f203(x15861),f203(x15861)))
% 3.46/3.58  [1602]~P23(x16022,x16021)+P23(f206(x16021),x16021)+E(f3(f202(x16021),x16022),f364(x16022,x16022))+~E(x16023,f364(f203(x16021),f203(x16021)))
% 3.46/3.58  [1642]~P23(x16422,x16421)+E(f364(f206(x16421),f206(x16421)),f205(x16421))+E(f3(f202(x16421),x16422),f364(x16422,x16422))+~E(x16423,f364(f203(x16421),f203(x16421)))
% 3.46/3.58  [1643]~P23(x16432,x16431)+E(f364(f206(x16431),f206(x16431)),f204(x16431))+E(f3(f202(x16431),x16432),f364(x16432,x16432))+~E(x16433,f364(f203(x16431),f203(x16431)))
% 3.46/3.58  [1659]~P37(x16592)+~P23(x16591,x16593)+~P23(x16591,f8(x16592))+P23(x16591,f8(f348(x16592,x16593)))
% 3.46/3.58  [1660]~P37(x16603)+~P23(x16601,x16602)+~P23(x16601,f345(x16603))+P23(x16601,f345(f355(x16602,x16603)))
% 3.46/3.58  [1759]~P21(x17591)+~P37(x17591)+E(f3(f348(x17591,x17592),x17593),f3(x17591,x17593))+~P23(x17593,f8(f348(x17591,x17592)))
% 3.46/3.58  [1786]~P37(x17862)+~P27(x17862,x17863)+~P23(x17861,x17863)+P23(f364(f364(x17861,x17861),f364(x17861,x17861)),x17862)
% 3.46/3.58  [1804]~P23(x18041,x18043)+~E(x18042,f364(x18041,x18041))+~E(f56(x18043),f57(x18043))+P23(f364(f364(x18041,x18042),f364(x18041,x18041)),f55(x18043))
% 3.46/3.58  [1828]~P23(x18282,x18281)+~E(x18283,f364(x18282,x18282))+P23(f59(x18281),x18281)+P23(f364(f364(x18282,x18283),f364(x18282,x18282)),f55(x18281))
% 3.46/3.58  [1858]~P23(x18582,x18581)+~E(x18583,f364(x18582,x18582))+E(f364(f59(x18581),f59(x18581)),f57(x18581))+P23(f364(f364(x18582,x18583),f364(x18582,x18582)),f55(x18581))
% 3.46/3.58  [1859]~P23(x18592,x18591)+~E(x18593,f364(x18592,x18592))+E(f364(f59(x18591),f59(x18591)),f56(x18591))+P23(f364(f364(x18592,x18593),f364(x18592,x18592)),f55(x18591))
% 3.46/3.58  [1886]P11(f326(x18862,x18863,x18861),f341(x18862))+E(x18861,f7(x18862,x18863))+~P11(x18861,f341(f341(x18862)))+~P11(x18863,f341(f341(x18862)))
% 3.46/3.58  [1906]~P21(x19062)+~P37(x19062)+E(x19061,f3(x19062,x19063))+~P23(f364(f364(x19063,x19061),f364(x19063,x19063)),x19062)
% 3.46/3.58  [1987]~P34(x19872)+~P23(x19873,f169(x19871,x19872))+E(f164(x19871,x19872),f168(x19871,x19872))+P23(f173(x19871,x19872,x19873),f357(x19872,f364(x19872,x19872)))
% 3.46/3.58  [1988]~P34(x19882)+~P23(x19883,f169(x19881,x19882))+E(f170(x19881,x19882),f164(x19881,x19882))+P23(f173(x19881,x19882,x19883),f357(x19882,f364(x19882,x19882)))
% 3.46/3.58  [1989]~P34(x19892)+~P23(x19893,f169(x19891,x19892))+E(f171(x19891,x19892),f168(x19891,x19892))+P23(f173(x19891,x19892,x19893),f357(x19892,f364(x19892,x19892)))
% 3.46/3.58  [1990]~P34(x19902)+~P23(x19903,f169(x19901,x19902))+E(f172(x19901,x19902),f170(x19901,x19902))+P23(f173(x19901,x19902,x19903),f357(x19902,f364(x19902,x19902)))
% 3.46/3.58  [1992]~P34(x19922)+~P23(x19923,f169(x19921,x19922))+P23(f173(x19921,x19922,x19923),f357(x19922,f364(x19922,x19922)))+P34(f171(x19921,x19922))
% 3.46/3.58  [1993]~P34(x19932)+~P23(x19933,f169(x19931,x19932))+P23(f173(x19931,x19932,x19933),f357(x19932,f364(x19932,x19932)))+P34(f172(x19931,x19932))
% 3.46/3.58  [2005]~P34(x20052)+~P23(x20053,f169(x20051,x20052))+P23(f171(x20051,x20052),x20051)+P23(f173(x20051,x20052,x20053),f357(x20052,f364(x20052,x20052)))
% 3.46/3.58  [2006]~P34(x20062)+~P23(x20063,f169(x20061,x20062))+P23(f172(x20061,x20062),x20061)+P23(f173(x20061,x20062,x20063),f357(x20062,f364(x20062,x20062)))
% 3.46/3.58  [2008]~P34(x20082)+~E(f170(x20081,x20082),f168(x20081,x20082))+~P23(x20083,f169(x20081,x20082))+P23(f173(x20081,x20082,x20083),f357(x20082,f364(x20082,x20082)))
% 3.46/3.58  [2091]~P37(x20912)+~P23(f307(x20912,x20911),x20911)+E(x20911,f345(x20912))+~P23(f364(f364(x20913,f307(x20912,x20911)),f364(x20913,x20913)),x20912)
% 3.46/3.58  [2149]~P37(x21492)+~P23(x21491,x21493)+~E(x21493,f8(x21492))+P23(f364(f364(x21491,f294(x21492,x21493,x21491)),f364(x21491,x21491)),x21492)
% 3.46/3.58  [2154]~P23(f292(x21542,x21543,x21541),x21541)+~P23(f292(x21542,x21543,x21541),x21543)+~P23(f292(x21542,x21543,x21541),x21542)+E(x21541,f354(x21542,f354(x21542,x21543)))
% 3.46/3.58  [2258]~P37(x22582)+~P23(f295(x22582,x22581),x22581)+E(x22581,f8(x22582))+~P23(f364(f364(f295(x22582,x22581),x22583),f364(f295(x22582,x22581),f295(x22582,x22581))),x22582)
% 3.46/3.58  [2394]~P37(x23941)+~P23(x23943,x23942)+~E(x23942,f345(x23941))+P23(f364(f364(f308(x23941,x23942,x23943),x23943),f364(f308(x23941,x23942,x23943),f308(x23941,x23942,x23943))),x23941)
% 3.46/3.58  [2400]~P37(x24002)+P23(f263(x24002,x24003,x24001),x24001)+E(x24001,f333(x24002,x24003))+P23(f364(f364(f263(x24002,x24003,x24001),x24003),f364(f263(x24002,x24003,x24001),f263(x24002,x24003,x24001))),x24002)
% 3.46/3.58  [2417]~P37(x24172)+P23(f44(x24172,x24173,x24171),x24171)+E(x24171,f350(x24172,x24173))+P23(f364(f364(f66(x24172,x24173,x24171),f44(x24172,x24173,x24171)),f364(f66(x24172,x24173,x24171),f66(x24172,x24173,x24171))),x24172)
% 3.46/3.58  [2418]~P37(x24182)+P23(f88(x24182,x24183,x24181),x24181)+E(x24181,f352(x24182,x24183))+P23(f364(f364(f88(x24182,x24183,x24181),f90(x24182,x24183,x24181)),f364(f88(x24182,x24183,x24181),f88(x24182,x24183,x24181))),x24182)
% 3.46/3.58  [2163]~P34(x21632)+P23(x21631,f341(x21632))+~P23(x21631,f186(x21632,x21633))+~P11(x21633,f341(f341(f357(x21632,f364(x21632,x21632)))))
% 3.46/3.58  [2210]~P34(x22101)+~P23(x22103,f186(x22101,x22102))+P23(f188(x22101,x22102,x22103),x22102)+~P11(x22102,f341(f341(f357(x22101,f364(x22101,x22101)))))
% 3.46/3.58  [2232]~P34(x22321)+~P23(x22323,f186(x22321,x22322))+E(f354(f188(x22321,x22322,x22323),f364(x22321,x22321)),x22323)+~P11(x22322,f341(f341(f357(x22321,f364(x22321,x22321)))))
% 3.46/3.58  [1299]~P23(x12991,x12994)+E(x12991,x12992)+E(x12991,x12993)+~E(x12994,f364(x12993,x12992))
% 3.46/3.58  [1340]~P37(x13404)+~P23(x13401,x13403)+~E(x13401,x13402)+~E(x13403,f333(x13404,x13402))
% 3.46/3.58  [1404]~P23(x14041,x14044)+P23(x14041,x14042)+~P23(x14044,x14043)+~E(x14042,f353(x14043))
% 3.46/3.58  [1436]~P23(x14361,x14364)+P23(x14361,x14362)+P23(x14361,x14363)+~E(x14362,f354(x14364,x14363))
% 3.46/3.58  [1437]~P23(x14371,x14374)+P23(x14371,x14372)+P23(x14371,x14373)+~E(x14374,f357(x14373,x14372))
% 3.46/3.58  [1884]P3(x18841)+~P37(x18844)+~P23(x18842,f175(x18841,x18844,x18843))+P23(x18842,f4(x18841,x18843))
% 3.46/3.58  [2123]~P37(x21231)+~P23(x21234,x21233)+~E(x21233,f350(x21231,x21232))+P23(f32(x21231,x21232,x21233,x21234),x21232)
% 3.46/3.58  [2124]~P37(x21241)+~P23(x21244,x21243)+~E(x21243,f352(x21241,x21242))+P23(f78(x21241,x21242,x21243,x21244),x21242)
% 3.46/3.58  [2191]P3(x21911)+~P37(x21912)+~P23(x21914,f175(x21911,x21912,x21913))+E(f176(x21911,x21912,x21913,x21914),f177(x21911,x21912,x21913,x21914))
% 3.46/3.58  [2198]~P37(x21982)+P3(x21981)+~P23(x21984,f175(x21981,x21982,x21983))+P23(f177(x21981,x21982,x21983,x21984),x21981)
% 3.46/3.58  [2351]~P37(x23512)+P3(x23511)+~P23(x23514,f175(x23511,x23512,x23513))+P23(f178(x23511,x23512,x23513,x23514),f176(x23511,x23512,x23513,x23514))
% 3.46/3.58  [1621]~P23(x16211,x16214)+~P23(x16211,x16213)+P23(x16211,x16212)+~E(x16212,f354(x16213,f354(x16213,x16214)))
% 3.46/3.58  [1794]~P37(x17943)+~P23(x17941,x17944)+~E(x17944,f333(x17943,x17942))+P23(f364(f364(x17941,x17942),f364(x17941,x17941)),x17943)
% 3.46/3.58  [1885]~P37(x18853)+E(x18851,x18852)+~E(x18853,f329(x18854))+~P23(f364(f364(x18851,x18852),f364(x18851,x18851)),x18853)
% 3.46/3.58  [1908]~P37(x19083)+P23(x19081,x19082)+~E(x19082,f345(x19083))+~P23(f364(f364(x19084,x19081),f364(x19084,x19084)),x19083)
% 3.46/3.58  [1909]~P37(x19093)+P23(x19091,x19092)+~E(x19092,f8(x19093))+~P23(f364(f364(x19091,x19094),f364(x19091,x19091)),x19093)
% 3.46/3.58  [1910]~P37(x19103)+P23(x19101,x19102)+~E(x19103,f329(x19102))+~P23(f364(f364(x19101,x19104),f364(x19101,x19101)),x19103)
% 3.46/3.58  [2082]~P37(x20824)+~P23(x20821,x20823)+~P23(f364(f364(x20821,x20822),f364(x20821,x20821)),x20824)+P23(f364(f364(x20821,x20822),f364(x20821,x20821)),f344(f329(x20823),x20824))
% 3.46/3.58  [2088]E(x20881,x20882)+~P21(x20883)+~P23(f364(f364(x20884,x20881),f364(x20884,x20884)),x20883)+~P23(f364(f364(x20884,x20882),f364(x20884,x20884)),x20883)
% 3.46/3.58  [2427]~P37(x24272)+~P23(x24271,x24274)+~E(x24274,f352(x24272,x24273))+P23(f364(f364(x24271,f78(x24272,x24273,x24274,x24271)),f364(x24271,x24271)),x24272)
% 3.46/3.58  [2428]~P23(x24281,x24283)+~P46(x24284,x24283,x24282)+~E(f349(x24283,x24282,x24284),x24283)+P23(f364(f364(x24281,f222(x24282,x24283,x24284,x24281)),f364(x24281,x24281)),x24284)
% 3.46/3.58  [2497]P3(x24971)+~P37(x24972)+~P23(x24974,f175(x24971,x24972,x24973))+E(f364(f364(f177(x24971,x24972,x24973,x24974),f178(x24971,x24972,x24973,x24974)),f364(f177(x24971,x24972,x24973,x24974),f177(x24971,x24972,x24973,x24974))),x24974)
% 3.46/3.58  [2535]~P37(x25351)+~P23(x25354,x25353)+~E(x25353,f350(x25351,x25352))+P23(f364(f364(f32(x25351,x25352,x25353,x25354),x25354),f364(f32(x25351,x25352,x25353,x25354),f32(x25351,x25352,x25353,x25354))),x25351)
% 3.46/3.58  [2538]~P23(x25384,x25382)+~P46(x25383,x25381,x25382)+~E(f356(x25381,x25382,x25383),x25382)+P23(f364(f364(f224(x25381,x25382,x25383,x25384),x25384),f364(f224(x25381,x25382,x25383,x25384),f224(x25381,x25382,x25383,x25384))),x25383)
% 3.46/3.58  [1837]E(x18371,x18372)+~E(x18371,f343(x18373))+~E(x18373,f364(f364(x18374,x18375),f364(x18374,x18374)))+~E(x18373,f364(f364(x18376,x18372),f364(x18376,x18376)))
% 3.46/3.58  [1838]E(x18381,x18382)+~E(x18381,f342(x18383))+~E(x18383,f364(f364(x18384,x18385),f364(x18384,x18384)))+~E(x18383,f364(f364(x18382,x18386),f364(x18382,x18382)))
% 3.46/3.58  [1283]~P34(x12831)+~P4(x12831)+~P23(a1,x12831)+E(x12831,a36)+P34(f289(x12831))
% 3.46/3.58  [1284]~P34(x12841)+~P4(x12841)+~P23(a1,x12841)+E(x12841,a36)+P4(f289(x12841))
% 3.46/3.58  [1332]~P34(x13321)+~P4(x13321)+~P23(a1,x13321)+E(x13321,a36)+P23(a1,f289(x13321))
% 3.46/3.58  [1406]~P34(x14061)+~P4(x14061)+~P23(a1,x14061)+~P45(x14061,f289(x14061))+E(x14061,a36)
% 3.46/3.58  [1275]P23(x12752,x12751)+P23(x12751,x12752)+~P34(x12752)+~P34(x12751)+E(x12751,x12752)
% 3.46/3.58  [1304]~P34(x13042)+~P4(x13042)+P45(x13041,x13042)+~E(x13041,a36)+~P23(a1,x13042)
% 3.46/3.58  [1339]~P21(x13392)+~P37(x13392)+P19(x13391)+~E(f345(x13392),x13391)+~P23(f8(x13392),a36)
% 3.46/3.58  [1341]~P23(x13411,a247)+~P23(x13412,a249)+~E(f251(x13411),x13411)+~E(f257(x13412),x13412)+P16(a5000)
% 3.46/3.58  [1343]~P21(x13432)+~P21(x13431)+~P37(x13432)+~P37(x13431)+P21(f344(x13431,x13432))
% 3.46/3.58  [1405]~P21(x14051)+~P37(x14051)+P23(f233(x14052,x14051),x14052)+~E(f8(x14051),x14052)+E(x14051,f329(x14052))
% 3.46/3.58  [1407]~P23(x14071,a247)+~P23(x14072,a249)+~E(f257(x14072),x14072)+P16(a5000)+P23(f251(x14071),a247)
% 3.46/3.58  [1408]~P23(x14082,a247)+~P23(x14081,a249)+~E(f251(x14082),x14082)+P16(a5000)+P23(f257(x14081),a249)
% 3.46/3.58  [1420]~P23(x14201,a247)+~P23(x14202,a249)+P45(x14201,f251(x14201))+~E(f257(x14202),x14202)+P16(a5000)
% 3.46/3.58  [1421]~P23(x14212,a247)+~P23(x14211,a249)+P45(x14211,f257(x14211))+~E(f251(x14212),x14212)+P16(a5000)
% 3.46/3.58  [1454]~P23(x14541,a247)+~P23(x14542,a249)+P16(a5000)+P23(f251(x14541),a247)+P23(f257(x14542),a249)
% 3.46/3.58  [1459]~P23(x14591,a247)+~P23(x14592,a249)+P45(x14591,f251(x14591))+P16(a5000)+P23(f257(x14592),a249)
% 3.46/3.58  [1460]~P23(x14602,a247)+~P23(x14601,a249)+P45(x14601,f257(x14601))+P16(a5000)+P23(f251(x14602),a247)
% 3.46/3.58  [1466]~P23(x14661,a247)+~P23(x14662,a249)+P45(x14661,f251(x14661))+P45(x14662,f257(x14662))+P16(a5000)
% 3.46/3.58  [1503]~P37(x15032)+~P58(x15032)+~P45(x15031,f347(x15032))+P23(f270(x15032,x15031),x15031)+E(x15031,a1)
% 3.46/3.58  [1555]~P21(x15552)+~P37(x15552)+P23(f301(x15552,x15551),x15551)+P23(f305(x15552,x15551),f8(x15552))+E(x15551,f345(x15552))
% 3.46/3.58  [1571]P3(x15711)+~P37(x15712)+P23(f199(x15711,x15712),x15711)+E(f191(x15711,x15712),f196(x15711,x15712))+P21(f207(x15711,x15712))
% 3.46/3.58  [1572]P3(x15721)+~P37(x15722)+P23(f199(x15721,x15722),x15721)+E(f191(x15721,x15722),f196(x15721,x15722))+P37(f207(x15721,x15722))
% 3.46/3.58  [1573]P3(x15731)+~P37(x15732)+P23(f199(x15731,x15732),x15731)+E(f200(x15731,x15732),f191(x15731,x15732))+P21(f207(x15731,x15732))
% 3.46/3.58  [1574]P3(x15741)+~P37(x15742)+P23(f199(x15741,x15742),x15741)+E(f200(x15741,x15742),f191(x15741,x15742))+P37(f207(x15741,x15742))
% 3.46/3.58  [1607]~P37(x16072)+P3(x16071)+P23(f191(x16071,x16072),x16071)+P23(f199(x16071,x16072),x16071)+P21(f207(x16071,x16072))
% 3.46/3.58  [1608]~P37(x16082)+P3(x16081)+P23(f191(x16081,x16082),x16081)+P23(f199(x16081,x16082),x16081)+P37(f207(x16081,x16082))
% 3.46/3.58  [1628]~P37(x16282)+P3(x16281)+P23(f199(x16281,x16282),x16281)+~E(f197(x16281,x16282),f198(x16281,x16282))+P21(f207(x16281,x16282))
% 3.46/3.58  [1629]~P37(x16292)+P3(x16291)+P23(f199(x16291,x16292),x16291)+~E(f197(x16291,x16292),f198(x16291,x16292))+P37(f207(x16291,x16292))
% 3.46/3.58  [1694]~P37(x16942)+P3(x16941)+P23(f199(x16941,x16942),x16941)+P23(f198(x16941,x16942),f196(x16941,x16942))+P21(f207(x16941,x16942))
% 3.46/3.58  [1695]~P37(x16952)+P3(x16951)+P23(f199(x16951,x16952),x16951)+P23(f197(x16951,x16952),f200(x16951,x16952))+P21(f207(x16951,x16952))
% 3.46/3.58  [1696]~P37(x16962)+P3(x16961)+P23(f199(x16961,x16962),x16961)+P23(f198(x16961,x16962),f196(x16961,x16962))+P37(f207(x16961,x16962))
% 3.46/3.58  [1697]~P37(x16972)+P3(x16971)+P23(f199(x16971,x16972),x16971)+P23(f197(x16971,x16972),f200(x16971,x16972))+P37(f207(x16971,x16972))
% 3.46/3.58  [1578]P3(x15781)+~P37(x15782)+E(f191(x15781,x15782),f196(x15781,x15782))+P23(f199(x15781,x15782),x15781)+E(f8(f207(x15781,x15782)),x15781)
% 3.46/3.58  [1579]P3(x15791)+~P37(x15792)+E(f200(x15791,x15792),f191(x15791,x15792))+P23(f199(x15791,x15792),x15791)+E(f8(f207(x15791,x15792)),x15791)
% 3.46/3.58  [1584]~P21(x15841)+~P37(x15841)+~E(f8(x15841),x15842)+E(x15841,f329(x15842))+~E(f3(x15841,f233(x15842,x15841)),f233(x15842,x15841))
% 3.46/3.58  [1587]~P21(x15872)+~P37(x15872)+P23(f301(x15872,x15871),x15871)+E(x15871,f345(x15872))+E(f3(x15872,f305(x15872,x15871)),f301(x15872,x15871))
% 3.46/3.58  [1614]P3(x16141)+~P37(x16142)+P23(f191(x16141,x16142),x16141)+P23(f199(x16141,x16142),x16141)+E(f8(f207(x16141,x16142)),x16141)
% 3.46/3.58  [1632]P3(x16321)+~P37(x16322)+P23(f199(x16321,x16322),x16321)+~E(f197(x16321,x16322),f198(x16321,x16322))+E(f8(f207(x16321,x16322)),x16321)
% 3.46/3.58  [1665]~P34(x16651)+~P34(x16652)+~P4(x16652)+~P23(x16651,x16652)+P23(f357(x16651,f364(x16651,x16651)),x16652)
% 3.46/3.58  [1670]~P37(x16702)+~P58(x16702)+~P45(x16701,f347(x16702))+E(x16701,a1)+P12(f333(x16702,f270(x16702,x16701)),x16701)
% 3.46/3.58  [1701]P3(x17011)+~P37(x17012)+P23(f199(x17011,x17012),x17011)+P23(f198(x17011,x17012),f196(x17011,x17012))+E(f8(f207(x17011,x17012)),x17011)
% 3.46/3.58  [1702]P3(x17021)+~P37(x17022)+P23(f199(x17021,x17022),x17021)+P23(f197(x17021,x17022),f200(x17021,x17022))+E(f8(f207(x17021,x17022)),x17021)
% 3.46/3.58  [1558]~P21(x15581)+~P37(x15581)+~P35(x15581)+~P23(x15582,f345(x15581))+E(f3(x15581,f3(f332(x15581),x15582)),x15582)
% 3.46/3.58  [1559]~P21(x15591)+~P37(x15591)+~P35(x15591)+~P23(x15592,f345(x15591))+E(f3(f344(f332(x15591),x15591),x15592),x15592)
% 3.46/3.58  [2173]~P37(x21731)+P45(f258(x21732,x21731),f265(x21732,x21731))+~E(f347(x21731),x21732)+E(x21731,f335(x21732))+P23(f364(f364(f258(x21732,x21731),f265(x21732,x21731)),f364(f258(x21732,x21731),f258(x21732,x21731))),x21731)
% 3.46/3.58  [2320]~P37(x23201)+~E(f127(x23202,x23201),f235(x23202,x23201))+~P23(f127(x23202,x23201),x23202)+E(x23201,f329(x23202))+~P23(f364(f364(f127(x23202,x23201),f235(x23202,x23201)),f364(f127(x23202,x23201),f127(x23202,x23201))),x23201)
% 3.46/3.58  [2321]~P37(x23211)+~E(f347(x23211),x23212)+~P45(f258(x23212,x23211),f265(x23212,x23211))+E(x23211,f335(x23212))+~P23(f364(f364(f258(x23212,x23211),f265(x23212,x23211)),f364(f258(x23212,x23211),f258(x23212,x23211))),x23211)
% 3.46/3.58  [2345]~P37(x23452)+~P37(x23451)+E(x23451,x23452)+P23(f364(f364(f272(x23451,x23452),f274(x23451,x23452)),f364(f272(x23451,x23452),f272(x23451,x23452))),x23452)+P23(f364(f364(f272(x23451,x23452),f274(x23451,x23452)),f364(f272(x23451,x23452),f272(x23451,x23452))),x23451)
% 3.46/3.58  [2346]~P37(x23461)+~P37(x23462)+E(x23461,f346(x23462))+P23(f364(f364(f312(x23462,x23461),f313(x23462,x23461)),f364(f312(x23462,x23461),f312(x23462,x23461))),x23461)+P23(f364(f364(f313(x23462,x23461),f312(x23462,x23461)),f364(f313(x23462,x23461),f313(x23462,x23461))),x23462)
% 3.46/3.58  [2407]~P37(x24072)+~P37(x24071)+E(x24071,x24072)+~P23(f364(f364(f272(x24071,x24072),f274(x24071,x24072)),f364(f272(x24071,x24072),f272(x24071,x24072))),x24072)+~P23(f364(f364(f272(x24071,x24072),f274(x24071,x24072)),f364(f272(x24071,x24072),f272(x24071,x24072))),x24071)
% 3.46/3.58  [2408]~P37(x24081)+~P37(x24082)+E(x24081,f346(x24082))+~P23(f364(f364(f312(x24082,x24081),f313(x24082,x24081)),f364(f312(x24082,x24081),f312(x24082,x24081))),x24081)+~P23(f364(f364(f313(x24082,x24081),f312(x24082,x24081)),f364(f313(x24082,x24081),f313(x24082,x24081))),x24082)
% 3.46/3.58  [1689]~P46(x16892,x16891,x16893)+P41(x16892,x16891,x16893)+~E(x16893,a1)+~E(x16892,a1)+E(x16891,a1)
% 3.46/3.58  [1757]~P46(x17572,x17571,x17573)+~P41(x17572,x17571,x17573)+E(x17571,a1)+E(x17572,a1)+~E(x17573,a1)
% 3.46/3.58  [1312]~P21(x13122)+~P37(x13122)+P23(x13123,f8(x13122))+~E(x13121,a1)+E(x13121,f3(x13122,x13123))
% 3.46/3.58  [1330]~P34(x13301)+~P23(x13303,x13302)+~E(x13303,x13301)+E(a149,a153)+P23(x13301,f154(x13302))
% 3.46/3.58  [1331]~P34(x13311)+~P23(x13313,x13312)+~E(x13313,x13311)+E(a155,a149)+P23(x13311,f154(x13312))
% 3.46/3.58  [1333]~P34(x13331)+~P23(x13333,x13332)+~E(x13333,x13331)+~E(a155,a153)+P23(x13331,f154(x13332))
% 3.46/3.58  [1337]~P34(x13371)+~P23(x13373,x13372)+~E(x13373,x13371)+P23(x13371,f154(x13372))+P34(a153)
% 3.46/3.58  [1338]~P34(x13381)+~P23(x13383,x13382)+~E(x13383,x13381)+P23(x13381,f154(x13382))+P34(a155)
% 3.46/3.58  [1350]~P21(x13503)+~P37(x13503)+~E(x13501,f3(x13503,x13502))+E(x13501,a1)+P23(x13502,f8(x13503))
% 3.46/3.58  [1352]~P21(x13521)+~P37(x13521)+~P23(x13522,x13523)+E(f3(x13521,x13522),x13522)+~E(x13521,f329(x13523))
% 3.46/3.58  [1458]~P34(x14582)+~P23(x14583,x14581)+~P23(x14582,x14581)+~P34(x14583)+P39(f69(x14581),x14582)
% 3.46/3.58  [1569]~P23(x15693,x15691)+P23(f234(x15691,x15692),x15692)+E(x15691,a1)+E(x15692,f358(x15691))+P23(f234(x15691,x15692),x15693)
% 3.46/3.58  [1576]~P11(x15762,x15761)+P23(x15762,x15763)+P23(x15762,f361(x15761,x15763))+~P11(x15763,f341(x15761))+E(x15761,a1)
% 3.46/3.58  [1748]~P21(x17481)+~P37(x17481)+~P23(x17483,x17482)+~E(x17482,f345(x17481))+P23(f302(x17481,x17482,x17483),f8(x17481))
% 3.46/3.58  [1755]~P37(x17552)+~P45(x17551,x17553)+~P28(x17552,x17553)+P23(f288(x17552,x17553,x17551),x17551)+E(x17551,a1)
% 3.46/3.58  [1795]~P22(x17951)+P15(x17951)+~P11(x17953,f359(x17951))+~P11(x17952,f359(x17951))+P11(f338(x17951,x17952,x17953),f359(x17951))
% 3.46/3.58  [1796]~P30(x17961)+P15(x17961)+~P11(x17963,f359(x17961))+~P11(x17962,f359(x17961))+P11(f340(x17961,x17962,x17963),f359(x17961))
% 3.46/3.58  [1815]P3(x18151)+~P37(x18152)+~P23(x18153,f86(x18151,x18152))+E(f81(x18151,x18152),f82(x18151,x18152))+E(f85(x18151,x18152,x18153),f89(x18151,x18152,x18153))
% 3.46/3.58  [1816]P3(x18161)+~P37(x18162)+~P23(x18163,f86(x18161,x18162))+E(f87(x18161,x18162),f81(x18161,x18162))+E(f85(x18161,x18162,x18163),f89(x18161,x18162,x18163))
% 3.46/3.58  [1850]P3(x18501)+~P37(x18502)+~P23(x18503,f86(x18501,x18502))+E(f81(x18501,x18502),f82(x18501,x18502))+P23(x18503,f89(x18501,x18502,x18503))
% 3.46/3.58  [1851]P3(x18511)+~P37(x18512)+~P23(x18513,f86(x18511,x18512))+E(f87(x18511,x18512),f81(x18511,x18512))+P23(x18513,f89(x18511,x18512,x18513))
% 3.46/3.58  [1852]P3(x18521)+~P37(x18522)+~P23(x18523,f86(x18521,x18522))+E(f81(x18521,x18522),f82(x18521,x18522))+P23(f85(x18521,x18522,x18523),x18521)
% 3.46/3.58  [1853]P3(x18531)+~P37(x18532)+~P23(x18533,f86(x18531,x18532))+E(f87(x18531,x18532),f81(x18531,x18532))+P23(f85(x18531,x18532,x18533),x18531)
% 3.46/3.58  [1855]P3(x18551)+~P37(x18552)+P23(f81(x18551,x18552),x18551)+~P23(x18553,f86(x18551,x18552))+E(f85(x18551,x18552,x18553),f89(x18551,x18552,x18553))
% 3.46/3.58  [1861]P3(x18611)+~P37(x18612)+~E(f83(x18611,x18612),f84(x18611,x18612))+~P23(x18613,f86(x18611,x18612))+E(f85(x18611,x18612,x18613),f89(x18611,x18612,x18613))
% 3.46/3.58  [1874]~P37(x18742)+P3(x18741)+~P23(x18743,f86(x18741,x18742))+P23(f81(x18741,x18742),x18741)+P23(x18743,f89(x18741,x18742,x18743))
% 3.46/3.58  [1876]~P37(x18762)+P3(x18761)+~P23(x18763,f86(x18761,x18762))+P23(f81(x18761,x18762),x18761)+P23(f85(x18761,x18762,x18763),x18761)
% 3.46/3.58  [1880]~P37(x18803)+P3(x18801)+~E(f83(x18801,x18803),f84(x18801,x18803))+~P23(x18802,f86(x18801,x18803))+P23(x18802,f89(x18801,x18803,x18802))
% 3.46/3.58  [1881]~P37(x18812)+P3(x18811)+~E(f83(x18811,x18812),f84(x18811,x18812))+~P23(x18813,f86(x18811,x18812))+P23(f85(x18811,x18812,x18813),x18811)
% 3.46/3.58  [1893]P3(x18931)+~P37(x18932)+P23(f84(x18931,x18932),f82(x18931,x18932))+~P23(x18933,f86(x18931,x18932))+E(f85(x18931,x18932,x18933),f89(x18931,x18932,x18933))
% 3.46/3.58  [1894]P3(x18941)+~P37(x18942)+P23(f83(x18941,x18942),f87(x18941,x18942))+~P23(x18943,f86(x18941,x18942))+E(f85(x18941,x18942,x18943),f89(x18941,x18942,x18943))
% 3.46/3.58  [1930]~P37(x19303)+P3(x19301)+P23(f84(x19301,x19303),f82(x19301,x19303))+~P23(x19302,f86(x19301,x19303))+P23(x19302,f89(x19301,x19303,x19302))
% 3.46/3.58  [1931]~P37(x19313)+P3(x19311)+P23(f83(x19311,x19313),f87(x19311,x19313))+~P23(x19312,f86(x19311,x19313))+P23(x19312,f89(x19311,x19313,x19312))
% 3.46/3.58  [1932]~P37(x19322)+P3(x19321)+P23(f84(x19321,x19322),f82(x19321,x19322))+~P23(x19323,f86(x19321,x19322))+P23(f85(x19321,x19322,x19323),x19321)
% 3.46/3.58  [1933]~P37(x19332)+P3(x19331)+P23(f83(x19331,x19332),f87(x19331,x19332))+~P23(x19333,f86(x19331,x19332))+P23(f85(x19331,x19332,x19333),x19331)
% 3.46/3.58  [1953]~P21(x19532)+~P37(x19532)+P23(f304(x19532,x19533,x19531),x19531)+P23(f311(x19532,x19533,x19531),x19533)+E(x19531,f350(x19532,x19533))
% 3.46/3.58  [1958]~P21(x19582)+~P37(x19582)+P23(f304(x19582,x19583,x19581),x19581)+P23(f311(x19582,x19583,x19581),f8(x19582))+E(x19581,f350(x19582,x19583))
% 3.46/3.58  [1959]~P21(x19592)+~P37(x19592)+P23(f22(x19592,x19593,x19591),x19591)+P23(f22(x19592,x19593,x19591),f8(x19592))+E(x19591,f352(x19592,x19593))
% 3.46/3.58  [1742]~P21(x17421)+~P37(x17421)+~P23(x17423,x17422)+~E(x17422,f345(x17421))+E(f3(x17421,f302(x17421,x17422,x17423)),x17423)
% 3.46/3.58  [1821]~P21(x18213)+~P37(x18213)+~E(x18212,f3(x18213,x18211))+~P23(x18211,f8(x18213))+P23(f364(f364(x18211,x18212),f364(x18211,x18211)),x18213)
% 3.46/3.58  [2004]~P37(x20042)+~P45(x20041,x20043)+~P28(x20042,x20043)+E(x20041,a1)+P12(f333(x20042,f288(x20042,x20043,x20041)),x20041)
% 3.46/3.58  [2021]~P21(x20212)+~P37(x20212)+P23(f304(x20212,x20213,x20211),x20211)+E(x20211,f350(x20212,x20213))+E(f3(x20212,f311(x20212,x20213,x20211)),f304(x20212,x20213,x20211))
% 3.46/3.58  [2066]~P21(x20662)+~P37(x20662)+P23(f22(x20662,x20663,x20661),x20661)+E(x20661,f352(x20662,x20663))+P23(f3(x20662,f22(x20662,x20663,x20661)),x20663)
% 3.46/3.58  [2093]~P5(x20933)+E(x20931,x20932)+~P37(x20933)+~P23(f364(f364(x20932,x20931),f364(x20932,x20932)),x20933)+~P23(f364(f364(x20931,x20932),f364(x20931,x20931)),x20933)
% 3.46/3.58  [2103]P23(f326(x21032,x21033,x21031),x21031)+E(x21031,f7(x21032,x21033))+P23(f361(x21032,f326(x21032,x21033,x21031)),x21033)+~P11(x21031,f341(f341(x21032)))+~P11(x21033,f341(f341(x21032)))
% 3.46/3.58  [2196]~P23(f326(x21962,x21963,x21961),x21961)+E(x21961,f7(x21962,x21963))+~P11(x21961,f341(f341(x21962)))+~P11(x21963,f341(f341(x21962)))+~P23(f361(x21962,f326(x21962,x21963,x21961)),x21963)
% 3.46/3.58  [2536]P15(x25361)+~P22(x25361)+~P11(x25363,f359(x25361))+~P11(x25362,f359(x25361))+E(f5(f359(x25361),f359(x25361),f359(x25361),f360(x25361),x25362,x25363),f338(x25361,x25362,x25363))
% 3.46/3.58  [2537]P15(x25371)+~P30(x25371)+~P11(x25373,f359(x25371))+~P11(x25372,f359(x25371))+E(f5(f359(x25371),f359(x25371),f359(x25371),f363(x25371),x25372,x25373),f340(x25371,x25372,x25373))
% 3.46/3.58  [2119]~P37(x21192)+P3(x21191)+~P23(x21193,f61(x21191,x21192))+P21(f64(x21191,x21192))+P23(f364(f364(f63(x21191,x21192),x21193),f364(f63(x21191,x21192),f63(x21191,x21192))),x21192)
% 3.46/3.58  [2120]~P37(x21202)+P3(x21201)+~P23(x21203,f65(x21201,x21202))+P21(f64(x21201,x21202))+P23(f364(f364(f62(x21201,x21202),x21203),f364(f62(x21201,x21202),f62(x21201,x21202))),x21202)
% 3.46/3.58  [2121]~P37(x21212)+P3(x21211)+~P23(x21213,f61(x21211,x21212))+P37(f64(x21211,x21212))+P23(f364(f364(f63(x21211,x21212),x21213),f364(f63(x21211,x21212),f63(x21211,x21212))),x21212)
% 3.46/3.58  [2122]~P37(x21222)+P3(x21221)+~P23(x21223,f65(x21221,x21222))+P37(f64(x21221,x21222))+P23(f364(f364(f62(x21221,x21222),x21223),f364(f62(x21221,x21222),f62(x21221,x21222))),x21222)
% 3.46/3.58  [2419]~P37(x24191)+~P37(x24192)+P23(f273(x24192,x24193,x24191),x24193)+E(x24191,f348(x24192,x24193))+P23(f364(f364(f273(x24192,x24193,x24191),f281(x24192,x24193,x24191)),f364(f273(x24192,x24193,x24191),f273(x24192,x24193,x24191))),x24191)
% 3.46/3.58  [2420]~P37(x24201)+~P37(x24203)+P23(f334(x24202,x24203,x24201),x24202)+E(x24201,f355(x24202,x24203))+P23(f364(f364(f319(x24202,x24203,x24201),f334(x24202,x24203,x24201)),f364(f319(x24202,x24203,x24201),f319(x24202,x24203,x24201))),x24201)
% 3.46/3.58  [2433]~P37(x24332)+E(f263(x24332,x24333,x24331),x24333)+~P23(f263(x24332,x24333,x24331),x24331)+E(x24331,f333(x24332,x24333))+~P23(f364(f364(f263(x24332,x24333,x24331),x24333),f364(f263(x24332,x24333,x24331),f263(x24332,x24333,x24331))),x24332)
% 3.46/3.58  [2482]~P37(x24821)+~P37(x24822)+E(x24821,f348(x24822,x24823))+P23(f364(f364(f273(x24822,x24823,x24821),f281(x24822,x24823,x24821)),f364(f273(x24822,x24823,x24821),f273(x24822,x24823,x24821))),x24821)+P23(f364(f364(f273(x24822,x24823,x24821),f281(x24822,x24823,x24821)),f364(f273(x24822,x24823,x24821),f273(x24822,x24823,x24821))),x24822)
% 3.46/3.58  [2483]~P37(x24831)+~P37(x24833)+E(x24831,f355(x24832,x24833))+P23(f364(f364(f319(x24832,x24833,x24831),f334(x24832,x24833,x24831)),f364(f319(x24832,x24833,x24831),f319(x24832,x24833,x24831))),x24831)+P23(f364(f364(f319(x24832,x24833,x24831),f334(x24832,x24833,x24831)),f364(f319(x24832,x24833,x24831),f319(x24832,x24833,x24831))),x24833)
% 3.46/3.58  [2188]~P34(x21881)+E(f130(x21881,x21882),f132(x21881,x21882))+~P23(x21883,f133(x21881,x21882))+E(f138(x21881,x21882,x21883),x21883)+~P11(x21882,f341(f341(f357(x21881,f364(x21881,x21881)))))
% 3.46/3.58  [2189]~P34(x21891)+E(f134(x21891,x21892),f130(x21891,x21892))+~P23(x21893,f133(x21891,x21892))+E(f138(x21891,x21892,x21893),x21893)+~P11(x21892,f341(f341(f357(x21891,f364(x21891,x21891)))))
% 3.46/3.58  [2194]~P34(x21941)+P23(f135(x21941,x21942),x21942)+~P23(x21943,f133(x21941,x21942))+E(f138(x21941,x21942,x21943),x21943)+~P11(x21942,f341(f341(f357(x21941,f364(x21941,x21941)))))
% 3.46/3.58  [2195]~P34(x21951)+P23(f136(x21951,x21952),x21952)+~P23(x21953,f133(x21951,x21952))+E(f138(x21951,x21952,x21953),x21953)+~P11(x21952,f341(f341(f357(x21951,f364(x21951,x21951)))))
% 3.46/3.58  [2201]~P34(x22011)+~E(f134(x22011,x22012),f132(x22011,x22012))+~P23(x22013,f133(x22011,x22012))+E(f138(x22011,x22012,x22013),x22013)+~P11(x22012,f341(f341(f357(x22011,f364(x22011,x22011)))))
% 3.46/3.58  [2222]~P34(x22221)+~P23(x22223,f133(x22221,x22222))+E(f138(x22221,x22222,x22223),x22223)+E(f354(f135(x22221,x22222),f364(x22221,x22221)),f132(x22221,x22222))+~P11(x22222,f341(f341(f357(x22221,f364(x22221,x22221)))))
% 3.46/3.58  [2223]~P34(x22231)+~P23(x22233,f133(x22231,x22232))+E(f138(x22231,x22232,x22233),x22233)+E(f354(f136(x22231,x22232),f364(x22231,x22231)),f134(x22231,x22232))+~P11(x22232,f341(f341(f357(x22231,f364(x22231,x22231)))))
% 3.46/3.58  [2233]~P34(x22331)+~P23(x22333,f133(x22331,x22332))+E(f130(x22331,x22332),f132(x22331,x22332))+P23(f139(x22331,x22332,x22333),x22332)+~P11(x22332,f341(f341(f357(x22331,f364(x22331,x22331)))))
% 3.46/3.58  [2234]~P34(x22341)+~P23(x22343,f133(x22341,x22342))+E(f134(x22341,x22342),f130(x22341,x22342))+P23(f139(x22341,x22342,x22343),x22342)+~P11(x22342,f341(f341(f357(x22341,f364(x22341,x22341)))))
% 3.46/3.58  [2242]~P34(x22421)+~P23(x22423,f133(x22421,x22422))+E(f130(x22421,x22422),f132(x22421,x22422))+P23(f138(x22421,x22422,x22423),f341(x22421))+~P11(x22422,f341(f341(f357(x22421,f364(x22421,x22421)))))
% 3.46/3.58  [2243]~P34(x22431)+~P23(x22433,f133(x22431,x22432))+E(f134(x22431,x22432),f130(x22431,x22432))+P23(f138(x22431,x22432,x22433),f341(x22431))+~P11(x22432,f341(f341(f357(x22431,f364(x22431,x22431)))))
% 3.46/3.58  [2244]~P34(x22441)+~P23(x22443,f133(x22441,x22442))+P23(f135(x22441,x22442),x22442)+P23(f139(x22441,x22442,x22443),x22442)+~P11(x22442,f341(f341(f357(x22441,f364(x22441,x22441)))))
% 3.46/3.58  [2245]~P34(x22451)+~P23(x22453,f133(x22451,x22452))+P23(f136(x22451,x22452),x22452)+P23(f139(x22451,x22452,x22453),x22452)+~P11(x22452,f341(f341(f357(x22451,f364(x22451,x22451)))))
% 3.46/3.58  [2250]~P34(x22501)+~E(f134(x22501,x22502),f132(x22501,x22502))+~P23(x22503,f133(x22501,x22502))+P23(f139(x22501,x22502,x22503),x22502)+~P11(x22502,f341(f341(f357(x22501,f364(x22501,x22501)))))
% 3.46/3.58  [2251]~P34(x22511)+~P23(x22513,f133(x22511,x22512))+P23(f135(x22511,x22512),x22512)+P23(f138(x22511,x22512,x22513),f341(x22511))+~P11(x22512,f341(f341(f357(x22511,f364(x22511,x22511)))))
% 3.46/3.58  [2252]~P34(x22521)+~P23(x22523,f133(x22521,x22522))+P23(f136(x22521,x22522),x22522)+P23(f138(x22521,x22522,x22523),f341(x22521))+~P11(x22522,f341(f341(f357(x22521,f364(x22521,x22521)))))
% 3.46/3.58  [2255]~P34(x22551)+~E(f134(x22551,x22552),f132(x22551,x22552))+~P23(x22553,f133(x22551,x22552))+P23(f138(x22551,x22552,x22553),f341(x22551))+~P11(x22552,f341(f341(f357(x22551,f364(x22551,x22551)))))
% 3.46/3.58  [2256]~P34(x22561)+~P23(x22563,f133(x22561,x22562))+E(f130(x22561,x22562),f132(x22561,x22562))+E(f354(f139(x22561,x22562,x22563),f364(x22561,x22561)),x22563)+~P11(x22562,f341(f341(f357(x22561,f364(x22561,x22561)))))
% 3.46/3.58  [2257]~P34(x22571)+~P23(x22573,f133(x22571,x22572))+E(f134(x22571,x22572),f130(x22571,x22572))+E(f354(f139(x22571,x22572,x22573),f364(x22571,x22571)),x22573)+~P11(x22572,f341(f341(f357(x22571,f364(x22571,x22571)))))
% 3.46/3.58  [2263]~P34(x22631)+P23(f135(x22631,x22632),x22632)+~P23(x22633,f133(x22631,x22632))+E(f354(f139(x22631,x22632,x22633),f364(x22631,x22631)),x22633)+~P11(x22632,f341(f341(f357(x22631,f364(x22631,x22631)))))
% 3.46/3.58  [2264]~P34(x22641)+P23(f136(x22641,x22642),x22642)+~P23(x22643,f133(x22641,x22642))+E(f354(f139(x22641,x22642,x22643),f364(x22641,x22641)),x22643)+~P11(x22642,f341(f341(f357(x22641,f364(x22641,x22641)))))
% 3.46/3.58  [2267]~P34(x22671)+~E(f134(x22671,x22672),f132(x22671,x22672))+~P23(x22673,f133(x22671,x22672))+E(f354(f139(x22671,x22672,x22673),f364(x22671,x22671)),x22673)+~P11(x22672,f341(f341(f357(x22671,f364(x22671,x22671)))))
% 3.46/3.58  [2270]~P34(x22701)+~P23(x22703,f133(x22701,x22702))+P23(f139(x22701,x22702,x22703),x22702)+E(f354(f135(x22701,x22702),f364(x22701,x22701)),f132(x22701,x22702))+~P11(x22702,f341(f341(f357(x22701,f364(x22701,x22701)))))
% 3.46/3.58  [2271]~P34(x22711)+~P23(x22713,f133(x22711,x22712))+P23(f139(x22711,x22712,x22713),x22712)+E(f354(f136(x22711,x22712),f364(x22711,x22711)),f134(x22711,x22712))+~P11(x22712,f341(f341(f357(x22711,f364(x22711,x22711)))))
% 3.46/3.58  [2276]~P34(x22761)+~P23(x22763,f133(x22761,x22762))+P23(f138(x22761,x22762,x22763),f341(x22761))+E(f354(f135(x22761,x22762),f364(x22761,x22761)),f132(x22761,x22762))+~P11(x22762,f341(f341(f357(x22761,f364(x22761,x22761)))))
% 3.46/3.58  [2277]~P34(x22771)+~P23(x22773,f133(x22771,x22772))+P23(f138(x22771,x22772,x22773),f341(x22771))+E(f354(f136(x22771,x22772),f364(x22771,x22771)),f134(x22771,x22772))+~P11(x22772,f341(f341(f357(x22771,f364(x22771,x22771)))))
% 3.46/3.58  [2284]~P34(x22841)+~P23(x22843,f133(x22841,x22842))+E(f354(f135(x22841,x22842),f364(x22841,x22841)),f132(x22841,x22842))+E(f354(f139(x22841,x22842,x22843),f364(x22841,x22841)),x22843)+~P11(x22842,f341(f341(f357(x22841,f364(x22841,x22841)))))
% 3.46/3.58  [2285]~P34(x22851)+~P23(x22853,f133(x22851,x22852))+E(f354(f136(x22851,x22852),f364(x22851,x22851)),f134(x22851,x22852))+E(f354(f139(x22851,x22852,x22853),f364(x22851,x22851)),x22853)+~P11(x22852,f341(f341(f357(x22851,f364(x22851,x22851)))))
% 3.46/3.58  [1414]~P23(x14143,x14141)+~P23(x14142,x14144)+P23(x14142,x14143)+E(x14141,a1)+~E(x14144,f358(x14141))
% 3.46/3.58  [1461]~P21(x14612)+~P37(x14612)+~P23(x14611,x14613)+P23(x14611,f8(x14612))+~E(x14613,f352(x14612,x14614))
% 3.46/3.58  [1541]~P21(x15411)+~P37(x15411)+~P23(x15412,x15414)+P23(f3(x15411,x15412),x15413)+~E(x15414,f352(x15411,x15413))
% 3.46/3.58  [1895]~P37(x18953)+~P21(x18953)+~P37(x18954)+~P23(x18951,f183(x18952,x18954,x18953))+P23(x18951,f4(x18952,x18952))
% 3.46/3.58  [2097]P3(x20971)+~P37(x20972)+E(f91(x20971,x20972),f93(x20971,x20972))+~P23(x20974,f99(x20971,x20972,x20973))+E(f98(x20971,x20972,x20973,x20974),x20974)
% 3.46/3.58  [2098]P3(x20981)+~P37(x20982)+E(f94(x20981,x20982),f91(x20981,x20982))+~P23(x20984,f99(x20981,x20982,x20983))+E(f98(x20981,x20982,x20983,x20984),x20984)
% 3.46/3.58  [2099]P3(x20991)+~P37(x20992)+E(f95(x20991,x20992),f96(x20991,x20992))+~P23(x20994,f99(x20991,x20992,x20993))+E(f98(x20991,x20992,x20993,x20994),x20994)
% 3.46/3.58  [2100]P3(x21001)+~P37(x21002)+E(f100(x21001,x21002),f101(x21001,x21002))+~P23(x21004,f99(x21001,x21002,x21003))+E(f98(x21001,x21002,x21003,x21004),x21004)
% 3.46/3.58  [2101]P3(x21011)+~P37(x21012)+P23(f95(x21011,x21012),x21011)+~P23(x21014,f99(x21011,x21012,x21013))+E(f98(x21011,x21012,x21013,x21014),x21014)
% 3.46/3.58  [2102]P3(x21021)+~P37(x21022)+P23(f100(x21021,x21022),x21021)+~P23(x21024,f99(x21021,x21022,x21023))+E(f98(x21021,x21022,x21023,x21024),x21024)
% 3.46/3.58  [2104]P3(x21041)+~P37(x21042)+~E(f94(x21041,x21042),f93(x21041,x21042))+~P23(x21044,f99(x21041,x21042,x21043))+E(f98(x21041,x21042,x21043,x21044),x21044)
% 3.46/3.58  [2106]P3(x21061)+~P37(x21062)+P23(f97(x21061,x21062),f96(x21061,x21062))+~P23(x21064,f99(x21061,x21062,x21063))+E(f98(x21061,x21062,x21063,x21064),x21064)
% 3.46/3.58  [2107]P3(x21071)+~P37(x21072)+P23(f102(x21071,x21072),f101(x21071,x21072))+~P23(x21074,f99(x21071,x21072,x21073))+E(f98(x21071,x21072,x21073,x21074),x21074)
% 3.46/3.58  [2127]~P21(x21271)+~P37(x21271)+~P23(x21274,x21273)+~E(x21273,f350(x21271,x21272))+P23(f293(x21271,x21272,x21273,x21274),x21272)
% 3.46/3.58  [2132]~P21(x21321)+~P37(x21321)+~P23(x21324,x21323)+~E(x21323,f350(x21321,x21322))+P23(f293(x21321,x21322,x21323,x21324),f8(x21321))
% 3.46/3.58  [2206]P3(x22061)+~P37(x22062)+~P23(x22064,f99(x22061,x22062,x22063))+E(f91(x22061,x22062),f93(x22061,x22062))+E(f103(x22061,x22062,x22063,x22064),f104(x22061,x22062,x22063,x22064))
% 3.46/3.58  [2207]P3(x22071)+~P37(x22072)+~P23(x22074,f99(x22071,x22072,x22073))+E(f94(x22071,x22072),f91(x22071,x22072))+E(f103(x22071,x22072,x22073,x22074),f104(x22071,x22072,x22073,x22074))
% 3.46/3.58  [2208]P3(x22081)+~P37(x22082)+~P23(x22084,f99(x22081,x22082,x22083))+E(f95(x22081,x22082),f96(x22081,x22082))+E(f103(x22081,x22082,x22083,x22084),f104(x22081,x22082,x22083,x22084))
% 3.46/3.58  [2209]P3(x22091)+~P37(x22092)+~P23(x22094,f99(x22091,x22092,x22093))+E(f100(x22091,x22092),f101(x22091,x22092))+E(f103(x22091,x22092,x22093,x22094),f104(x22091,x22092,x22093,x22094))
% 3.46/3.58  [2211]P3(x22111)+~P37(x22112)+~P23(x22114,f99(x22111,x22112,x22113))+E(f91(x22111,x22112),f93(x22111,x22112))+P23(f104(x22111,x22112,x22113,x22114),x22111)
% 3.46/3.58  [2212]P3(x22121)+~P37(x22122)+~P23(x22124,f99(x22121,x22122,x22123))+E(f94(x22121,x22122),f91(x22121,x22122))+P23(f104(x22121,x22122,x22123,x22124),x22121)
% 3.46/3.58  [2213]P3(x22131)+~P37(x22132)+~P23(x22134,f99(x22131,x22132,x22133))+E(f95(x22131,x22132),f96(x22131,x22132))+P23(f104(x22131,x22132,x22133,x22134),x22131)
% 3.46/3.58  [2214]P3(x22141)+~P37(x22142)+~P23(x22144,f99(x22141,x22142,x22143))+E(f100(x22141,x22142),f101(x22141,x22142))+P23(f104(x22141,x22142,x22143,x22144),x22141)
% 3.46/3.58  [2215]P3(x22151)+~P37(x22152)+P23(f95(x22151,x22152),x22151)+~P23(x22154,f99(x22151,x22152,x22153))+E(f103(x22151,x22152,x22153,x22154),f104(x22151,x22152,x22153,x22154))
% 3.46/3.58  [2216]P3(x22161)+~P37(x22162)+P23(f100(x22161,x22162),x22161)+~P23(x22164,f99(x22161,x22162,x22163))+E(f103(x22161,x22162,x22163,x22164),f104(x22161,x22162,x22163,x22164))
% 3.46/3.58  [2221]P3(x22211)+~P37(x22212)+~E(f94(x22211,x22212),f93(x22211,x22212))+~P23(x22214,f99(x22211,x22212,x22213))+E(f103(x22211,x22212,x22213,x22214),f104(x22211,x22212,x22213,x22214))
% 3.46/3.58  [2224]~P37(x22242)+P3(x22241)+~P23(x22244,f99(x22241,x22242,x22243))+P23(f95(x22241,x22242),x22241)+P23(f104(x22241,x22242,x22243,x22244),x22241)
% 3.46/3.58  [2225]~P37(x22252)+P3(x22251)+~P23(x22254,f99(x22251,x22252,x22253))+P23(f100(x22251,x22252),x22251)+P23(f104(x22251,x22252,x22253,x22254),x22251)
% 3.46/3.58  [2228]~P37(x22282)+P3(x22281)+~E(f94(x22281,x22282),f93(x22281,x22282))+~P23(x22284,f99(x22281,x22282,x22283))+P23(f104(x22281,x22282,x22283,x22284),x22281)
% 3.46/3.58  [2235]P3(x22351)+~P37(x22352)+~P23(x22354,f99(x22351,x22352,x22353))+E(f91(x22351,x22352),f93(x22351,x22352))+P23(f98(x22351,x22352,x22353,x22354),f4(x22351,x22353))
% 3.46/3.58  [2236]P3(x22361)+~P37(x22362)+~P23(x22364,f99(x22361,x22362,x22363))+E(f94(x22361,x22362),f91(x22361,x22362))+P23(f98(x22361,x22362,x22363,x22364),f4(x22361,x22363))
% 3.46/3.58  [2237]P3(x22371)+~P37(x22372)+~P23(x22374,f99(x22371,x22372,x22373))+E(f95(x22371,x22372),f96(x22371,x22372))+P23(f98(x22371,x22372,x22373,x22374),f4(x22371,x22373))
% 3.46/3.58  [2238]P3(x22381)+~P37(x22382)+~P23(x22384,f99(x22381,x22382,x22383))+E(f100(x22381,x22382),f101(x22381,x22382))+P23(f98(x22381,x22382,x22383,x22384),f4(x22381,x22383))
% 3.46/3.58  [2239]P3(x22391)+~P37(x22392)+P23(f97(x22391,x22392),f96(x22391,x22392))+~P23(x22394,f99(x22391,x22392,x22393))+E(f103(x22391,x22392,x22393,x22394),f104(x22391,x22392,x22393,x22394))
% 3.46/3.58  [2240]P3(x22401)+~P37(x22402)+P23(f102(x22401,x22402),f101(x22401,x22402))+~P23(x22404,f99(x22401,x22402,x22403))+E(f103(x22401,x22402,x22403,x22404),f104(x22401,x22402,x22403,x22404))
% 3.46/3.58  [2246]~P37(x22462)+P3(x22461)+~P23(x22464,f99(x22461,x22462,x22463))+P23(f95(x22461,x22462),x22461)+P23(f98(x22461,x22462,x22463,x22464),f4(x22461,x22463))
% 3.46/3.58  [2247]~P37(x22472)+P3(x22471)+~P23(x22474,f99(x22471,x22472,x22473))+P23(f100(x22471,x22472),x22471)+P23(f98(x22471,x22472,x22473,x22474),f4(x22471,x22473))
% 3.46/3.58  [2248]~P37(x22482)+P3(x22481)+P23(f97(x22481,x22482),f96(x22481,x22482))+~P23(x22484,f99(x22481,x22482,x22483))+P23(f104(x22481,x22482,x22483,x22484),x22481)
% 3.46/3.58  [2249]~P37(x22492)+P3(x22491)+P23(f102(x22491,x22492),f101(x22491,x22492))+~P23(x22494,f99(x22491,x22492,x22493))+P23(f104(x22491,x22492,x22493,x22494),x22491)
% 3.46/3.58  [2253]~P37(x22532)+P3(x22531)+~E(f94(x22531,x22532),f93(x22531,x22532))+~P23(x22534,f99(x22531,x22532,x22533))+P23(f98(x22531,x22532,x22533,x22534),f4(x22531,x22533))
% 3.46/3.58  [2265]~P37(x22652)+P3(x22651)+~P23(x22654,f99(x22651,x22652,x22653))+P23(f97(x22651,x22652),f96(x22651,x22652))+P23(f98(x22651,x22652,x22653,x22654),f4(x22651,x22653))
% 3.46/3.58  [2266]~P37(x22662)+P3(x22661)+~P23(x22664,f99(x22661,x22662,x22663))+P23(f102(x22661,x22662),f101(x22661,x22662))+P23(f98(x22661,x22662,x22663,x22664),f4(x22661,x22663))
% 3.46/3.58  [2357]P3(x23571)+~P37(x23572)+~P23(x23574,f99(x23571,x23572,x23573))+E(f91(x23571,x23572),f93(x23571,x23572))+P23(f105(x23571,x23572,x23573,x23574),f103(x23571,x23572,x23573,x23574))
% 3.46/3.58  [2358]P3(x23581)+~P37(x23582)+~P23(x23584,f99(x23581,x23582,x23583))+E(f94(x23581,x23582),f91(x23581,x23582))+P23(f105(x23581,x23582,x23583,x23584),f103(x23581,x23582,x23583,x23584))
% 3.46/3.58  [2359]P3(x23591)+~P37(x23592)+~P23(x23594,f99(x23591,x23592,x23593))+E(f95(x23591,x23592),f96(x23591,x23592))+P23(f105(x23591,x23592,x23593,x23594),f103(x23591,x23592,x23593,x23594))
% 3.46/3.58  [2360]P3(x23601)+~P37(x23602)+~P23(x23604,f99(x23601,x23602,x23603))+E(f100(x23601,x23602),f101(x23601,x23602))+P23(f105(x23601,x23602,x23603,x23604),f103(x23601,x23602,x23603,x23604))
% 3.46/3.58  [2361]~P37(x23612)+P3(x23611)+~P23(x23614,f99(x23611,x23612,x23613))+P23(f105(x23611,x23612,x23613,x23614),f103(x23611,x23612,x23613,x23614))+P23(f95(x23611,x23612),x23611)
% 3.46/3.58  [2362]~P37(x23622)+P3(x23621)+~P23(x23624,f99(x23621,x23622,x23623))+P23(f105(x23621,x23622,x23623,x23624),f103(x23621,x23622,x23623,x23624))+P23(f100(x23621,x23622),x23621)
% 3.46/3.58  [2366]~P37(x23662)+P3(x23661)+~E(f94(x23661,x23662),f93(x23661,x23662))+~P23(x23664,f99(x23661,x23662,x23663))+P23(f105(x23661,x23662,x23663,x23664),f103(x23661,x23662,x23663,x23664))
% 3.46/3.58  [2374]~P37(x23742)+P3(x23741)+~P23(x23744,f99(x23741,x23742,x23743))+P23(f97(x23741,x23742),f96(x23741,x23742))+P23(f105(x23741,x23742,x23743,x23744),f103(x23741,x23742,x23743,x23744))
% 3.46/3.58  [2375]~P37(x23752)+P3(x23751)+~P23(x23754,f99(x23751,x23752,x23753))+P23(f102(x23751,x23752),f101(x23751,x23752))+P23(f105(x23751,x23752,x23753,x23754),f103(x23751,x23752,x23753,x23754))
% 3.46/3.58  [2384]E(f107(x23842,x23843,x23844,x23841),x23844)+E(f107(x23842,x23843,x23844,x23841),x23843)+E(f107(x23842,x23843,x23844,x23841),x23842)+P23(f107(x23842,x23843,x23844,x23841),x23841)+E(x23841,f366(x23842,x23843,x23844))
% 3.46/3.58  [1765]~E(x17651,x17652)+~P37(x17653)+~P23(x17651,x17654)+~E(x17653,f329(x17654))+P23(f364(f364(x17651,x17652),f364(x17651,x17651)),x17653)
% 3.46/3.58  [1957]~P37(x19574)+E(x19571,x19572)+P23(x19571,x19573)+~E(x19573,f333(x19574,x19572))+~P23(f364(f364(x19571,x19572),f364(x19571,x19571)),x19574)
% 3.46/3.58  [1978]~P21(x19782)+~P37(x19782)+~P23(x19781,f194(x19784,x19783,x19782))+P23(x19781,f341(f8(x19782)))+~P11(x19783,f341(f341(x19784)))
% 3.46/3.58  [1986]~P21(x19861)+~P37(x19861)+~P23(x19862,f194(x19864,x19863,x19861))+P23(f350(x19861,x19862),x19863)+~P11(x19863,f341(f341(x19864)))
% 3.46/3.58  [2012]P3(x20121)+~P37(x20122)+P23(x20123,x20121)+E(f60(x20121,x20122),f61(x20121,x20122))+~P23(f364(f364(x20123,x20124),f364(x20123,x20123)),f64(x20121,x20122))
% 3.46/3.58  [2013]P3(x20131)+~P37(x20132)+P23(x20133,x20131)+E(f65(x20131,x20132),f60(x20131,x20132))+~P23(f364(f364(x20133,x20134),f364(x20133,x20133)),f64(x20131,x20132))
% 3.46/3.58  [2023]~P37(x20232)+~P23(x20234,x20233)+~P23(x20234,f8(x20232))+P23(x20231,f350(x20232,x20233))+~P23(f364(f364(x20234,x20231),f364(x20234,x20234)),x20232)
% 3.46/3.58  [2024]~P37(x20242)+~P23(x20244,x20243)+~P23(x20244,f345(x20242))+P23(x20241,f352(x20242,x20243))+~P23(f364(f364(x20241,x20244),f364(x20241,x20241)),x20242)
% 3.46/3.58  [2028]~P37(x20283)+P3(x20281)+P23(x20282,x20281)+P23(f60(x20281,x20283),x20281)+~P23(f364(f364(x20282,x20284),f364(x20282,x20282)),f64(x20281,x20283))
% 3.46/3.58  [2029]~P37(x20293)+P3(x20291)+P23(x20292,x20291)+~E(f62(x20291,x20293),f63(x20291,x20293))+~P23(f364(f364(x20292,x20294),f364(x20292,x20292)),f64(x20291,x20293))
% 3.46/3.58  [2038]~P37(x20383)+P3(x20381)+P23(x20382,x20381)+P23(f63(x20381,x20383),f61(x20381,x20383))+~P23(f364(f364(x20382,x20384),f364(x20382,x20382)),f64(x20381,x20383))
% 3.46/3.58  [2039]~P37(x20393)+P3(x20391)+P23(x20392,x20391)+P23(f62(x20391,x20393),f65(x20391,x20393))+~P23(f364(f364(x20392,x20394),f364(x20392,x20392)),f64(x20391,x20393))
% 3.46/3.58  [2061]~P37(x20613)+~P37(x20614)+~E(x20613,f346(x20614))+~P23(f364(f364(x20612,x20611),f364(x20612,x20612)),x20614)+P23(f364(f364(x20611,x20612),f364(x20611,x20611)),x20613)
% 3.46/3.58  [2062]~P37(x20623)+~P37(x20624)+~E(x20624,f346(x20623))+~P23(f364(f364(x20622,x20621),f364(x20622,x20622)),x20624)+P23(f364(f364(x20621,x20622),f364(x20621,x20621)),x20623)
% 3.46/3.58  [2115]P3(x21151)+~P37(x21152)+E(f60(x21151,x21152),f61(x21151,x21152))+E(f67(x21151,x21152,x21153,x21154),x21153)+~P23(f364(f364(x21153,x21154),f364(x21153,x21153)),f64(x21151,x21152))
% 3.46/3.58  [2116]P3(x21161)+~P37(x21162)+E(f65(x21161,x21162),f60(x21161,x21162))+E(f67(x21161,x21162,x21163,x21164),x21163)+~P23(f364(f364(x21163,x21164),f364(x21163,x21163)),f64(x21161,x21162))
% 3.46/3.58  [2126]P3(x21261)+~P37(x21262)+P23(f60(x21261,x21262),x21261)+E(f67(x21261,x21262,x21263,x21264),x21263)+~P23(f364(f364(x21263,x21264),f364(x21263,x21263)),f64(x21261,x21262))
% 3.46/3.58  [2128]~P21(x21281)+~P37(x21281)+~P23(x21284,x21283)+~E(x21283,f350(x21281,x21282))+E(f3(x21281,f293(x21281,x21282,x21283,x21284)),x21284)
% 3.46/3.58  [2131]P3(x21311)+~P37(x21312)+~E(f62(x21311,x21312),f63(x21311,x21312))+E(f67(x21311,x21312,x21313,x21314),x21313)+~P23(f364(f364(x21313,x21314),f364(x21313,x21313)),f64(x21311,x21312))
% 3.46/3.58  [2139]P3(x21391)+~P37(x21392)+P23(f63(x21391,x21392),f61(x21391,x21392))+E(f67(x21391,x21392,x21393,x21394),x21393)+~P23(f364(f364(x21393,x21394),f364(x21393,x21393)),f64(x21391,x21392))
% 3.46/3.58  [2140]P3(x21401)+~P37(x21402)+P23(f62(x21401,x21402),f65(x21401,x21402))+E(f67(x21401,x21402,x21403,x21404),x21403)+~P23(f364(f364(x21403,x21404),f364(x21403,x21403)),f64(x21401,x21402))
% 3.46/3.58  [2150]~P37(x21503)+~P44(x21503)+~P23(f364(f364(x21501,x21504),f364(x21501,x21501)),x21503)+P23(f364(f364(x21501,x21502),f364(x21501,x21501)),x21503)+~P23(f364(f364(x21504,x21502),f364(x21504,x21504)),x21503)
% 3.46/3.58  [2272]P3(x22721)+~P37(x22722)+E(f60(x22721,x22722),f61(x22721,x22722))+P23(x22723,f67(x22721,x22722,x22724,x22723))+~P23(f364(f364(x22724,x22723),f364(x22724,x22724)),f64(x22721,x22722))
% 3.46/3.58  [2273]P3(x22731)+~P37(x22732)+E(f65(x22731,x22732),f60(x22731,x22732))+P23(x22733,f67(x22731,x22732,x22734,x22733))+~P23(f364(f364(x22734,x22733),f364(x22734,x22734)),f64(x22731,x22732))
% 3.46/3.58  [2280]~P37(x22802)+P3(x22801)+P23(f60(x22801,x22802),x22801)+P23(x22803,f67(x22801,x22802,x22804,x22803))+~P23(f364(f364(x22804,x22803),f364(x22804,x22804)),f64(x22801,x22802))
% 3.46/3.58  [2282]~P37(x22823)+P3(x22821)+~E(f62(x22821,x22823),f63(x22821,x22823))+P23(x22822,f67(x22821,x22823,x22824,x22822))+~P23(f364(f364(x22824,x22822),f364(x22824,x22824)),f64(x22821,x22823))
% 3.46/3.58  [2287]~P37(x22873)+P3(x22871)+P23(f63(x22871,x22873),f61(x22871,x22873))+P23(x22872,f67(x22871,x22873,x22874,x22872))+~P23(f364(f364(x22874,x22872),f364(x22874,x22874)),f64(x22871,x22873))
% 3.46/3.58  [2288]~P37(x22883)+P3(x22881)+P23(f62(x22881,x22883),f65(x22881,x22883))+P23(x22882,f67(x22881,x22883,x22884,x22882))+~P23(f364(f364(x22884,x22882),f364(x22884,x22884)),f64(x22881,x22883))
% 3.46/3.58  [2344]~P37(x23442)+~P23(x23444,x23443)+~P23(f44(x23442,x23443,x23441),x23441)+E(x23441,f350(x23442,x23443))+~P23(f364(f364(x23444,f44(x23442,x23443,x23441)),f364(x23444,x23444)),x23442)
% 3.46/3.58  [2217]P3(x22171)+~P37(x22172)+~P23(x22174,f99(x22171,x22172,x22173))+E(f98(x22171,x22172,x22173,x22174),x22174)+E(f364(f364(f95(x22171,x22172),f97(x22171,x22172)),f364(f95(x22171,x22172),f95(x22171,x22172))),f93(x22171,x22172))
% 3.46/3.58  [2218]P3(x22181)+~P37(x22182)+~P23(x22184,f99(x22181,x22182,x22183))+E(f98(x22181,x22182,x22183,x22184),x22184)+E(f364(f364(f100(x22181,x22182),f102(x22181,x22182)),f364(f100(x22181,x22182),f100(x22181,x22182))),f94(x22181,x22182))
% 3.46/3.58  [2312]P3(x23121)+~P37(x23122)+~P23(x23124,f99(x23121,x23122,x23123))+E(f103(x23121,x23122,x23123,x23124),f104(x23121,x23122,x23123,x23124))+E(f364(f364(f95(x23121,x23122),f97(x23121,x23122)),f364(f95(x23121,x23122),f95(x23121,x23122))),f93(x23121,x23122))
% 3.46/3.58  [2313]P3(x23131)+~P37(x23132)+~P23(x23134,f99(x23131,x23132,x23133))+E(f103(x23131,x23132,x23133,x23134),f104(x23131,x23132,x23133,x23134))+E(f364(f364(f100(x23131,x23132),f102(x23131,x23132)),f364(f100(x23131,x23132),f100(x23131,x23132))),f94(x23131,x23132))
% 3.46/3.58  [2317]P3(x23171)+~P37(x23172)+~P23(x23174,f99(x23171,x23172,x23173))+P23(f104(x23171,x23172,x23173,x23174),x23171)+E(f364(f364(f95(x23171,x23172),f97(x23171,x23172)),f364(f95(x23171,x23172),f95(x23171,x23172))),f93(x23171,x23172))
% 3.46/3.58  [2318]P3(x23181)+~P37(x23182)+~P23(x23184,f99(x23181,x23182,x23183))+P23(f104(x23181,x23182,x23183,x23184),x23181)+E(f364(f364(f100(x23181,x23182),f102(x23181,x23182)),f364(f100(x23181,x23182),f100(x23181,x23182))),f94(x23181,x23182))
% 3.46/3.58  [2327]P3(x23271)+~P37(x23272)+~P23(x23274,f99(x23271,x23272,x23273))+P23(f98(x23271,x23272,x23273,x23274),f4(x23271,x23273))+E(f364(f364(f95(x23271,x23272),f97(x23271,x23272)),f364(f95(x23271,x23272),f95(x23271,x23272))),f93(x23271,x23272))
% 3.46/3.58  [2328]P3(x23281)+~P37(x23282)+~P23(x23284,f99(x23281,x23282,x23283))+P23(f98(x23281,x23282,x23283,x23284),f4(x23281,x23283))+E(f364(f364(f100(x23281,x23282),f102(x23281,x23282)),f364(f100(x23281,x23282),f100(x23281,x23282))),f94(x23281,x23282))
% 3.46/3.58  [2395]P3(x23951)+~P37(x23952)+~P23(x23954,f99(x23951,x23952,x23953))+P23(f105(x23951,x23952,x23953,x23954),f103(x23951,x23952,x23953,x23954))+E(f364(f364(f95(x23951,x23952),f97(x23951,x23952)),f364(f95(x23951,x23952),f95(x23951,x23952))),f93(x23951,x23952))
% 3.46/3.58  [2396]P3(x23961)+~P37(x23962)+~P23(x23964,f99(x23961,x23962,x23963))+P23(f105(x23961,x23962,x23963,x23964),f103(x23961,x23962,x23963,x23964))+E(f364(f364(f100(x23961,x23962),f102(x23961,x23962)),f364(f100(x23961,x23962),f100(x23961,x23962))),f94(x23961,x23962))
% 3.46/3.58  [2398]~P18(x23984,x23983,x23982)+P23(f262(x23982,x23983,x23984,x23981),x23981)+E(x23981,a1)+~P23(f260(x23982,x23983,x23984),a36)+~P11(x23981,f341(f341(f260(x23982,x23983,x23984))))
% 3.46/3.58  [2399]~P18(x23994,x23993,x23992)+P23(f264(x23992,x23993,x23994,x23991),x23991)+E(x23991,a1)+~P23(f261(x23992,x23993,x23994),a36)+~P11(x23991,f341(f341(f261(x23992,x23993,x23994))))
% 3.46/3.58  [2432]~P37(x24322)+~P23(x24324,x24323)+~P23(f88(x24322,x24323,x24321),x24321)+E(x24321,f352(x24322,x24323))+~P23(f364(f364(f88(x24322,x24323,x24321),x24324),f364(f88(x24322,x24323,x24321),f88(x24322,x24323,x24321))),x24322)
% 3.46/3.58  [2498]~P21(x24983)+~P37(x24983)+~P37(x24982)+~P23(x24984,f183(x24981,x24982,x24983))+E(f364(f364(f189(x24981,x24982,x24983,x24984),f190(x24981,x24982,x24983,x24984)),f364(f189(x24981,x24982,x24983,x24984),f189(x24981,x24982,x24983,x24984))),x24984)
% 3.46/3.58  [2499]P3(x24991)+~P37(x24992)+~P23(x24994,f99(x24991,x24992,x24993))+E(f91(x24991,x24992),f93(x24991,x24992))+E(f364(f364(f104(x24991,x24992,x24993,x24994),f105(x24991,x24992,x24993,x24994)),f364(f104(x24991,x24992,x24993,x24994),f104(x24991,x24992,x24993,x24994))),x24994)
% 3.46/3.58  [2500]P3(x25001)+~P37(x25002)+~P23(x25004,f99(x25001,x25002,x25003))+E(f94(x25001,x25002),f91(x25001,x25002))+E(f364(f364(f104(x25001,x25002,x25003,x25004),f105(x25001,x25002,x25003,x25004)),f364(f104(x25001,x25002,x25003,x25004),f104(x25001,x25002,x25003,x25004))),x25004)
% 3.46/3.58  [2501]P3(x25011)+~P37(x25012)+~P23(x25014,f99(x25011,x25012,x25013))+E(f95(x25011,x25012),f96(x25011,x25012))+E(f364(f364(f104(x25011,x25012,x25013,x25014),f105(x25011,x25012,x25013,x25014)),f364(f104(x25011,x25012,x25013,x25014),f104(x25011,x25012,x25013,x25014))),x25014)
% 3.46/3.58  [2502]P3(x25021)+~P37(x25022)+~P23(x25024,f99(x25021,x25022,x25023))+E(f100(x25021,x25022),f101(x25021,x25022))+E(f364(f364(f104(x25021,x25022,x25023,x25024),f105(x25021,x25022,x25023,x25024)),f364(f104(x25021,x25022,x25023,x25024),f104(x25021,x25022,x25023,x25024))),x25024)
% 3.46/3.58  [2503]P3(x25031)+~P37(x25032)+P23(f95(x25031,x25032),x25031)+~P23(x25034,f99(x25031,x25032,x25033))+E(f364(f364(f104(x25031,x25032,x25033,x25034),f105(x25031,x25032,x25033,x25034)),f364(f104(x25031,x25032,x25033,x25034),f104(x25031,x25032,x25033,x25034))),x25034)
% 3.46/3.58  [2504]P3(x25041)+~P37(x25042)+P23(f100(x25041,x25042),x25041)+~P23(x25044,f99(x25041,x25042,x25043))+E(f364(f364(f104(x25041,x25042,x25043,x25044),f105(x25041,x25042,x25043,x25044)),f364(f104(x25041,x25042,x25043,x25044),f104(x25041,x25042,x25043,x25044))),x25044)
% 3.46/3.58  [2505]P3(x25051)+~P37(x25052)+~E(f94(x25051,x25052),f93(x25051,x25052))+~P23(x25054,f99(x25051,x25052,x25053))+E(f364(f364(f104(x25051,x25052,x25053,x25054),f105(x25051,x25052,x25053,x25054)),f364(f104(x25051,x25052,x25053,x25054),f104(x25051,x25052,x25053,x25054))),x25054)
% 3.46/3.58  [2506]P3(x25061)+~P37(x25062)+P23(f97(x25061,x25062),f96(x25061,x25062))+~P23(x25064,f99(x25061,x25062,x25063))+E(f364(f364(f104(x25061,x25062,x25063,x25064),f105(x25061,x25062,x25063,x25064)),f364(f104(x25061,x25062,x25063,x25064),f104(x25061,x25062,x25063,x25064))),x25064)
% 3.46/3.58  [2507]P3(x25071)+~P37(x25072)+P23(f102(x25071,x25072),f101(x25071,x25072))+~P23(x25074,f99(x25071,x25072,x25073))+E(f364(f364(f104(x25071,x25072,x25073,x25074),f105(x25071,x25072,x25073,x25074)),f364(f104(x25071,x25072,x25073,x25074),f104(x25071,x25072,x25073,x25074))),x25074)
% 3.46/3.58  [2513]P3(x25131)+~P37(x25132)+~P23(x25134,f99(x25131,x25132,x25133))+E(f364(f364(f95(x25131,x25132),f97(x25131,x25132)),f364(f95(x25131,x25132),f95(x25131,x25132))),f93(x25131,x25132))+E(f364(f364(f104(x25131,x25132,x25133,x25134),f105(x25131,x25132,x25133,x25134)),f364(f104(x25131,x25132,x25133,x25134),f104(x25131,x25132,x25133,x25134))),x25134)
% 3.46/3.58  [2514]P3(x25141)+~P37(x25142)+~P23(x25144,f99(x25141,x25142,x25143))+E(f364(f364(f100(x25141,x25142),f102(x25141,x25142)),f364(f100(x25141,x25142),f100(x25141,x25142))),f94(x25141,x25142))+E(f364(f364(f104(x25141,x25142,x25143,x25144),f105(x25141,x25142,x25143,x25144)),f364(f104(x25141,x25142,x25143,x25144),f104(x25141,x25142,x25143,x25144))),x25144)
% 3.46/3.58  [2577]~P21(x25771)+~P37(x25773)+~P37(x25771)+~P23(x25774,f183(x25772,x25773,x25771))+P23(f364(f364(f3(x25771,f189(x25772,x25773,x25771,x25774)),f3(x25771,f190(x25772,x25773,x25771,x25774))),f364(f3(x25771,f189(x25772,x25773,x25771,x25774)),f3(x25771,f189(x25772,x25773,x25771,x25774)))),x25773)
% 3.46/3.58  [1593]~P23(x15931,x15935)+E(x15931,x15932)+E(x15931,x15933)+E(x15931,x15934)+~E(x15935,f366(x15934,x15933,x15932))
% 3.46/3.58  [1907]~P23(x19075,x19072)+~P23(x19071,f4(x19072,x19073))+P23(x19071,f159(x19072,x19073))+~E(x19074,f364(x19075,x19075))+~E(f364(f364(x19075,x19074),f364(x19075,x19075)),x19071)
% 3.46/3.58  [1960]~P37(x19604)+~P37(x19603)+P23(x19601,x19602)+~E(x19603,f348(x19604,x19602))+~P23(f364(f364(x19601,x19605),f364(x19601,x19601)),x19603)
% 3.46/3.58  [1961]~P37(x19614)+~P37(x19613)+P23(x19611,x19612)+~E(x19613,f355(x19612,x19614))+~P23(f364(f364(x19615,x19611),f364(x19615,x19615)),x19613)
% 3.46/3.58  [1984]~P37(x19843)+P23(x19841,x19842)+~P23(x19845,x19844)+~E(x19842,f350(x19843,x19844))+~P23(f364(f364(x19845,x19841),f364(x19845,x19845)),x19843)
% 3.46/3.58  [1985]~P37(x19853)+P23(x19851,x19852)+~P23(x19855,x19854)+~E(x19852,f352(x19853,x19854))+~P23(f364(f364(x19851,x19855),f364(x19851,x19851)),x19853)
% 3.46/3.58  [2070]~P37(x20704)+~P37(x20703)+~E(x20704,f348(x20703,x20705))+~P23(f364(f364(x20701,x20702),f364(x20701,x20701)),x20704)+P23(f364(f364(x20701,x20702),f364(x20701,x20701)),x20703)
% 3.46/3.58  [2071]~P37(x20714)+~P37(x20713)+~E(x20714,f355(x20715,x20713))+~P23(f364(f364(x20711,x20712),f364(x20711,x20711)),x20714)+P23(f364(f364(x20711,x20712),f364(x20711,x20711)),x20713)
% 3.46/3.58  [2074]~P37(x20743)+P23(x20741,x20742)+~P21(x20743)+~P37(x20744)+~P23(f364(f364(x20745,x20741),f364(x20745,x20745)),f80(x20742,x20744,x20743))
% 3.46/3.58  [2075]~P37(x20753)+P23(x20751,x20752)+~P21(x20753)+~P37(x20754)+~P23(f364(f364(x20751,x20755),f364(x20751,x20751)),f80(x20752,x20754,x20753))
% 3.46/3.58  [2083]~P23(x20835,x20833)+~P23(x20834,x20832)+~P23(f275(x20832,x20833,x20831),x20831)+E(x20831,f4(x20832,x20833))+~E(f275(x20832,x20833,x20831),f364(f364(x20834,x20835),f364(x20834,x20834)))
% 3.46/3.58  [2310]~P21(x23101)+~P37(x23104)+~P37(x23101)+~P23(f364(f364(x23102,x23103),f364(x23102,x23102)),f80(x23105,x23104,x23101))+P23(f364(f364(f3(x23101,x23102),f3(x23101,x23103)),f364(f3(x23101,x23102),f3(x23101,x23102))),x23104)
% 3.46/3.58  [2540]~P37(x25402)+P3(x25401)+~P23(x25404,f175(x25401,x25402,x25403))+~P23(x25405,f176(x25401,x25402,x25403,x25404))+P23(f364(f364(f178(x25401,x25402,x25403,x25404),x25405),f364(f178(x25401,x25402,x25403,x25404),f178(x25401,x25402,x25403,x25404))),x25402)
% 3.46/3.58  [1770]~P23(x17706,x17704)+~P23(x17705,x17703)+P23(x17701,x17702)+~E(x17702,f4(x17703,x17704))+~E(x17701,f364(f364(x17705,x17706),f364(x17705,x17705)))
% 3.46/3.58  [1471]~E(a247,a1)+P23(f252(x14711),x14711)+E(x14711,a1)+P16(a5000)+~P23(a250,a36)+~P11(x14711,f341(f341(a250)))
% 3.46/3.58  [1523]P23(a1,a36)+P23(f252(x15231),x15231)+E(x15231,a1)+~P23(a250,a36)+P16(a5000)+~P11(x15231,f341(f341(a250)))
% 3.46/3.58  [1560]~P23(a250,a36)+P23(f252(x15601),x15601)+E(x15601,a1)+P16(a5000)+~P11(x15601,f341(f341(a250)))+P11(a247,f341(f341(a1)))
% 3.46/3.58  [1606]~P34(x16062)+~P23(x16062,a36)+P23(f213(x16062,x16061),x16061)+E(x16061,a1)+~E(a210,a1)+~P11(x16061,f341(f341(x16062)))
% 3.46/3.58  [1616]~P34(x16162)+~P23(x16162,a36)+P23(f213(x16162,x16161),x16161)+E(x16161,a1)+P34(a211)+~P11(x16161,f341(f341(x16162)))
% 3.46/3.58  [1649]~P34(x16492)+~P23(x16492,a36)+P23(f213(x16492,x16491),x16491)+E(x16491,a1)+P23(a211,a36)+~P11(x16491,f341(f341(x16492)))
% 3.46/3.58  [1687]~P34(x16872)+~P23(x16872,a36)+P23(f213(x16872,x16871),x16871)+E(x16871,a1)+~P11(x16871,f341(f341(x16872)))+P11(a210,f341(f341(a211)))
% 3.46/3.58  [1470]P23(x14702,x14701)+P23(x14701,x14702)+~P23(x14702,x14703)+~P23(x14701,x14703)+E(x14701,x14702)+~P14(x14703)
% 3.46/3.58  [1599]~P21(x15991)+~P37(x15991)+~P48(x15993,x15992,x15991)+P35(x15991)+~P37(x15992)+~P37(x15993)
% 3.46/3.58  [1639]~P37(x16393)+~P37(x16391)+~P37(x16392)+~P48(x16392,x16391,x16393)+P17(x16391,x16392)+~P21(x16393)
% 3.46/3.58  [1314]~P21(x13143)+~P37(x13143)+~P35(x13143)+P20(x13141,x13142)+~E(f345(x13143),x13142)+~E(f8(x13143),x13141)
% 3.46/3.58  [1542]~P34(x15422)+~P34(x15423)+~P23(x15423,x15421)+~P45(x15421,x15422)+E(x15421,a1)+P39(f232(x15421,x15422),x15423)
% 3.46/3.58  [1609]~P21(x16092)+~P37(x16091)+~P37(x16092)+~P48(x16091,x16093,x16092)+~P37(x16093)+E(f347(x16091),f8(x16092))
% 3.46/3.58  [1610]~P21(x16101)+~P37(x16102)+~P37(x16101)+~P48(x16103,x16102,x16101)+~P37(x16103)+E(f345(x16101),f347(x16102))
% 3.46/3.58  [1724]P3(x17241)+~P37(x17242)+~P23(x17243,x17241)+E(f191(x17241,x17242),f196(x17241,x17242))+P23(f199(x17241,x17242),x17241)+E(f208(x17241,x17242,x17243),x17243)
% 3.46/3.58  [1725]P3(x17251)+~P37(x17252)+~P23(x17253,x17251)+E(f200(x17251,x17252),f191(x17251,x17252))+P23(f199(x17251,x17252),x17251)+E(f208(x17251,x17252,x17253),x17253)
% 3.46/3.58  [1726]~P21(x17262)+~P37(x17262)+~P23(x17263,f8(x17262))+~P23(f301(x17262,x17261),x17261)+~E(f301(x17262,x17261),f3(x17262,x17263))+E(x17261,f345(x17262))
% 3.46/3.58  [1747]P3(x17471)+~P37(x17472)+~P23(x17473,x17471)+P23(f191(x17471,x17472),x17471)+P23(f199(x17471,x17472),x17471)+E(f208(x17471,x17472,x17473),x17473)
% 3.46/3.58  [1754]P3(x17541)+~P37(x17542)+~P23(x17543,x17541)+P23(f199(x17541,x17542),x17541)+~E(f197(x17541,x17542),f198(x17541,x17542))+E(f208(x17541,x17542,x17543),x17543)
% 3.46/3.58  [1756]~P21(x17563)+~P37(x17563)+~P37(x17561)+~P37(x17562)+~P48(x17562,x17561,x17563)+P48(x17561,x17562,f332(x17563))
% 3.46/3.58  [1776]P15(x17761)+~P29(x17761)+~P22(x17761)+~P11(x17763,f359(x17761))+~P11(x17762,f359(x17761))+E(f337(x17761,x17762,x17763),f337(x17761,x17763,x17762))
% 3.46/3.58  [1777]P15(x17771)+~P33(x17771)+~P30(x17771)+~P11(x17773,f359(x17771))+~P11(x17772,f359(x17771))+E(f339(x17771,x17772,x17773),f339(x17771,x17773,x17772))
% 3.46/3.58  [1778]P15(x17781)+~P29(x17781)+~P22(x17781)+~P11(x17783,f359(x17781))+~P11(x17782,f359(x17781))+E(f337(x17781,x17782,x17783),f338(x17781,x17782,x17783))
% 3.46/3.58  [1779]P15(x17791)+~P33(x17791)+~P30(x17791)+~P11(x17793,f359(x17791))+~P11(x17792,f359(x17791))+E(f339(x17791,x17792,x17793),f340(x17791,x17792,x17793))
% 3.46/3.58  [1787]P3(x17871)+~P37(x17872)+~P23(x17873,x17871)+P23(f199(x17871,x17872),x17871)+P23(f198(x17871,x17872),f196(x17871,x17872))+E(f208(x17871,x17872,x17873),x17873)
% 3.46/3.58  [1788]P3(x17881)+~P37(x17882)+~P23(x17883,x17881)+P23(f199(x17881,x17882),x17881)+P23(f197(x17881,x17882),f200(x17881,x17882))+E(f208(x17881,x17882,x17883),x17883)
% 3.46/3.58  [1810]~P29(x18101)+~P22(x18101)+P15(x18101)+~P11(x18103,f359(x18101))+~P11(x18102,f359(x18101))+P11(f337(x18101,x18102,x18103),f359(x18101))
% 3.46/3.58  [1811]~P33(x18111)+~P30(x18111)+P15(x18111)+~P11(x18113,f359(x18111))+~P11(x18112,f359(x18111))+P11(f339(x18111,x18112,x18113),f359(x18111))
% 3.46/3.58  [1829]P15(x18291)+~P22(x18291)+~P9(x18291,x18292,x18293)+~P11(x18293,f359(x18291))+~P11(x18292,f359(x18291))+E(f338(x18291,x18292,x18293),x18293)
% 3.46/3.58  [1830]~P22(x18301)+P15(x18301)+P9(x18301,x18302,x18303)+~E(f338(x18301,x18302,x18303),x18303)+~P11(x18303,f359(x18301))+~P11(x18302,f359(x18301))
% 3.46/3.58  [1673]~P21(x16732)+~P21(x16731)+~P37(x16732)+~P37(x16731)+~P23(x16733,f8(x16731))+E(f3(f344(x16731,x16732),x16733),f3(x16732,f3(x16731,x16733)))
% 3.46/3.58  [1729]~P19(x17293)+~P23(x17292,x17291)+E(x17291,a1)+E(x17292,f217(x17293,x17291))+~P45(f217(x17293,x17291),x17292)+~P11(x17291,f341(f341(x17293)))
% 3.46/3.58  [1734]~P21(x17342)+~P37(x17343)+~P37(x17342)+~P21(x17343)+P23(x17341,f8(x17342))+~P23(x17341,f8(f344(x17342,x17343)))
% 3.46/3.58  [1768]~P21(x17683)+~P21(x17681)+~P37(x17683)+~P37(x17681)+P23(f3(x17681,x17682),f8(x17683))+~P23(x17682,f8(f344(x17681,x17683)))
% 3.46/3.58  [1785]~E(x17851,x17852)+~P34(x17853)+~P34(x17851)+P23(x17851,a36)+P23(x17852,f158(x17853))+~P23(x17852,f357(x17853,f364(x17853,x17853)))
% 3.46/3.58  [1845]~P21(x18451)+~P21(x18452)+~P37(x18451)+~P37(x18452)+E(f3(f344(x18451,x18452),x18453),f3(x18452,f3(x18451,x18453)))+~P23(x18453,f8(f344(x18451,x18452)))
% 3.46/3.58  [1887]P15(x18871)+~P31(x18871)+~P32(x18871)+~P11(x18873,f359(x18871))+~P11(x18872,f359(x18871))+E(f338(x18871,f340(x18871,x18872,x18873),x18873),x18873)
% 3.46/3.58  [1946]~P34(x19463)+~P34(x19462)+~E(x19461,x19463)+P23(x19461,f158(x19462))+~E(f184(x19462,x19461,x19463),a1)+~P23(x19461,f357(x19462,f364(x19462,x19462)))
% 3.46/3.58  [1995]P3(x19951)+~P37(x19952)+~P23(x19953,x19951)+P23(f199(x19951,x19952),x19951)+E(f191(x19951,x19952),f196(x19951,x19952))+P23(f3(f207(x19951,x19952),x19953),f208(x19951,x19952,x19953))
% 3.46/3.58  [1996]P3(x19961)+~P37(x19962)+~P23(x19963,x19961)+P23(f199(x19961,x19962),x19961)+E(f200(x19961,x19962),f191(x19961,x19962))+P23(f3(f207(x19961,x19962),x19963),f208(x19961,x19962,x19963))
% 3.46/3.58  [2009]~P37(x20092)+~P23(x20093,x20091)+P3(x20091)+P23(f199(x20091,x20092),x20091)+P23(f191(x20091,x20092),x20091)+P23(f3(f207(x20091,x20092),x20093),f208(x20091,x20092,x20093))
% 3.46/3.58  [2010]~P37(x20102)+~P23(x20103,x20101)+P3(x20101)+~E(f197(x20101,x20102),f198(x20101,x20102))+P23(f199(x20101,x20102),x20101)+P23(f3(f207(x20101,x20102),x20103),f208(x20101,x20102,x20103))
% 3.46/3.58  [2015]~E(x20151,x20153)+~P34(x20153)+~P34(x20152)+P23(x20151,f158(x20152))+~P23(x20151,f357(x20152,f364(x20152,x20152)))+P11(f184(x20152,x20151,x20153),f341(f341(x20153)))
% 3.46/3.58  [2031]~P37(x20312)+~P23(x20313,x20311)+P3(x20311)+P23(f198(x20311,x20312),f196(x20311,x20312))+P23(f199(x20311,x20312),x20311)+P23(f3(f207(x20311,x20312),x20313),f208(x20311,x20312,x20313))
% 3.46/3.58  [2032]~P37(x20322)+~P23(x20323,x20321)+P3(x20321)+P23(f197(x20321,x20322),f200(x20321,x20322))+P23(f199(x20321,x20322),x20321)+P23(f3(f207(x20321,x20322),x20323),f208(x20321,x20322,x20323))
% 3.46/3.58  [2278]~P21(x22782)+~P37(x22782)+~P23(f22(x22782,x22783,x22781),x22781)+~P23(f22(x22782,x22783,x22781),f8(x22782))+E(x22781,f352(x22782,x22783))+~P23(f3(x22782,f22(x22782,x22783,x22781)),x22783)
% 3.46/3.58  [1589]~P21(x15892)+~P21(x15891)+~P37(x15892)+~P37(x15891)+~E(x15891,f348(x15892,x15893))+E(f8(x15891),f354(f8(x15892),f354(f8(x15892),x15893)))
% 3.46/3.58  [2079]~P34(x20792)+~P23(x20793,f158(x20792))+P23(f185(x20792,x20793,x20791),x20791)+E(x20791,a1)+~P23(f157(x20792,x20793),a36)+~P11(x20791,f341(f341(f157(x20792,x20793))))
% 3.46/3.58  [2143]~P37(x21432)+P3(x21431)+P23(f199(x21431,x21432),x21431)+~P23(x21433,f196(x21431,x21432))+P21(f207(x21431,x21432))+P23(f364(f364(f198(x21431,x21432),x21433),f364(f198(x21431,x21432),f198(x21431,x21432))),x21432)
% 3.46/3.58  [2144]~P37(x21442)+P3(x21441)+P23(f199(x21441,x21442),x21441)+~P23(x21443,f200(x21441,x21442))+P21(f207(x21441,x21442))+P23(f364(f364(f197(x21441,x21442),x21443),f364(f197(x21441,x21442),f197(x21441,x21442))),x21442)
% 3.46/3.58  [2145]~P37(x21452)+P3(x21451)+P23(f199(x21451,x21452),x21451)+~P23(x21453,f196(x21451,x21452))+P37(f207(x21451,x21452))+P23(f364(f364(f198(x21451,x21452),x21453),f364(f198(x21451,x21452),f198(x21451,x21452))),x21452)
% 3.46/3.58  [2146]~P37(x21462)+P3(x21461)+P23(f199(x21461,x21462),x21461)+~P23(x21463,f200(x21461,x21462))+P37(f207(x21461,x21462))+P23(f364(f364(f197(x21461,x21462),x21463),f364(f197(x21461,x21462),f197(x21461,x21462))),x21462)
% 3.46/3.58  [2147]P3(x21471)+~P37(x21472)+P23(f199(x21471,x21472),x21471)+~P23(x21473,f196(x21471,x21472))+E(f8(f207(x21471,x21472)),x21471)+P23(f364(f364(f198(x21471,x21472),x21473),f364(f198(x21471,x21472),f198(x21471,x21472))),x21472)
% 3.46/3.58  [2148]P3(x21481)+~P37(x21482)+P23(f199(x21481,x21482),x21481)+~P23(x21483,f200(x21481,x21482))+E(f8(f207(x21481,x21482)),x21481)+P23(f364(f364(f197(x21481,x21482),x21483),f364(f197(x21481,x21482),f197(x21481,x21482))),x21482)
% 3.46/3.58  [2484]~P37(x24841)+~P37(x24843)+~P37(x24842)+E(x24841,f344(x24842,x24843))+P23(f364(f364(f320(x24842,x24843,x24841),f322(x24842,x24843,x24841)),f364(f320(x24842,x24843,x24841),f320(x24842,x24843,x24841))),x24841)+P23(f364(f364(f320(x24842,x24843,x24841),f323(x24842,x24843,x24841)),f364(f320(x24842,x24843,x24841),f320(x24842,x24843,x24841))),x24842)
% 3.46/3.58  [2485]~P37(x24851)+~P37(x24853)+~P37(x24852)+E(x24851,f344(x24852,x24853))+P23(f364(f364(f320(x24852,x24853,x24851),f322(x24852,x24853,x24851)),f364(f320(x24852,x24853,x24851),f320(x24852,x24853,x24851))),x24851)+P23(f364(f364(f323(x24852,x24853,x24851),f322(x24852,x24853,x24851)),f364(f323(x24852,x24853,x24851),f323(x24852,x24853,x24851))),x24853)
% 3.46/3.58  [2532]~P37(x25321)+~P37(x25322)+~P23(f273(x25322,x25323,x25321),x25323)+E(x25321,f348(x25322,x25323))+~P23(f364(f364(f273(x25322,x25323,x25321),f281(x25322,x25323,x25321)),f364(f273(x25322,x25323,x25321),f273(x25322,x25323,x25321))),x25321)+~P23(f364(f364(f273(x25322,x25323,x25321),f281(x25322,x25323,x25321)),f364(f273(x25322,x25323,x25321),f273(x25322,x25323,x25321))),x25322)
% 3.46/3.58  [2533]~P37(x25331)+~P37(x25333)+~P23(f334(x25332,x25333,x25331),x25332)+E(x25331,f355(x25332,x25333))+~P23(f364(f364(f319(x25332,x25333,x25331),f334(x25332,x25333,x25331)),f364(f319(x25332,x25333,x25331),f319(x25332,x25333,x25331))),x25331)+~P23(f364(f364(f319(x25332,x25333,x25331),f334(x25332,x25333,x25331)),f364(f319(x25332,x25333,x25331),f319(x25332,x25333,x25331))),x25333)
% 3.46/3.58  [1920]~P21(x19202)+~P45(x19201,x19204)+~P46(x19202,x19203,x19201)+~P41(x19202,x19203,x19201)+P41(x19202,x19203,x19204)+E(x19201,a1)
% 3.46/3.58  [1925]~P21(x19251)+~P46(x19251,x19252,x19254)+~P41(x19251,x19252,x19254)+P41(x19251,x19252,x19253)+~P45(x19254,x19253)+~E(x19252,a1)
% 3.46/3.58  [1522]~P21(x15223)+~P37(x15223)+P23(x15221,x15222)+~P23(x15224,f8(x15223))+~E(x15221,f3(x15223,x15224))+~E(x15222,f345(x15223))
% 3.46/3.58  [1692]~P21(x16923)+~P37(x16923)+P23(x16921,x16922)+~P23(x16921,f8(x16923))+~P23(f3(x16923,x16921),x16924)+~E(x16922,f352(x16923,x16924))
% 3.46/3.58  [1892]~P21(x18922)+~P46(x18922,x18924,x18921)+~P41(x18922,x18924,x18921)+~P23(x18923,x18924)+E(x18921,a1)+P23(f3(x18922,x18923),f345(x18922))
% 3.46/3.58  [2129]~P21(x21293)+~P37(x21293)+~P37(x21292)+E(f137(x21291,x21292,x21293),f140(x21291,x21292,x21293))+~P23(x21294,f141(x21291,x21292,x21293))+E(f150(x21291,x21292,x21293,x21294),x21294)
% 3.46/3.58  [2130]~P21(x21303)+~P37(x21303)+~P37(x21302)+E(f142(x21301,x21302,x21303),f137(x21301,x21302,x21303))+~P23(x21304,f141(x21301,x21302,x21303))+E(f150(x21301,x21302,x21303,x21304),x21304)
% 3.46/3.58  [2164]~P21(x21643)+~P37(x21643)+~P37(x21642)+~E(f142(x21641,x21642,x21643),f140(x21641,x21642,x21643))+~P23(x21644,f141(x21641,x21642,x21643))+E(f150(x21641,x21642,x21643,x21644),x21644)
% 3.46/3.58  [2291]~P21(x22913)+~P37(x22913)+~P37(x22912)+~P23(x22914,f141(x22911,x22912,x22913))+E(f137(x22911,x22912,x22913),f140(x22911,x22912,x22913))+P23(f150(x22911,x22912,x22913,x22914),f4(x22911,x22911))
% 3.46/3.58  [2292]~P21(x22923)+~P37(x22923)+~P37(x22922)+~P23(x22924,f141(x22921,x22922,x22923))+E(f142(x22921,x22922,x22923),f137(x22921,x22922,x22923))+P23(f150(x22921,x22922,x22923,x22924),f4(x22921,x22921))
% 3.46/3.58  [2303]~P21(x23033)+~P37(x23033)+~P37(x23032)+~E(f142(x23031,x23032,x23033),f140(x23031,x23032,x23033))+~P23(x23034,f141(x23031,x23032,x23033))+P23(f150(x23031,x23032,x23033,x23034),f4(x23031,x23031))
% 3.46/3.58  [1844]~P23(x18442,x18444)+~P11(x18442,f341(x18441))+P23(f361(x18441,x18442),x18443)+~E(x18444,f7(x18441,x18443))+~P11(x18443,f341(f341(x18441)))+~P11(x18444,f341(f341(x18441)))
% 3.46/3.58  [1856]~P34(x18564)+~P34(x18563)+~P23(x18564,x18562)+~E(x18561,x18564)+P23(x18561,f193(x18562,x18563))+~P23(x18561,f357(x18563,f364(x18563,x18563)))
% 3.46/3.58  [1860]~P37(x18603)+~P23(x18602,x18604)+~P23(x18601,x18604)+~P45(x18601,x18602)+~E(x18603,f335(x18604))+P23(f364(f364(x18601,x18602),f364(x18601,x18601)),x18603)
% 3.46/3.58  [1877]P23(x18771,x18772)+~P11(x18771,f341(x18773))+~P23(f361(x18773,x18771),x18774)+~E(x18772,f7(x18773,x18774))+~P11(x18772,f341(f341(x18773)))+~P11(x18774,f341(f341(x18773)))
% 3.46/3.58  [1994]~P37(x19943)+~P23(x19942,x19944)+~P23(x19941,x19944)+P45(x19941,x19942)+~E(x19943,f335(x19944))+~P23(f364(f364(x19941,x19942),f364(x19941,x19941)),x19943)
% 3.46/3.58  [1997]~P21(x19974)+~P37(x19974)+~P23(f350(x19974,x19971),x19973)+P23(x19971,f194(x19972,x19973,x19974))+~P23(x19971,f341(f8(x19974)))+~P11(x19973,f341(f341(x19972)))
% 3.46/3.58  [2067]~P21(x20673)+~P37(x20673)+~P23(x20674,f165(x20671,x20672,x20673))+E(f161(x20671,x20672,x20673),f162(x20671,x20672,x20673))+P23(f350(x20673,x20674),x20672)+~P11(x20672,f341(f341(x20671)))
% 3.46/3.58  [2068]~P21(x20683)+~P37(x20683)+~P23(x20684,f165(x20681,x20682,x20683))+E(f166(x20681,x20682,x20683),f161(x20681,x20682,x20683))+P23(f350(x20683,x20684),x20682)+~P11(x20682,f341(f341(x20681)))
% 3.46/3.58  [2080]P3(x20801)+~P37(x20802)+~P23(x20803,f86(x20801,x20802))+~P23(x20804,f89(x20801,x20802,x20803))+E(f81(x20801,x20802),f82(x20801,x20802))+P23(f364(f364(x20803,x20804),f364(x20803,x20803)),x20802)
% 3.46/3.58  [2081]P3(x20811)+~P37(x20812)+~P23(x20813,f86(x20811,x20812))+~P23(x20814,f89(x20811,x20812,x20813))+E(f87(x20811,x20812),f81(x20811,x20812))+P23(f364(f364(x20813,x20814),f364(x20813,x20813)),x20812)
% 3.46/3.58  [2085]~P37(x20852)+P3(x20851)+~P23(x20853,f86(x20851,x20852))+~P23(x20854,f89(x20851,x20852,x20853))+P23(f81(x20851,x20852),x20851)+P23(f364(f364(x20853,x20854),f364(x20853,x20853)),x20852)
% 3.46/3.58  [2087]~P37(x20874)+P3(x20871)+~E(f83(x20871,x20874),f84(x20871,x20874))+~P23(x20872,f86(x20871,x20874))+~P23(x20873,f89(x20871,x20874,x20872))+P23(f364(f364(x20872,x20873),f364(x20872,x20872)),x20874)
% 3.46/3.58  [2092]~P21(x20921)+~P37(x20921)+~P23(x20922,f165(x20924,x20923,x20921))+~E(f166(x20924,x20923,x20921),f162(x20924,x20923,x20921))+P23(f350(x20921,x20922),x20923)+~P11(x20923,f341(f341(x20924)))
% 3.46/3.58  [2094]~P37(x20942)+P3(x20941)+~P23(x20943,f86(x20941,x20942))+~P23(x20944,f89(x20941,x20942,x20943))+P23(f84(x20941,x20942),f82(x20941,x20942))+P23(f364(f364(x20943,x20944),f364(x20943,x20943)),x20942)
% 3.46/3.58  [2095]~P37(x20952)+P3(x20951)+~P23(x20953,f86(x20951,x20952))+~P23(x20954,f89(x20951,x20952,x20953))+P23(f83(x20951,x20952),f87(x20951,x20952))+P23(f364(f364(x20953,x20954),f364(x20953,x20953)),x20952)
% 3.46/3.58  [2111]~P21(x21111)+~P37(x21111)+~P23(x21112,f165(x21114,x21113,x21111))+P23(f350(x21111,x21112),x21113)+~P11(x21113,f341(f341(x21114)))+P23(f350(x21111,f162(x21114,x21113,x21111)),x21113)
% 3.46/3.58  [2112]~P21(x21121)+~P37(x21121)+~P23(x21122,f165(x21124,x21123,x21121))+P23(f350(x21121,x21122),x21123)+~P11(x21123,f341(f341(x21124)))+P23(f350(x21121,f166(x21124,x21123,x21121)),x21123)
% 3.46/3.58  [2155]~P21(x21553)+~P37(x21553)+E(f161(x21551,x21552,x21553),f162(x21551,x21552,x21553))+~P23(x21554,f165(x21551,x21552,x21553))+E(f167(x21551,x21552,x21553,x21554),x21554)+~P11(x21552,f341(f341(x21551)))
% 3.46/3.58  [2156]~P21(x21563)+~P37(x21563)+E(f166(x21561,x21562,x21563),f161(x21561,x21562,x21563))+~P23(x21564,f165(x21561,x21562,x21563))+E(f167(x21561,x21562,x21563,x21564),x21564)+~P11(x21562,f341(f341(x21561)))
% 3.46/3.58  [2185]~P21(x21853)+~P37(x21853)+~E(f166(x21851,x21852,x21853),f162(x21851,x21852,x21853))+~P23(x21854,f165(x21851,x21852,x21853))+E(f167(x21851,x21852,x21853,x21854),x21854)+~P11(x21852,f341(f341(x21851)))
% 3.46/3.58  [2230]~P21(x22303)+~P37(x22303)+~P23(x22304,f165(x22301,x22302,x22303))+E(f167(x22301,x22302,x22303,x22304),x22304)+P23(f350(x22303,f162(x22301,x22302,x22303)),x22302)+~P11(x22302,f341(f341(x22301)))
% 3.46/3.58  [2231]~P21(x22313)+~P37(x22313)+~P23(x22314,f165(x22311,x22312,x22313))+E(f167(x22311,x22312,x22313,x22314),x22314)+P23(f350(x22313,f166(x22311,x22312,x22313)),x22312)+~P11(x22312,f341(f341(x22311)))
% 3.46/3.58  [2294]~P21(x22943)+~P37(x22943)+~P23(x22944,f165(x22941,x22942,x22943))+E(f161(x22941,x22942,x22943),f162(x22941,x22942,x22943))+~P11(x22942,f341(f341(x22941)))+P23(f167(x22941,x22942,x22943,x22944),f341(f8(x22943)))
% 3.46/3.58  [2295]~P21(x22953)+~P37(x22953)+~P23(x22954,f165(x22951,x22952,x22953))+E(f166(x22951,x22952,x22953),f161(x22951,x22952,x22953))+~P11(x22952,f341(f341(x22951)))+P23(f167(x22951,x22952,x22953,x22954),f341(f8(x22953)))
% 3.46/3.58  [2306]~P21(x23063)+~P37(x23063)+~E(f166(x23061,x23062,x23063),f162(x23061,x23062,x23063))+~P23(x23064,f165(x23061,x23062,x23063))+~P11(x23062,f341(f341(x23061)))+P23(f167(x23061,x23062,x23063,x23064),f341(f8(x23063)))
% 3.46/3.58  [2329]~P21(x23291)+~P37(x23291)+~P23(x23294,f165(x23292,x23293,x23291))+~P11(x23293,f341(f341(x23292)))+P23(f350(x23291,f162(x23292,x23293,x23291)),x23293)+P23(f167(x23292,x23293,x23291,x23294),f341(f8(x23291)))
% 3.46/3.58  [2330]~P21(x23301)+~P37(x23301)+~P23(x23304,f165(x23302,x23303,x23301))+~P11(x23303,f341(f341(x23302)))+P23(f350(x23301,f166(x23302,x23303,x23301)),x23303)+P23(f167(x23302,x23303,x23301,x23304),f341(f8(x23301)))
% 3.46/3.58  [2192]P3(x21921)+~P37(x21922)+~P23(x21924,f82(x21921,x21922))+~P23(x21923,f86(x21921,x21922))+E(f85(x21921,x21922,x21923),f89(x21921,x21922,x21923))+P23(f364(f364(f84(x21921,x21922),x21924),f364(f84(x21921,x21922),f84(x21921,x21922))),x21922)
% 3.46/3.58  [2193]P3(x21931)+~P37(x21932)+~P23(x21934,f87(x21931,x21932))+~P23(x21933,f86(x21931,x21932))+E(f85(x21931,x21932,x21933),f89(x21931,x21932,x21933))+P23(f364(f364(f83(x21931,x21932),x21934),f364(f83(x21931,x21932),f83(x21931,x21932))),x21932)
% 3.46/3.58  [2202]~P37(x22023)+P3(x22021)+~P23(x22024,f82(x22021,x22023))+~P23(x22022,f86(x22021,x22023))+P23(x22022,f89(x22021,x22023,x22022))+P23(f364(f364(f84(x22021,x22023),x22024),f364(f84(x22021,x22023),f84(x22021,x22023))),x22023)
% 3.46/3.58  [2203]~P37(x22033)+P3(x22031)+~P23(x22034,f87(x22031,x22033))+~P23(x22032,f86(x22031,x22033))+P23(x22032,f89(x22031,x22033,x22032))+P23(f364(f364(f83(x22031,x22033),x22034),f364(f83(x22031,x22033),f83(x22031,x22033))),x22033)
% 3.46/3.58  [2204]~P37(x22042)+P3(x22041)+~P23(x22044,f82(x22041,x22042))+~P23(x22043,f86(x22041,x22042))+P23(f85(x22041,x22042,x22043),x22041)+P23(f364(f364(f84(x22041,x22042),x22044),f364(f84(x22041,x22042),f84(x22041,x22042))),x22042)
% 3.46/3.58  [2205]~P37(x22052)+P3(x22051)+~P23(x22054,f87(x22051,x22052))+~P23(x22053,f86(x22051,x22052))+P23(f85(x22051,x22052,x22053),x22051)+P23(f364(f364(f83(x22051,x22052),x22054),f364(f83(x22051,x22052),f83(x22051,x22052))),x22052)
% 3.46/3.58  [2392]~P21(x23923)+~P37(x23923)+~P37(x23922)+~P23(x23924,f141(x23921,x23922,x23923))+E(f150(x23921,x23922,x23923,x23924),x23924)+E(f364(f364(f143(x23921,x23922,x23923),f144(x23921,x23922,x23923)),f364(f143(x23921,x23922,x23923),f143(x23921,x23922,x23923))),f140(x23921,x23922,x23923))
% 3.46/3.58  [2393]~P21(x23933)+~P37(x23933)+~P37(x23932)+~P23(x23934,f141(x23931,x23932,x23933))+E(f150(x23931,x23932,x23933,x23934),x23934)+E(f364(f364(f145(x23931,x23932,x23933),f146(x23931,x23932,x23933)),f364(f145(x23931,x23932,x23933),f145(x23931,x23932,x23933))),f142(x23931,x23932,x23933))
% 3.46/3.58  [2401]~P21(x24013)+~P37(x24013)+~P37(x24012)+~P23(x24014,f141(x24011,x24012,x24013))+P23(f150(x24011,x24012,x24013,x24014),f4(x24011,x24011))+E(f364(f364(f143(x24011,x24012,x24013),f144(x24011,x24012,x24013)),f364(f143(x24011,x24012,x24013),f143(x24011,x24012,x24013))),f140(x24011,x24012,x24013))
% 3.46/3.58  [2402]~P21(x24023)+~P37(x24023)+~P37(x24022)+~P23(x24024,f141(x24021,x24022,x24023))+P23(f150(x24021,x24022,x24023,x24024),f4(x24021,x24021))+E(f364(f364(f145(x24021,x24022,x24023),f146(x24021,x24022,x24023)),f364(f145(x24021,x24022,x24023),f145(x24021,x24022,x24023))),f142(x24021,x24022,x24023))
% 3.46/3.58  [2508]~P21(x25083)+~P37(x25083)+~P37(x25082)+~P23(x25084,f141(x25081,x25082,x25083))+E(f137(x25081,x25082,x25083),f140(x25081,x25082,x25083))+E(f364(f364(f151(x25081,x25082,x25083,x25084),f152(x25081,x25082,x25083,x25084)),f364(f151(x25081,x25082,x25083,x25084),f151(x25081,x25082,x25083,x25084))),x25084)
% 3.46/3.58  [2509]~P21(x25093)+~P37(x25093)+~P37(x25092)+~P23(x25094,f141(x25091,x25092,x25093))+E(f142(x25091,x25092,x25093),f137(x25091,x25092,x25093))+E(f364(f364(f151(x25091,x25092,x25093,x25094),f152(x25091,x25092,x25093,x25094)),f364(f151(x25091,x25092,x25093,x25094),f151(x25091,x25092,x25093,x25094))),x25094)
% 3.46/3.58  [2510]~P21(x25103)+~P37(x25103)+~P37(x25102)+~E(f142(x25101,x25102,x25103),f140(x25101,x25102,x25103))+~P23(x25104,f141(x25101,x25102,x25103))+E(f364(f364(f151(x25101,x25102,x25103,x25104),f152(x25101,x25102,x25103,x25104)),f364(f151(x25101,x25102,x25103,x25104),f151(x25101,x25102,x25103,x25104))),x25104)
% 3.46/3.58  [2529]~P21(x25293)+~P37(x25293)+~P37(x25292)+~P23(x25294,f141(x25291,x25292,x25293))+E(f364(f364(f143(x25291,x25292,x25293),f144(x25291,x25292,x25293)),f364(f143(x25291,x25292,x25293),f143(x25291,x25292,x25293))),f140(x25291,x25292,x25293))+E(f364(f364(f151(x25291,x25292,x25293,x25294),f152(x25291,x25292,x25293,x25294)),f364(f151(x25291,x25292,x25293,x25294),f151(x25291,x25292,x25293,x25294))),x25294)
% 3.46/3.58  [2530]~P21(x25303)+~P37(x25303)+~P37(x25302)+~P23(x25304,f141(x25301,x25302,x25303))+E(f364(f364(f145(x25301,x25302,x25303),f146(x25301,x25302,x25303)),f364(f145(x25301,x25302,x25303),f145(x25301,x25302,x25303))),f142(x25301,x25302,x25303))+E(f364(f364(f151(x25301,x25302,x25303,x25304),f152(x25301,x25302,x25303,x25304)),f364(f151(x25301,x25302,x25303,x25304),f151(x25301,x25302,x25303,x25304))),x25304)
% 3.46/3.58  [2197]~P34(x21972)+~P23(x21974,x21973)+~P23(x21971,f341(x21972))+P23(x21971,f186(x21972,x21973))+~E(x21971,f354(x21974,f364(x21972,x21972)))+~P11(x21973,f341(f341(f357(x21972,f364(x21972,x21972)))))
% 3.46/3.58  [2511]~P21(x25113)+~P37(x25113)+~P37(x25112)+~P23(x25114,f141(x25111,x25112,x25113))+E(f150(x25111,x25112,x25113,x25114),x25114)+P23(f364(f364(f3(x25113,f143(x25111,x25112,x25113)),f3(x25113,f144(x25111,x25112,x25113))),f364(f3(x25113,f143(x25111,x25112,x25113)),f3(x25113,f143(x25111,x25112,x25113)))),x25112)
% 3.46/3.58  [2512]~P21(x25123)+~P37(x25123)+~P37(x25122)+~P23(x25124,f141(x25121,x25122,x25123))+E(f150(x25121,x25122,x25123,x25124),x25124)+P23(f364(f364(f3(x25123,f145(x25121,x25122,x25123)),f3(x25123,f146(x25121,x25122,x25123))),f364(f3(x25123,f145(x25121,x25122,x25123)),f3(x25123,f145(x25121,x25122,x25123)))),x25122)
% 3.46/3.58  [2519]~P21(x25193)+~P37(x25193)+~P37(x25192)+~P23(x25194,f141(x25191,x25192,x25193))+P23(f150(x25191,x25192,x25193,x25194),f4(x25191,x25191))+P23(f364(f364(f3(x25193,f143(x25191,x25192,x25193)),f3(x25193,f144(x25191,x25192,x25193))),f364(f3(x25193,f143(x25191,x25192,x25193)),f3(x25193,f143(x25191,x25192,x25193)))),x25192)
% 3.46/3.58  [2520]~P21(x25203)+~P37(x25203)+~P37(x25202)+~P23(x25204,f141(x25201,x25202,x25203))+P23(f150(x25201,x25202,x25203,x25204),f4(x25201,x25201))+P23(f364(f364(f3(x25203,f145(x25201,x25202,x25203)),f3(x25203,f146(x25201,x25202,x25203))),f364(f3(x25203,f145(x25201,x25202,x25203)),f3(x25203,f145(x25201,x25202,x25203)))),x25202)
% 3.46/3.58  [2554]~P21(x25543)+~P37(x25543)+~P37(x25542)+~P23(x25544,f141(x25541,x25542,x25543))+E(f364(f364(f151(x25541,x25542,x25543,x25544),f152(x25541,x25542,x25543,x25544)),f364(f151(x25541,x25542,x25543,x25544),f151(x25541,x25542,x25543,x25544))),x25544)+P23(f364(f364(f3(x25543,f143(x25541,x25542,x25543)),f3(x25543,f144(x25541,x25542,x25543))),f364(f3(x25543,f143(x25541,x25542,x25543)),f3(x25543,f143(x25541,x25542,x25543)))),x25542)
% 3.46/3.58  [2555]~P21(x25553)+~P37(x25553)+~P37(x25552)+~P23(x25554,f141(x25551,x25552,x25553))+E(f364(f364(f151(x25551,x25552,x25553,x25554),f152(x25551,x25552,x25553,x25554)),f364(f151(x25551,x25552,x25553,x25554),f151(x25551,x25552,x25553,x25554))),x25554)+P23(f364(f364(f3(x25553,f145(x25551,x25552,x25553)),f3(x25553,f146(x25551,x25552,x25553))),f364(f3(x25553,f145(x25551,x25552,x25553)),f3(x25553,f145(x25551,x25552,x25553)))),x25552)
% 3.46/3.58  [2578]~P21(x25783)+~P37(x25782)+~P37(x25783)+~P23(x25784,f141(x25781,x25782,x25783))+E(f137(x25781,x25782,x25783),f140(x25781,x25782,x25783))+P23(f364(f364(f3(x25783,f151(x25781,x25782,x25783,x25784)),f3(x25783,f152(x25781,x25782,x25783,x25784))),f364(f3(x25783,f151(x25781,x25782,x25783,x25784)),f3(x25783,f151(x25781,x25782,x25783,x25784)))),x25782)
% 3.46/3.58  [2579]~P21(x25793)+~P37(x25792)+~P37(x25793)+~P23(x25794,f141(x25791,x25792,x25793))+E(f142(x25791,x25792,x25793),f137(x25791,x25792,x25793))+P23(f364(f364(f3(x25793,f151(x25791,x25792,x25793,x25794)),f3(x25793,f152(x25791,x25792,x25793,x25794))),f364(f3(x25793,f151(x25791,x25792,x25793,x25794)),f3(x25793,f151(x25791,x25792,x25793,x25794)))),x25792)
% 3.46/3.58  [2580]~P21(x25801)+~P37(x25803)+~P37(x25801)+~E(f142(x25802,x25803,x25801),f140(x25802,x25803,x25801))+~P23(x25804,f141(x25802,x25803,x25801))+P23(f364(f364(f3(x25801,f151(x25802,x25803,x25801,x25804)),f3(x25801,f152(x25802,x25803,x25801,x25804))),f364(f3(x25801,f151(x25802,x25803,x25801,x25804)),f3(x25801,f151(x25802,x25803,x25801,x25804)))),x25803)
% 3.46/3.58  [2581]~P21(x25813)+~P37(x25812)+~P37(x25813)+~P23(x25814,f141(x25811,x25812,x25813))+E(f364(f364(f143(x25811,x25812,x25813),f144(x25811,x25812,x25813)),f364(f143(x25811,x25812,x25813),f143(x25811,x25812,x25813))),f140(x25811,x25812,x25813))+P23(f364(f364(f3(x25813,f151(x25811,x25812,x25813,x25814)),f3(x25813,f152(x25811,x25812,x25813,x25814))),f364(f3(x25813,f151(x25811,x25812,x25813,x25814)),f3(x25813,f151(x25811,x25812,x25813,x25814)))),x25812)
% 3.46/3.58  [2582]~P21(x25823)+~P37(x25822)+~P37(x25823)+~P23(x25824,f141(x25821,x25822,x25823))+E(f364(f364(f145(x25821,x25822,x25823),f146(x25821,x25822,x25823)),f364(f145(x25821,x25822,x25823),f145(x25821,x25822,x25823))),f142(x25821,x25822,x25823))+P23(f364(f364(f3(x25823,f151(x25821,x25822,x25823,x25824)),f3(x25823,f152(x25821,x25822,x25823,x25824))),f364(f3(x25823,f151(x25821,x25822,x25823,x25824)),f3(x25823,f151(x25821,x25822,x25823,x25824)))),x25822)
% 3.46/3.58  [2583]~P21(x25831)+~P37(x25833)+~P37(x25831)+~P23(x25834,f141(x25832,x25833,x25831))+P23(f364(f364(f3(x25831,f143(x25832,x25833,x25831)),f3(x25831,f144(x25832,x25833,x25831))),f364(f3(x25831,f143(x25832,x25833,x25831)),f3(x25831,f143(x25832,x25833,x25831)))),x25833)+P23(f364(f364(f3(x25831,f151(x25832,x25833,x25831,x25834)),f3(x25831,f152(x25832,x25833,x25831,x25834))),f364(f3(x25831,f151(x25832,x25833,x25831,x25834)),f3(x25831,f151(x25832,x25833,x25831,x25834)))),x25833)
% 3.46/3.58  [2584]~P21(x25841)+~P37(x25843)+~P37(x25841)+~P23(x25844,f141(x25842,x25843,x25841))+P23(f364(f364(f3(x25841,f145(x25842,x25843,x25841)),f3(x25841,f146(x25842,x25843,x25841))),f364(f3(x25841,f145(x25842,x25843,x25841)),f3(x25841,f145(x25842,x25843,x25841)))),x25843)+P23(f364(f364(f3(x25841,f151(x25842,x25843,x25841,x25844)),f3(x25841,f152(x25842,x25843,x25841,x25844))),f364(f3(x25841,f151(x25842,x25843,x25841,x25844)),f3(x25841,f151(x25842,x25843,x25841,x25844)))),x25843)
% 3.46/3.58  [1923]~P46(x19234,x19233,x19231)+~P41(x19234,x19233,x19231)+P23(x19232,x19233)+~P21(x19234)+E(x19231,a1)+~P23(x19232,f352(x19234,x19235))
% 3.46/3.58  [1975]~P21(x19752)+~P41(x19752,x19755,x19751)+~P46(x19752,x19755,x19751)+~P23(x19753,f352(x19752,x19754))+E(x19751,a1)+P23(f3(x19752,x19753),x19754)
% 3.46/3.58  [2076]~P37(x20763)+~P37(x20765)+~P23(x20762,x20764)+~E(x20763,f355(x20764,x20765))+~P23(f364(f364(x20761,x20762),f364(x20761,x20761)),x20765)+P23(f364(f364(x20761,x20762),f364(x20761,x20761)),x20763)
% 3.46/3.58  [2077]~P37(x20773)+~P37(x20774)+~P23(x20771,x20775)+~E(x20773,f348(x20774,x20775))+~P23(f364(f364(x20771,x20772),f364(x20771,x20771)),x20774)+P23(f364(f364(x20771,x20772),f364(x20771,x20771)),x20773)
% 3.46/3.58  [2367]P3(x23671)+~P37(x23672)+E(f60(x23671,x23672),f61(x23671,x23672))+~P23(x23674,f67(x23671,x23672,x23675,x23673))+~P23(f364(f364(x23675,x23673),f364(x23675,x23675)),f64(x23671,x23672))+P23(f364(f364(x23673,x23674),f364(x23673,x23673)),x23672)
% 3.46/3.58  [2368]P3(x23681)+~P37(x23682)+E(f65(x23681,x23682),f60(x23681,x23682))+~P23(x23684,f67(x23681,x23682,x23685,x23683))+~P23(f364(f364(x23685,x23683),f364(x23685,x23685)),f64(x23681,x23682))+P23(f364(f364(x23683,x23684),f364(x23683,x23683)),x23682)
% 3.46/3.58  [2372]~P37(x23722)+P3(x23721)+P23(f60(x23721,x23722),x23721)+~P23(x23724,f67(x23721,x23722,x23725,x23723))+~P23(f364(f364(x23725,x23723),f364(x23725,x23725)),f64(x23721,x23722))+P23(f364(f364(x23723,x23724),f364(x23723,x23723)),x23722)
% 3.46/3.58  [2373]~P37(x23734)+P3(x23731)+~E(f62(x23731,x23734),f63(x23731,x23734))+~P23(x23733,f67(x23731,x23734,x23735,x23732))+~P23(f364(f364(x23735,x23732),f364(x23735,x23735)),f64(x23731,x23734))+P23(f364(f364(x23732,x23733),f364(x23732,x23732)),x23734)
% 3.46/3.58  [2376]~P37(x23762)+P3(x23761)+P23(f63(x23761,x23762),f61(x23761,x23762))+~P23(x23764,f67(x23761,x23762,x23765,x23763))+~P23(f364(f364(x23765,x23763),f364(x23765,x23765)),f64(x23761,x23762))+P23(f364(f364(x23763,x23764),f364(x23763,x23763)),x23762)
% 3.46/3.58  [2377]~P37(x23772)+P3(x23771)+P23(f62(x23771,x23772),f65(x23771,x23772))+~P23(x23774,f67(x23771,x23772,x23775,x23773))+~P23(f364(f364(x23775,x23773),f364(x23775,x23775)),f64(x23771,x23772))+P23(f364(f364(x23773,x23774),f364(x23773,x23773)),x23772)
% 3.46/3.58  [2557]~P37(x25574)+~P37(x25573)+~P37(x25572)+~E(x25574,f344(x25572,x25573))+~P23(f364(f364(x25571,x25575),f364(x25571,x25571)),x25574)+P23(f364(f364(x25571,f321(x25572,x25573,x25574,x25571,x25575)),f364(x25571,x25571)),x25572)
% 3.46/3.58  [2268]~P37(x22683)+P3(x22681)+P23(x22682,x22681)+~P23(x22684,f61(x22681,x22683))+~P23(f364(f364(x22682,x22685),f364(x22682,x22682)),f64(x22681,x22683))+P23(f364(f364(f63(x22681,x22683),x22684),f364(f63(x22681,x22683),f63(x22681,x22683))),x22683)
% 3.46/3.58  [2269]~P37(x22693)+P3(x22691)+P23(x22692,x22691)+~P23(x22694,f65(x22691,x22693))+~P23(f364(f364(x22692,x22695),f364(x22692,x22692)),f64(x22691,x22693))+P23(f364(f364(f62(x22691,x22693),x22694),f364(f62(x22691,x22693),f62(x22691,x22693))),x22693)
% 3.46/3.58  [2308]P3(x23081)+~P37(x23082)+~P23(x23085,f96(x23081,x23082))+~P23(x23084,f99(x23081,x23082,x23083))+E(f98(x23081,x23082,x23083,x23084),x23084)+P23(f364(f364(f97(x23081,x23082),x23085),f364(f97(x23081,x23082),f97(x23081,x23082))),x23082)
% 3.46/3.58  [2309]P3(x23091)+~P37(x23092)+~P23(x23095,f101(x23091,x23092))+~P23(x23094,f99(x23091,x23092,x23093))+E(f98(x23091,x23092,x23093,x23094),x23094)+P23(f364(f364(f102(x23091,x23092),x23095),f364(f102(x23091,x23092),f102(x23091,x23092))),x23092)
% 3.46/3.58  [2332]P3(x23321)+~P37(x23322)+~P23(x23325,f61(x23321,x23322))+E(f67(x23321,x23322,x23323,x23324),x23323)+~P23(f364(f364(x23323,x23324),f364(x23323,x23323)),f64(x23321,x23322))+P23(f364(f364(f63(x23321,x23322),x23325),f364(f63(x23321,x23322),f63(x23321,x23322))),x23322)
% 3.46/3.58  [2333]P3(x23331)+~P37(x23332)+~P23(x23335,f65(x23331,x23332))+E(f67(x23331,x23332,x23333,x23334),x23333)+~P23(f364(f364(x23333,x23334),f364(x23333,x23333)),f64(x23331,x23332))+P23(f364(f364(f62(x23331,x23332),x23335),f364(f62(x23331,x23332),f62(x23331,x23332))),x23332)
% 3.46/3.58  [2353]P3(x23531)+~P37(x23532)+~P23(x23535,f96(x23531,x23532))+~P23(x23534,f99(x23531,x23532,x23533))+E(f103(x23531,x23532,x23533,x23534),f104(x23531,x23532,x23533,x23534))+P23(f364(f364(f97(x23531,x23532),x23535),f364(f97(x23531,x23532),f97(x23531,x23532))),x23532)
% 3.46/3.58  [2354]P3(x23541)+~P37(x23542)+~P23(x23545,f101(x23541,x23542))+~P23(x23544,f99(x23541,x23542,x23543))+E(f103(x23541,x23542,x23543,x23544),f104(x23541,x23542,x23543,x23544))+P23(f364(f364(f102(x23541,x23542),x23545),f364(f102(x23541,x23542),f102(x23541,x23542))),x23542)
% 3.46/3.58  [2355]~P37(x23552)+P3(x23551)+~P23(x23555,f96(x23551,x23552))+~P23(x23554,f99(x23551,x23552,x23553))+P23(f104(x23551,x23552,x23553,x23554),x23551)+P23(f364(f364(f97(x23551,x23552),x23555),f364(f97(x23551,x23552),f97(x23551,x23552))),x23552)
% 3.46/3.58  [2356]~P37(x23562)+P3(x23561)+~P23(x23565,f101(x23561,x23562))+~P23(x23564,f99(x23561,x23562,x23563))+P23(f104(x23561,x23562,x23563,x23564),x23561)+P23(f364(f364(f102(x23561,x23562),x23565),f364(f102(x23561,x23562),f102(x23561,x23562))),x23562)
% 3.46/3.58  [2369]~P37(x23692)+P3(x23691)+~P23(x23695,f96(x23691,x23692))+~P23(x23694,f99(x23691,x23692,x23693))+P23(f98(x23691,x23692,x23693,x23694),f4(x23691,x23693))+P23(f364(f364(f97(x23691,x23692),x23695),f364(f97(x23691,x23692),f97(x23691,x23692))),x23692)
% 3.46/3.58  [2370]~P37(x23702)+P3(x23701)+~P23(x23705,f101(x23701,x23702))+~P23(x23704,f99(x23701,x23702,x23703))+P23(f98(x23701,x23702,x23703,x23704),f4(x23701,x23703))+P23(f364(f364(f102(x23701,x23702),x23705),f364(f102(x23701,x23702),f102(x23701,x23702))),x23702)
% 3.46/3.58  [2380]~P37(x23803)+P3(x23801)+~P23(x23805,f61(x23801,x23803))+P23(x23802,f67(x23801,x23803,x23804,x23802))+~P23(f364(f364(x23804,x23802),f364(x23804,x23804)),f64(x23801,x23803))+P23(f364(f364(f63(x23801,x23803),x23805),f364(f63(x23801,x23803),f63(x23801,x23803))),x23803)
% 3.46/3.58  [2381]~P37(x23813)+P3(x23811)+~P23(x23815,f65(x23811,x23813))+P23(x23812,f67(x23811,x23813,x23814,x23812))+~P23(f364(f364(x23814,x23812),f364(x23814,x23814)),f64(x23811,x23813))+P23(f364(f364(f62(x23811,x23813),x23815),f364(f62(x23811,x23813),f62(x23811,x23813))),x23813)
% 3.46/3.58  [2403]~P37(x24032)+P3(x24031)+~P23(x24035,f96(x24031,x24032))+~P23(x24034,f99(x24031,x24032,x24033))+P23(f105(x24031,x24032,x24033,x24034),f103(x24031,x24032,x24033,x24034))+P23(f364(f364(f97(x24031,x24032),x24035),f364(f97(x24031,x24032),f97(x24031,x24032))),x24032)
% 3.46/3.58  [2404]~P37(x24042)+P3(x24041)+~P23(x24045,f101(x24041,x24042))+~P23(x24044,f99(x24041,x24042,x24043))+P23(f105(x24041,x24042,x24043,x24044),f103(x24041,x24042,x24043,x24044))+P23(f364(f364(f102(x24041,x24042),x24045),f364(f102(x24041,x24042),f102(x24041,x24042))),x24042)
% 3.46/3.58  [2521]P3(x25211)+~P37(x25212)+~P23(x25215,f96(x25211,x25212))+~P23(x25214,f99(x25211,x25212,x25213))+E(f364(f364(f104(x25211,x25212,x25213,x25214),f105(x25211,x25212,x25213,x25214)),f364(f104(x25211,x25212,x25213,x25214),f104(x25211,x25212,x25213,x25214))),x25214)+P23(f364(f364(f97(x25211,x25212),x25215),f364(f97(x25211,x25212),f97(x25211,x25212))),x25212)
% 3.46/3.58  [2522]P3(x25221)+~P37(x25222)+~P23(x25225,f101(x25221,x25222))+~P23(x25224,f99(x25221,x25222,x25223))+E(f364(f364(f104(x25221,x25222,x25223,x25224),f105(x25221,x25222,x25223,x25224)),f364(f104(x25221,x25222,x25223,x25224),f104(x25221,x25222,x25223,x25224))),x25224)+P23(f364(f364(f102(x25221,x25222),x25225),f364(f102(x25221,x25222),f102(x25221,x25222))),x25222)
% 3.46/3.58  [2541]P3(x25411)+~P37(x25412)+~P23(x25414,f99(x25411,x25412,x25413))+~P23(x25415,f103(x25411,x25412,x25413,x25414))+E(f91(x25411,x25412),f93(x25411,x25412))+P23(f364(f364(f105(x25411,x25412,x25413,x25414),x25415),f364(f105(x25411,x25412,x25413,x25414),f105(x25411,x25412,x25413,x25414))),x25412)
% 3.46/3.58  [2542]P3(x25421)+~P37(x25422)+~P23(x25424,f99(x25421,x25422,x25423))+~P23(x25425,f103(x25421,x25422,x25423,x25424))+E(f94(x25421,x25422),f91(x25421,x25422))+P23(f364(f364(f105(x25421,x25422,x25423,x25424),x25425),f364(f105(x25421,x25422,x25423,x25424),f105(x25421,x25422,x25423,x25424))),x25422)
% 3.46/3.58  [2543]P3(x25431)+~P37(x25432)+~P23(x25434,f99(x25431,x25432,x25433))+~P23(x25435,f103(x25431,x25432,x25433,x25434))+E(f95(x25431,x25432),f96(x25431,x25432))+P23(f364(f364(f105(x25431,x25432,x25433,x25434),x25435),f364(f105(x25431,x25432,x25433,x25434),f105(x25431,x25432,x25433,x25434))),x25432)
% 3.46/3.58  [2544]P3(x25441)+~P37(x25442)+~P23(x25444,f99(x25441,x25442,x25443))+~P23(x25445,f103(x25441,x25442,x25443,x25444))+E(f100(x25441,x25442),f101(x25441,x25442))+P23(f364(f364(f105(x25441,x25442,x25443,x25444),x25445),f364(f105(x25441,x25442,x25443,x25444),f105(x25441,x25442,x25443,x25444))),x25442)
% 3.46/3.58  [2545]~P37(x25452)+P3(x25451)+~P23(x25454,f99(x25451,x25452,x25453))+~P23(x25455,f103(x25451,x25452,x25453,x25454))+P23(f95(x25451,x25452),x25451)+P23(f364(f364(f105(x25451,x25452,x25453,x25454),x25455),f364(f105(x25451,x25452,x25453,x25454),f105(x25451,x25452,x25453,x25454))),x25452)
% 3.46/3.58  [2546]~P37(x25462)+P3(x25461)+~P23(x25464,f99(x25461,x25462,x25463))+~P23(x25465,f103(x25461,x25462,x25463,x25464))+P23(f100(x25461,x25462),x25461)+P23(f364(f364(f105(x25461,x25462,x25463,x25464),x25465),f364(f105(x25461,x25462,x25463,x25464),f105(x25461,x25462,x25463,x25464))),x25462)
% 3.46/3.58  [2547]~P37(x25472)+P3(x25471)+~E(f94(x25471,x25472),f93(x25471,x25472))+~P23(x25474,f99(x25471,x25472,x25473))+~P23(x25475,f103(x25471,x25472,x25473,x25474))+P23(f364(f364(f105(x25471,x25472,x25473,x25474),x25475),f364(f105(x25471,x25472,x25473,x25474),f105(x25471,x25472,x25473,x25474))),x25472)
% 3.46/3.58  [2548]~P37(x25482)+P3(x25481)+~P23(x25484,f99(x25481,x25482,x25483))+~P23(x25485,f103(x25481,x25482,x25483,x25484))+P23(f97(x25481,x25482),f96(x25481,x25482))+P23(f364(f364(f105(x25481,x25482,x25483,x25484),x25485),f364(f105(x25481,x25482,x25483,x25484),f105(x25481,x25482,x25483,x25484))),x25482)
% 3.46/3.58  [2549]~P37(x25492)+P3(x25491)+~P23(x25494,f99(x25491,x25492,x25493))+~P23(x25495,f103(x25491,x25492,x25493,x25494))+P23(f102(x25491,x25492),f101(x25491,x25492))+P23(f364(f364(f105(x25491,x25492,x25493,x25494),x25495),f364(f105(x25491,x25492,x25493,x25494),f105(x25491,x25492,x25493,x25494))),x25492)
% 3.46/3.58  [2550]P3(x25501)+~P37(x25502)+~P23(x25504,f99(x25501,x25502,x25503))+~P23(x25505,f103(x25501,x25502,x25503,x25504))+E(f364(f364(f95(x25501,x25502),f97(x25501,x25502)),f364(f95(x25501,x25502),f95(x25501,x25502))),f93(x25501,x25502))+P23(f364(f364(f105(x25501,x25502,x25503,x25504),x25505),f364(f105(x25501,x25502,x25503,x25504),f105(x25501,x25502,x25503,x25504))),x25502)
% 3.46/3.58  [2551]P3(x25511)+~P37(x25512)+~P23(x25514,f99(x25511,x25512,x25513))+~P23(x25515,f103(x25511,x25512,x25513,x25514))+E(f364(f364(f100(x25511,x25512),f102(x25511,x25512)),f364(f100(x25511,x25512),f100(x25511,x25512))),f94(x25511,x25512))+P23(f364(f364(f105(x25511,x25512,x25513,x25514),x25515),f364(f105(x25511,x25512,x25513,x25514),f105(x25511,x25512,x25513,x25514))),x25512)
% 3.46/3.58  [2585]~P37(x25853)+~P37(x25852)+~P37(x25851)+~E(x25853,f344(x25851,x25852))+~P23(f364(f364(x25854,x25855),f364(x25854,x25854)),x25853)+P23(f364(f364(f321(x25851,x25852,x25853,x25854,x25855),x25855),f364(f321(x25851,x25852,x25853,x25854,x25855),f321(x25851,x25852,x25853,x25854,x25855))),x25852)
% 3.46/3.58  [1287]~P37(x12871)+~P5(x12871)+~P8(x12871)+~P44(x12871)+~P58(x12871)+~P40(x12871)+P59(x12871)
% 3.46/3.58  [1664]~P37(x16641)+~P24(x16641,x16642)+~P25(x16641,x16642)+~P26(x16641,x16642)+~P27(x16641,x16642)+~P28(x16641,x16642)+P57(x16641,x16642)
% 3.46/3.58  [1313]~P21(x13131)+~P21(x13132)+~P37(x13131)+~P37(x13132)+~P35(x13131)+~E(x13132,f332(x13131))+E(f345(x13131),f8(x13132))
% 3.46/3.58  [1577]~P23(a250,a36)+P23(f252(x15771),x15771)+~P23(x15772,a247)+E(x15771,a1)+~E(f251(x15772),x15772)+P16(a5000)+~P11(x15771,f341(f341(a250)))
% 3.46/3.58  [1605]~P23(a250,a36)+P23(f252(x16051),x16051)+~P23(x16052,a247)+E(x16051,a1)+P16(a5000)+P23(f251(x16052),a247)+~P11(x16051,f341(f341(a250)))
% 3.46/3.58  [1611]~P34(x16112)+~P23(x16112,a36)+P23(f74(x16112,x16111),x16111)+E(x16111,a1)+~E(a75,a1)+~P16(a5000)+~P11(x16111,f341(f341(x16112)))
% 3.46/3.58  [1612]~P34(x16122)+~P23(x16122,a36)+P23(f74(x16122,x16121),x16121)+E(x16121,a1)+~E(a76,a1)+~P16(a5000)+~P11(x16121,f341(f341(x16122)))
% 3.46/3.58  [1613]~P23(a250,a36)+P23(f252(x16131),x16131)+~P23(x16132,a247)+E(x16131,a1)+P45(x16132,f251(x16132))+P16(a5000)+~P11(x16131,f341(f341(a250)))
% 3.46/3.58  [1622]~P34(x16222)+~P23(x16222,a36)+P23(f74(x16222,x16221),x16221)+E(x16221,a1)+P34(a75)+~P16(a5000)+~P11(x16221,f341(f341(x16222)))
% 3.46/3.58  [1623]~P34(x16232)+~P23(x16232,a36)+P23(f74(x16232,x16231),x16231)+E(x16231,a1)+P4(a75)+~P16(a5000)+~P11(x16231,f341(f341(x16232)))
% 3.46/3.58  [1654]~P34(x16542)+~P23(x16542,a36)+P23(f74(x16542,x16541),x16541)+E(x16541,a1)+P23(a75,a36)+~P16(a5000)+~P11(x16541,f341(f341(x16542)))
% 3.46/3.58  [1688]~P34(x16882)+~P23(x16882,a36)+P23(f74(x16882,x16881),x16881)+E(x16881,a1)+~P16(a5000)+~P11(x16881,f341(f341(x16882)))+P11(a76,f341(f341(a75)))
% 3.46/3.58  [1627]~P37(x16272)+~P37(x16271)+~P59(x16273)+~P48(x16273,x16271,x16272)+P59(x16271)+~P21(x16272)+~P37(x16273)
% 3.46/3.58  [1652]~P21(x16523)+~P37(x16523)+~P35(x16523)+E(x16521,x16522)+~P23(x16522,f8(x16523))+~P23(x16521,f8(x16523))+~E(f3(x16523,x16521),f3(x16523,x16522))
% 3.46/3.58  [1896]~P33(x18961)+~P31(x18961)+~P32(x18961)+P15(x18961)+P9(x18961,f339(x18961,x18962,x18963),x18962)+~P11(x18963,f359(x18961))+~P11(x18962,f359(x18961))
% 3.46/3.58  [1703]~P34(x17032)+~P23(x17033,a210)+~P23(x17032,a36)+P23(f213(x17032,x17031),x17031)+E(x17031,a1)+~E(f214(x17033),x17033)+~P11(x17031,f341(f341(x17032)))
% 3.46/3.58  [1727]~P34(x17273)+~P23(x17272,a210)+~P23(x17273,a36)+E(x17271,a1)+P23(f213(x17273,x17271),x17271)+~P11(x17271,f341(f341(x17273)))+P23(f214(x17272),a210)
% 3.46/3.58  [1730]~P34(x17303)+~P23(x17302,a210)+~P23(x17303,a36)+E(x17301,a1)+P45(x17302,f214(x17302))+P23(f213(x17303,x17301),x17301)+~P11(x17301,f341(f341(x17303)))
% 3.46/3.58  [1799]~P21(x17993)+~P21(x17992)+~P37(x17993)+~P37(x17992)+~P23(x17991,f8(x17992))+~P23(f3(x17992,x17991),f8(x17993))+P23(x17991,f8(f344(x17992,x17993)))
% 3.46/3.58  [2045]~P37(x20453)+~P8(x20453)+E(x20451,x20452)+~P23(x20452,f347(x20453))+~P23(x20451,f347(x20453))+P23(f364(f364(x20451,x20452),f364(x20451,x20451)),x20453)+P23(f364(f364(x20452,x20451),f364(x20452,x20452)),x20453)
% 3.46/3.58  [1945]~P21(x19452)+~P21(x19451)+~P37(x19452)+~P37(x19451)+P23(f246(x19453,x19451,x19452),f8(x19451))+E(x19451,f348(x19452,x19453))+~E(f8(x19451),f354(f8(x19452),f354(f8(x19452),x19453)))
% 3.46/3.58  [2086]~P34(x20862)+~E(f116(x20862),f123(x20862))+~P23(x20863,f124(x20862))+P23(f129(x20862,x20863,x20861),x20861)+E(x20861,a1)+~P23(f115(x20862,x20863),a36)+~P11(x20861,f341(f341(f115(x20862,x20863))))
% 3.46/3.58  [2105]~P34(x21052)+P18(f123(x21052),f116(x21052),f120(x21052))+~P23(x21053,f124(x21052))+P23(f129(x21052,x21053,x21051),x21051)+E(x21051,a1)+~P23(f115(x21052,x21053),a36)+~P11(x21051,f341(f341(f115(x21052,x21053))))
% 3.46/3.58  [2109]~P21(x21092)+~P21(x21091)+~P37(x21092)+~P37(x21091)+E(x21091,f348(x21092,x21093))+~E(f3(x21091,f246(x21093,x21091,x21092)),f3(x21092,f246(x21093,x21091,x21092)))+~E(f8(x21091),f354(f8(x21092),f354(f8(x21092),x21093)))
% 3.46/3.58  [1585]~P21(x15853)+~P21(x15851)+~P37(x15853)+~P37(x15851)+~P23(x15852,f8(x15851))+E(f3(x15851,x15852),f3(x15853,x15852))+~E(x15851,f348(x15853,x15854))
% 3.46/3.58  [2052]~P21(x20522)+~P37(x20522)+~P23(x20524,x20523)+~P23(x20524,f8(x20522))+~P23(f304(x20522,x20523,x20521),x20521)+~E(f304(x20522,x20523,x20521),f3(x20522,x20524))+E(x20521,f350(x20522,x20523))
% 3.46/3.58  [2157]P3(x21571)+~P37(x21572)+~P23(x21573,x21574)+~E(f199(x21571,x21572),x21574)+E(f191(x21571,x21572),f196(x21571,x21572))+P23(f201(x21571,x21572,x21573,x21574),x21574)+P21(f207(x21571,x21572))
% 3.46/3.58  [2158]P3(x21581)+~P37(x21582)+~P23(x21583,x21584)+~E(f199(x21581,x21582),x21584)+E(f191(x21581,x21582),f196(x21581,x21582))+P23(f201(x21581,x21582,x21583,x21584),x21584)+P37(f207(x21581,x21582))
% 3.46/3.58  [2159]P3(x21591)+~P37(x21592)+~P23(x21593,x21594)+~E(f199(x21591,x21592),x21594)+E(f200(x21591,x21592),f191(x21591,x21592))+P23(f201(x21591,x21592,x21593,x21594),x21594)+P21(f207(x21591,x21592))
% 3.46/3.58  [2160]P3(x21601)+~P37(x21602)+~P23(x21603,x21604)+~E(f199(x21601,x21602),x21604)+E(f200(x21601,x21602),f191(x21601,x21602))+P23(f201(x21601,x21602,x21603,x21604),x21604)+P37(f207(x21601,x21602))
% 3.46/3.58  [2165]~P37(x21652)+~P23(x21653,x21654)+P3(x21651)+P23(f191(x21651,x21652),x21651)+~E(f199(x21651,x21652),x21654)+P23(f201(x21651,x21652,x21653,x21654),x21654)+P21(f207(x21651,x21652))
% 3.46/3.58  [2166]~P37(x21662)+~P23(x21663,x21664)+P3(x21661)+P23(f191(x21661,x21662),x21661)+~E(f199(x21661,x21662),x21664)+P23(f201(x21661,x21662,x21663,x21664),x21664)+P37(f207(x21661,x21662))
% 3.46/3.58  [2168]~P37(x21682)+~P23(x21683,x21684)+P3(x21681)+~E(f199(x21681,x21682),x21684)+~E(f197(x21681,x21682),f198(x21681,x21682))+P23(f201(x21681,x21682,x21683,x21684),x21684)+P21(f207(x21681,x21682))
% 3.46/3.58  [2169]~P37(x21692)+~P23(x21693,x21694)+P3(x21691)+~E(f199(x21691,x21692),x21694)+~E(f197(x21691,x21692),f198(x21691,x21692))+P23(f201(x21691,x21692,x21693,x21694),x21694)+P37(f207(x21691,x21692))
% 3.46/3.58  [2177]~P37(x21772)+~P23(x21773,x21774)+P3(x21771)+P23(f198(x21771,x21772),f196(x21771,x21772))+~E(f199(x21771,x21772),x21774)+P23(f201(x21771,x21772,x21773,x21774),x21774)+P21(f207(x21771,x21772))
% 3.46/3.58  [2178]~P37(x21782)+~P23(x21783,x21784)+P3(x21781)+P23(f197(x21781,x21782),f200(x21781,x21782))+~E(f199(x21781,x21782),x21784)+P23(f201(x21781,x21782,x21783,x21784),x21784)+P21(f207(x21781,x21782))
% 3.46/3.58  [2179]~P37(x21792)+~P23(x21793,x21794)+P3(x21791)+P23(f198(x21791,x21792),f196(x21791,x21792))+~E(f199(x21791,x21792),x21794)+P23(f201(x21791,x21792,x21793,x21794),x21794)+P37(f207(x21791,x21792))
% 3.46/3.58  [2180]~P37(x21802)+~P23(x21803,x21804)+P3(x21801)+P23(f197(x21801,x21802),f200(x21801,x21802))+~E(f199(x21801,x21802),x21804)+P23(f201(x21801,x21802,x21803,x21804),x21804)+P37(f207(x21801,x21802))
% 3.46/3.58  [2042]~P37(x20423)+~P23(x20421,x20424)+~P25(x20423,x20424)+E(x20421,x20422)+~P23(x20422,x20424)+P23(f364(f364(x20421,x20422),f364(x20421,x20421)),x20423)+P23(f364(f364(x20422,x20421),f364(x20422,x20422)),x20423)
% 3.46/3.58  [2110]~P23(x21101,x21104)+~P24(x21103,x21104)+E(x21101,x21102)+~P23(x21102,x21104)+~P37(x21103)+~P23(f364(f364(x21102,x21101),f364(x21102,x21102)),x21103)+~P23(f364(f364(x21101,x21102),f364(x21101,x21101)),x21103)
% 3.46/3.58  [2161]P3(x21611)+~P37(x21612)+~P23(x21613,x21614)+E(f191(x21611,x21612),f196(x21611,x21612))+~E(f199(x21611,x21612),x21614)+P23(f201(x21611,x21612,x21613,x21614),x21614)+E(f8(f207(x21611,x21612)),x21611)
% 3.46/3.58  [2162]P3(x21621)+~P37(x21622)+~P23(x21623,x21624)+E(f200(x21621,x21622),f191(x21621,x21622))+~E(f199(x21621,x21622),x21624)+P23(f201(x21621,x21622,x21623,x21624),x21624)+E(f8(f207(x21621,x21622)),x21621)
% 3.46/3.58  [2167]P3(x21671)+~P37(x21672)+~P23(x21673,x21674)+P23(f191(x21671,x21672),x21671)+~E(f199(x21671,x21672),x21674)+P23(f201(x21671,x21672,x21673,x21674),x21674)+E(f8(f207(x21671,x21672)),x21671)
% 3.46/3.58  [2170]P3(x21701)+~P37(x21702)+~P23(x21703,x21704)+~E(f199(x21701,x21702),x21704)+~E(f197(x21701,x21702),f198(x21701,x21702))+P23(f201(x21701,x21702,x21703,x21704),x21704)+E(f8(f207(x21701,x21702)),x21701)
% 3.46/3.58  [2181]P3(x21811)+~P37(x21812)+~P23(x21813,x21814)+P23(f198(x21811,x21812),f196(x21811,x21812))+~E(f199(x21811,x21812),x21814)+P23(f201(x21811,x21812,x21813,x21814),x21814)+E(f8(f207(x21811,x21812)),x21811)
% 3.46/3.58  [2182]P3(x21821)+~P37(x21822)+~P23(x21823,x21824)+P23(f197(x21821,x21822),f200(x21821,x21822))+~E(f199(x21821,x21822),x21824)+P23(f201(x21821,x21822,x21823,x21824),x21824)+E(f8(f207(x21821,x21822)),x21821)
% 3.46/3.58  [2241]~P34(x22413)+~P34(x22412)+~E(x22411,x22413)+~P23(x22414,f184(x22412,x22411,x22413))+~E(f187(x22412,x22411,x22413,x22414),x22414)+P23(x22411,f158(x22412))+~P23(x22411,f357(x22412,f364(x22412,x22412)))
% 3.46/3.58  [2293]~E(x22931,x22934)+~P34(x22934)+~P34(x22932)+~P23(x22933,f184(x22932,x22931,x22934))+P45(x22933,f187(x22932,x22931,x22934,x22933))+P23(x22931,f158(x22932))+~P23(x22931,f357(x22932,f364(x22932,x22932)))
% 3.46/3.58  [2314]~E(x23141,x23143)+~P34(x23143)+~P34(x23142)+~P23(x23144,f184(x23142,x23141,x23143))+P23(f187(x23142,x23141,x23143,x23144),f184(x23142,x23141,x23143))+P23(x23141,f158(x23142))+~P23(x23141,f357(x23142,f364(x23142,x23142)))
% 3.46/3.58  [2452]P3(x24521)+~P37(x24522)+~P23(x24524,x24523)+E(f191(x24521,x24522),f196(x24521,x24522))+~E(f199(x24521,x24522),x24523)+P21(f207(x24521,x24522))+~P23(f364(f364(x24524,f201(x24521,x24522,x24524,x24523)),f364(x24524,x24524)),x24522)
% 3.46/3.58  [2453]P3(x24531)+~P37(x24532)+~P23(x24534,x24533)+E(f191(x24531,x24532),f196(x24531,x24532))+~E(f199(x24531,x24532),x24533)+P37(f207(x24531,x24532))+~P23(f364(f364(x24534,f201(x24531,x24532,x24534,x24533)),f364(x24534,x24534)),x24532)
% 3.46/3.58  [2454]P3(x24541)+~P37(x24542)+~P23(x24544,x24543)+E(f200(x24541,x24542),f191(x24541,x24542))+~E(f199(x24541,x24542),x24543)+P21(f207(x24541,x24542))+~P23(f364(f364(x24544,f201(x24541,x24542,x24544,x24543)),f364(x24544,x24544)),x24542)
% 3.46/3.58  [2455]P3(x24551)+~P37(x24552)+~P23(x24554,x24553)+E(f200(x24551,x24552),f191(x24551,x24552))+~E(f199(x24551,x24552),x24553)+P37(f207(x24551,x24552))+~P23(f364(f364(x24554,f201(x24551,x24552,x24554,x24553)),f364(x24554,x24554)),x24552)
% 3.46/3.58  [2456]P3(x24561)+~P37(x24562)+~P23(x24564,x24563)+E(f191(x24561,x24562),f196(x24561,x24562))+~E(f199(x24561,x24562),x24563)+~P23(f364(f364(x24564,f201(x24561,x24562,x24564,x24563)),f364(x24564,x24564)),x24562)+E(f8(f207(x24561,x24562)),x24561)
% 3.46/3.58  [2457]P3(x24571)+~P37(x24572)+~P23(x24574,x24573)+E(f200(x24571,x24572),f191(x24571,x24572))+~E(f199(x24571,x24572),x24573)+~P23(f364(f364(x24574,f201(x24571,x24572,x24574,x24573)),f364(x24574,x24574)),x24572)+E(f8(f207(x24571,x24572)),x24571)
% 3.46/3.58  [2458]~P37(x24582)+P3(x24581)+~P23(x24584,x24583)+P23(f191(x24581,x24582),x24581)+~E(f199(x24581,x24582),x24583)+~P23(f364(f364(x24584,f201(x24581,x24582,x24584,x24583)),f364(x24584,x24584)),x24582)+P21(f207(x24581,x24582))
% 3.46/3.58  [2459]~P37(x24592)+P3(x24591)+~P23(x24594,x24593)+P23(f191(x24591,x24592),x24591)+~E(f199(x24591,x24592),x24593)+~P23(f364(f364(x24594,f201(x24591,x24592,x24594,x24593)),f364(x24594,x24594)),x24592)+P37(f207(x24591,x24592))
% 3.46/3.58  [2460]P3(x24601)+~P37(x24602)+~P23(x24604,x24603)+P23(f191(x24601,x24602),x24601)+~E(f199(x24601,x24602),x24603)+~P23(f364(f364(x24604,f201(x24601,x24602,x24604,x24603)),f364(x24604,x24604)),x24602)+E(f8(f207(x24601,x24602)),x24601)
% 3.46/3.58  [2461]~P37(x24612)+P3(x24611)+~P23(x24614,x24613)+~E(f197(x24611,x24612),f198(x24611,x24612))+~E(f199(x24611,x24612),x24613)+~P23(f364(f364(x24614,f201(x24611,x24612,x24614,x24613)),f364(x24614,x24614)),x24612)+P21(f207(x24611,x24612))
% 3.46/3.58  [2462]~P37(x24622)+P3(x24621)+~P23(x24624,x24623)+~E(f197(x24621,x24622),f198(x24621,x24622))+~E(f199(x24621,x24622),x24623)+~P23(f364(f364(x24624,f201(x24621,x24622,x24624,x24623)),f364(x24624,x24624)),x24622)+P37(f207(x24621,x24622))
% 3.46/3.58  [2463]P3(x24631)+~P37(x24632)+~P23(x24634,x24633)+~E(f197(x24631,x24632),f198(x24631,x24632))+~E(f199(x24631,x24632),x24633)+~P23(f364(f364(x24634,f201(x24631,x24632,x24634,x24633)),f364(x24634,x24634)),x24632)+E(f8(f207(x24631,x24632)),x24631)
% 3.46/3.58  [2464]~P37(x24642)+P3(x24641)+~P23(x24644,x24643)+P23(f198(x24641,x24642),f196(x24641,x24642))+~E(f199(x24641,x24642),x24643)+~P23(f364(f364(x24644,f201(x24641,x24642,x24644,x24643)),f364(x24644,x24644)),x24642)+P21(f207(x24641,x24642))
% 3.46/3.58  [2465]~P37(x24652)+P3(x24651)+~P23(x24654,x24653)+P23(f197(x24651,x24652),f200(x24651,x24652))+~E(f199(x24651,x24652),x24653)+~P23(f364(f364(x24654,f201(x24651,x24652,x24654,x24653)),f364(x24654,x24654)),x24652)+P21(f207(x24651,x24652))
% 3.46/3.58  [2466]~P37(x24662)+P3(x24661)+~P23(x24664,x24663)+P23(f198(x24661,x24662),f196(x24661,x24662))+~E(f199(x24661,x24662),x24663)+~P23(f364(f364(x24664,f201(x24661,x24662,x24664,x24663)),f364(x24664,x24664)),x24662)+P37(f207(x24661,x24662))
% 3.46/3.58  [2467]~P37(x24672)+P3(x24671)+~P23(x24674,x24673)+P23(f197(x24671,x24672),f200(x24671,x24672))+~E(f199(x24671,x24672),x24673)+~P23(f364(f364(x24674,f201(x24671,x24672,x24674,x24673)),f364(x24674,x24674)),x24672)+P37(f207(x24671,x24672))
% 3.46/3.58  [2468]P3(x24681)+~P37(x24682)+~P23(x24684,x24683)+P23(f198(x24681,x24682),f196(x24681,x24682))+~E(f199(x24681,x24682),x24683)+~P23(f364(f364(x24684,f201(x24681,x24682,x24684,x24683)),f364(x24684,x24684)),x24682)+E(f8(f207(x24681,x24682)),x24681)
% 3.46/3.58  [2469]P3(x24691)+~P37(x24692)+~P23(x24694,x24693)+P23(f197(x24691,x24692),f200(x24691,x24692))+~E(f199(x24691,x24692),x24693)+~P23(f364(f364(x24694,f201(x24691,x24692,x24694,x24693)),f364(x24694,x24694)),x24692)+E(f8(f207(x24691,x24692)),x24691)
% 3.46/3.58  [2174]P3(x21741)+~P37(x21742)+~P23(x21743,x21741)+P23(f199(x21741,x21742),x21741)+~P23(x21744,f196(x21741,x21742))+E(f208(x21741,x21742,x21743),x21743)+P23(f364(f364(f198(x21741,x21742),x21744),f364(f198(x21741,x21742),f198(x21741,x21742))),x21742)
% 3.46/3.58  [2175]P3(x21751)+~P37(x21752)+~P23(x21753,x21751)+P23(f199(x21751,x21752),x21751)+~P23(x21754,f200(x21751,x21752))+E(f208(x21751,x21752,x21753),x21753)+P23(f364(f364(f197(x21751,x21752),x21754),f364(f197(x21751,x21752),f197(x21751,x21752))),x21752)
% 3.46/3.58  [2261]~P37(x22612)+~P23(x22613,x22611)+P3(x22611)+~P23(x22614,f196(x22611,x22612))+P23(f199(x22611,x22612),x22611)+P23(f3(f207(x22611,x22612),x22613),f208(x22611,x22612,x22613))+P23(f364(f364(f198(x22611,x22612),x22614),f364(f198(x22611,x22612),f198(x22611,x22612))),x22612)
% 3.46/3.58  [2262]~P37(x22622)+~P23(x22623,x22621)+P3(x22621)+~P23(x22624,f200(x22621,x22622))+P23(f199(x22621,x22622),x22621)+P23(f3(f207(x22621,x22622),x22623),f208(x22621,x22622,x22623))+P23(f364(f364(f197(x22621,x22622),x22624),f364(f197(x22621,x22622),f197(x22621,x22622))),x22622)
% 3.46/3.58  [2534]~P37(x25341)+~P37(x25343)+~P37(x25342)+E(x25341,f344(x25342,x25343))+~P23(f364(f364(x25344,f322(x25342,x25343,x25341)),f364(x25344,x25344)),x25343)+~P23(f364(f364(f320(x25342,x25343,x25341),x25344),f364(f320(x25342,x25343,x25341),f320(x25342,x25343,x25341))),x25342)+~P23(f364(f364(f320(x25342,x25343,x25341),f322(x25342,x25343,x25341)),f364(f320(x25342,x25343,x25341),f320(x25342,x25343,x25341))),x25341)
% 3.46/3.58  [2386]P3(x23861)+~P37(x23862)+~P23(x23863,x23861)+P23(f199(x23861,x23862),x23861)+~P23(x23864,f208(x23861,x23862,x23863))+E(f191(x23861,x23862),f196(x23861,x23862))+P23(f364(f364(f3(f207(x23861,x23862),x23863),x23864),f364(f3(f207(x23861,x23862),x23863),f3(f207(x23861,x23862),x23863))),x23862)
% 3.46/3.58  [2387]P3(x23871)+~P37(x23872)+~P23(x23873,x23871)+P23(f199(x23871,x23872),x23871)+~P23(x23874,f208(x23871,x23872,x23873))+E(f200(x23871,x23872),f191(x23871,x23872))+P23(f364(f364(f3(f207(x23871,x23872),x23873),x23874),f364(f3(f207(x23871,x23872),x23873),f3(f207(x23871,x23872),x23873))),x23872)
% 3.46/3.58  [2388]~P37(x23882)+~P23(x23883,x23881)+P3(x23881)+P23(f199(x23881,x23882),x23881)+~P23(x23884,f208(x23881,x23882,x23883))+P23(f191(x23881,x23882),x23881)+P23(f364(f364(f3(f207(x23881,x23882),x23883),x23884),f364(f3(f207(x23881,x23882),x23883),f3(f207(x23881,x23882),x23883))),x23882)
% 3.46/3.58  [2389]~P37(x23892)+~P23(x23893,x23891)+P3(x23891)+~E(f197(x23891,x23892),f198(x23891,x23892))+~P23(x23894,f208(x23891,x23892,x23893))+P23(f199(x23891,x23892),x23891)+P23(f364(f364(f3(f207(x23891,x23892),x23893),x23894),f364(f3(f207(x23891,x23892),x23893),f3(f207(x23891,x23892),x23893))),x23892)
% 3.46/3.58  [2390]~P37(x23902)+~P23(x23903,x23901)+P3(x23901)+P23(f198(x23901,x23902),f196(x23901,x23902))+~P23(x23904,f208(x23901,x23902,x23903))+P23(f199(x23901,x23902),x23901)+P23(f364(f364(f3(f207(x23901,x23902),x23903),x23904),f364(f3(f207(x23901,x23902),x23903),f3(f207(x23901,x23902),x23903))),x23902)
% 3.46/3.58  [2391]~P37(x23912)+~P23(x23913,x23911)+P3(x23911)+P23(f197(x23911,x23912),f200(x23911,x23912))+~P23(x23914,f208(x23911,x23912,x23913))+P23(f199(x23911,x23912),x23911)+P23(f364(f364(f3(f207(x23911,x23912),x23913),x23914),f364(f3(f207(x23911,x23912),x23913),f3(f207(x23911,x23912),x23913))),x23912)
% 3.46/3.58  [1646]~P21(x16463)+~P37(x16463)+~P23(x16465,x16464)+P23(x16461,x16462)+~P23(x16465,f8(x16463))+~E(x16462,f350(x16463,x16464))+~E(x16461,f3(x16463,x16465))
% 3.46/3.58  [2002]~P21(x20023)+~P46(x20023,x20025,x20021)+~P41(x20023,x20025,x20021)+~P23(x20022,x20025)+~P23(f3(x20023,x20022),x20024)+E(x20021,a1)+P23(x20022,f352(x20023,x20024))
% 3.46/3.58  [2301]~P21(x23011)+~P37(x23014)+~P37(x23011)+~P48(x23015,x23014,x23011)+~P37(x23015)+~P23(f364(f364(x23012,x23013),f364(x23012,x23012)),x23015)+P23(f364(f364(f3(x23011,x23012),f3(x23011,x23013)),f364(f3(x23011,x23012),f3(x23011,x23012))),x23014)
% 3.46/3.58  [2304]~P37(x23044)+P3(x23041)+~P23(x23045,f82(x23041,x23044))+~P23(x23042,f86(x23041,x23044))+~P23(x23043,f89(x23041,x23044,x23042))+P23(f364(f364(x23042,x23043),f364(x23042,x23042)),x23044)+P23(f364(f364(f84(x23041,x23044),x23045),f364(f84(x23041,x23044),f84(x23041,x23044))),x23044)
% 3.46/3.58  [2305]~P37(x23054)+P3(x23051)+~P23(x23055,f87(x23051,x23054))+~P23(x23052,f86(x23051,x23054))+~P23(x23053,f89(x23051,x23054,x23052))+P23(f364(f364(x23052,x23053),f364(x23052,x23052)),x23054)+P23(f364(f364(f83(x23051,x23054),x23055),f364(f83(x23051,x23054),f83(x23051,x23054))),x23054)
% 3.46/3.58  [2350]~P21(x23505)+~P37(x23504)+~P37(x23505)+~P23(x23502,x23503)+~P23(x23501,x23503)+P23(f364(f364(x23501,x23502),f364(x23501,x23501)),f80(x23503,x23504,x23505))+~P23(f364(f364(f3(x23505,x23501),f3(x23505,x23502)),f364(f3(x23505,x23501),f3(x23505,x23501))),x23504)
% 3.46/3.58  [2421]~P23(x24212,x24211)+~P18(x24215,x24214,x24213)+E(x24211,a1)+E(x24212,f262(x24213,x24214,x24215,x24211))+~P45(f262(x24213,x24214,x24215,x24211),x24212)+~P23(f260(x24213,x24214,x24215),a36)+~P11(x24211,f341(f341(f260(x24213,x24214,x24215))))
% 3.46/3.58  [2422]~P23(x24222,x24221)+~P18(x24225,x24224,x24223)+E(x24221,a1)+E(x24222,f264(x24223,x24224,x24225,x24221))+~P45(f264(x24223,x24224,x24225,x24221),x24222)+~P23(f261(x24223,x24224,x24225),a36)+~P11(x24221,f341(f341(f261(x24223,x24224,x24225))))
% 3.46/3.58  [1943]~P23(x19436,x19431)+~E(x19434,x19432)+~P23(x19434,f4(x19431,x19433))+E(f109(x19431),f110(x19431))+P23(x19432,f118(x19431,x19433))+~E(x19435,f364(x19436,x19436))+~E(f364(f364(x19436,x19435),f364(x19436,x19436)),x19432)
% 3.46/3.58  [1944]~P23(x19446,x19441)+~E(x19444,x19442)+~P23(x19444,f4(x19441,x19443))+E(f111(x19441),f109(x19441))+P23(x19442,f118(x19441,x19443))+~E(x19445,f364(x19446,x19446))+~E(f364(f364(x19446,x19445),f364(x19446,x19446)),x19442)
% 3.46/3.58  [1954]~P23(x19546,x19542)+~E(x19544,x19541)+~E(f111(x19542),f110(x19542))+~P23(x19544,f4(x19542,x19543))+P23(x19541,f118(x19542,x19543))+~E(x19545,f364(x19546,x19546))+~E(f364(f364(x19546,x19545),f364(x19546,x19546)),x19541)
% 3.46/3.58  [1962]~P23(x19626,x19621)+~E(x19624,x19622)+~P23(x19624,f4(x19621,x19623))+P23(f112(x19621),x19621)+P23(x19622,f118(x19621,x19623))+~E(x19625,f364(x19626,x19626))+~E(f364(f364(x19626,x19625),f364(x19626,x19626)),x19622)
% 3.46/3.58  [1963]~P23(x19636,x19631)+~E(x19634,x19632)+~P23(x19634,f4(x19631,x19633))+P23(f113(x19631),x19631)+P23(x19632,f118(x19631,x19633))+~E(x19635,f364(x19636,x19636))+~E(f364(f364(x19636,x19635),f364(x19636,x19636)),x19632)
% 3.46/3.58  [1979]~P23(x19796,x19791)+~E(x19794,x19792)+~P23(x19794,f4(x19791,x19793))+P23(x19792,f118(x19791,x19793))+~E(x19795,f364(x19796,x19796))+E(f364(f112(x19791),f112(x19791)),f114(x19791))+~E(f364(f364(x19796,x19795),f364(x19796,x19796)),x19792)
% 3.46/3.58  [1980]~P23(x19806,x19801)+~E(x19804,x19802)+~P23(x19804,f4(x19801,x19803))+P23(x19802,f118(x19801,x19803))+~E(x19805,f364(x19806,x19806))+E(f364(f113(x19801),f113(x19801)),f119(x19801))+~E(f364(f364(x19806,x19805),f364(x19806,x19806)),x19802)
% 3.46/3.58  [2172]~P37(x21723)+~P37(x21725)+~P37(x21724)+~E(x21723,f344(x21724,x21725))+~P23(f364(f364(x21721,x21726),f364(x21721,x21721)),x21724)+P23(f364(f364(x21721,x21722),f364(x21721,x21721)),x21723)+~P23(f364(f364(x21726,x21722),f364(x21726,x21726)),x21725)
% 3.46/3.58  [2049]~P23(x20496,x20491)+~E(x20494,x20492)+~P23(x20494,f4(x20491,x20493))+P23(x20492,f118(x20491,x20493))+~E(x20495,f364(x20496,x20496))+~E(f364(f364(x20496,x20495),f364(x20496,x20496)),x20492)+E(f364(f364(f112(x20491),f114(x20491)),f364(f112(x20491),f112(x20491))),f110(x20491))
% 3.46/3.58  [2050]~P23(x20506,x20501)+~E(x20504,x20502)+~P23(x20504,f4(x20501,x20503))+P23(x20502,f118(x20501,x20503))+~E(x20505,f364(x20506,x20506))+~E(f364(f364(x20506,x20505),f364(x20506,x20506)),x20502)+E(f364(f364(f113(x20501),f119(x20501)),f364(f113(x20501),f113(x20501))),f111(x20501))
% 3.46/3.58  [2349]~P21(x23494)+~P37(x23493)+~P37(x23494)+~P23(x23491,f4(x23492,x23492))+P23(x23491,f183(x23492,x23493,x23494))+~E(x23491,f364(f364(x23495,x23496),f364(x23495,x23495)))+~P23(f364(f364(f3(x23494,x23495),f3(x23494,x23496)),f364(f3(x23494,x23495),f3(x23494,x23495))),x23493)
% 3.46/3.58  [2405]~P37(x24054)+P3(x24051)+~P23(x24055,f61(x24051,x24054))+~P23(x24053,f67(x24051,x24054,x24056,x24052))+~P23(f364(f364(x24056,x24052),f364(x24056,x24056)),f64(x24051,x24054))+P23(f364(f364(x24052,x24053),f364(x24052,x24052)),x24054)+P23(f364(f364(f63(x24051,x24054),x24055),f364(f63(x24051,x24054),f63(x24051,x24054))),x24054)
% 3.46/3.58  [2406]~P37(x24064)+P3(x24061)+~P23(x24065,f65(x24061,x24064))+~P23(x24063,f67(x24061,x24064,x24066,x24062))+~P23(f364(f364(x24066,x24062),f364(x24066,x24066)),f64(x24061,x24064))+P23(f364(f364(x24062,x24063),f364(x24062,x24062)),x24064)+P23(f364(f364(f62(x24061,x24064),x24065),f364(f62(x24061,x24064),f62(x24061,x24064))),x24064)
% 3.46/3.58  [2552]~P37(x25522)+P3(x25521)+~P23(x25523,f96(x25521,x25522))+~P23(x25525,f99(x25521,x25522,x25524))+~P23(x25526,f103(x25521,x25522,x25524,x25525))+P23(f364(f364(f97(x25521,x25522),x25523),f364(f97(x25521,x25522),f97(x25521,x25522))),x25522)+P23(f364(f364(f105(x25521,x25522,x25524,x25525),x25526),f364(f105(x25521,x25522,x25524,x25525),f105(x25521,x25522,x25524,x25525))),x25522)
% 3.46/3.58  [2553]~P37(x25532)+P3(x25531)+~P23(x25533,f101(x25531,x25532))+~P23(x25535,f99(x25531,x25532,x25534))+~P23(x25536,f103(x25531,x25532,x25534,x25535))+P23(f364(f364(f102(x25531,x25532),x25533),f364(f102(x25531,x25532),f102(x25531,x25532))),x25532)+P23(f364(f364(f105(x25531,x25532,x25534,x25535),x25536),f364(f105(x25531,x25532,x25534,x25535),f105(x25531,x25532,x25534,x25535))),x25532)
% 3.46/3.58  [1615]~P23(x16152,x16151)+~E(a247,a1)+~P23(a250,a36)+~P45(f252(x16151),x16152)+E(x16151,a1)+E(x16152,f252(x16151))+P16(a5000)+~P11(x16151,f341(f341(a250)))
% 3.46/3.58  [1656]~P23(x16562,x16561)+P23(a1,a36)+~P23(a250,a36)+~P45(f252(x16561),x16562)+E(x16561,a1)+E(x16562,f252(x16561))+P16(a5000)+~P11(x16561,f341(f341(a250)))
% 3.46/3.58  [1691]~P23(x16912,x16911)+~P23(a250,a36)+~P45(f252(x16911),x16912)+E(x16911,a1)+E(x16912,f252(x16911))+P16(a5000)+~P11(x16911,f341(f341(a250)))+P11(a247,f341(f341(a1)))
% 3.46/3.58  [1918]~P29(x19183)+~P22(x19183)+~P9(x19183,x19182,x19181)+~P9(x19183,x19181,x19182)+E(x19181,x19182)+P15(x19183)+~P11(x19182,f359(x19183))+~P11(x19181,f359(x19183))
% 3.46/3.58  [1704]~P34(x17042)+~P23(x17043,a76)+~P23(x17042,a36)+P23(f74(x17042,x17041),x17041)+E(x17041,a1)+~E(f79(x17043),x17043)+~P16(a5000)+~P11(x17041,f341(f341(x17042)))
% 3.46/3.58  [1728]~P34(x17283)+~P23(x17282,a76)+~P23(x17283,a36)+E(x17281,a1)+P23(f74(x17283,x17281),x17281)+P23(f79(x17282),a76)+~P16(a5000)+~P11(x17281,f341(f341(x17283)))
% 3.46/3.58  [1735]~P34(x17353)+~P23(x17352,a76)+~P23(x17353,a36)+E(x17351,a1)+P45(x17352,f79(x17352))+P23(f74(x17353,x17351),x17351)+~P16(a5000)+~P11(x17351,f341(f341(x17353)))
% 3.46/3.58  [1760]~P34(x17603)+~P23(x17602,x17601)+E(x17601,a1)+E(x17602,f213(x17603,x17601))+~E(a210,a1)+~P23(x17603,a36)+~P45(f213(x17603,x17601),x17602)+~P11(x17601,f341(f341(x17603)))
% 3.46/3.58  [1764]~P34(x17643)+~P23(x17642,x17641)+~P23(x17643,a36)+E(x17641,a1)+E(x17642,f213(x17643,x17641))+~P45(f213(x17643,x17641),x17642)+P34(a211)+~P11(x17641,f341(f341(x17643)))
% 3.46/3.58  [1783]~P34(x17833)+~P23(x17832,x17831)+E(x17831,a1)+E(x17832,f213(x17833,x17831))+P23(a211,a36)+~P23(x17833,a36)+~P45(f213(x17833,x17831),x17832)+~P11(x17831,f341(f341(x17833)))
% 3.46/3.58  [1800]~P34(x18003)+~P23(x18002,x18001)+~P23(x18003,a36)+E(x18001,a1)+E(x18002,f213(x18003,x18001))+~P45(f213(x18003,x18001),x18002)+~P11(x18001,f341(f341(x18003)))+P11(a210,f341(f341(a211)))
% 3.46/3.58  [1817]~E(x18171,x18172)+~P34(x18173)+~P34(x18171)+~E(x18172,x18174)+~E(f116(x18173),f123(x18173))+P23(x18171,a36)+P23(x18172,f124(x18173))+~P23(x18174,f357(x18173,f364(x18173,x18173)))
% 3.46/3.58  [1955]~E(x19551,x19552)+~P34(x19553)+~P34(x19551)+~E(x19552,x19554)+P18(f123(x19553),f116(x19553),f120(x19553))+P23(x19551,a36)+P23(x19552,f124(x19553))+~P23(x19554,f357(x19553,f364(x19553,x19553)))
% 3.46/3.58  [1976]~P34(x19764)+~P34(x19762)+~E(x19761,x19763)+~E(x19761,x19764)+~E(f116(x19762),f123(x19762))+P23(x19761,f124(x19762))+~E(f128(x19762,x19761,x19764),a1)+~P23(x19763,f357(x19762,f364(x19762,x19762)))
% 3.46/3.58  [2030]~E(x20301,x20303)+~P34(x20303)+~P34(x20302)+~E(x20301,x20304)+~E(f116(x20302),f123(x20302))+P23(x20301,f124(x20302))+~P23(x20304,f357(x20302,f364(x20302,x20302)))+P11(f128(x20302,x20301,x20303),f341(f341(x20303)))
% 3.46/3.58  [2034]~P34(x20344)+~P34(x20342)+~E(x20341,x20343)+~E(x20341,x20344)+P18(f123(x20342),f116(x20342),f120(x20342))+P23(x20341,f124(x20342))+~E(f128(x20342,x20341,x20344),a1)+~P23(x20343,f357(x20342,f364(x20342,x20342)))
% 3.46/3.58  [2065]~E(x20651,x20653)+~P34(x20653)+~P34(x20652)+~E(x20651,x20654)+P18(f123(x20652),f116(x20652),f120(x20652))+P23(x20651,f124(x20652))+~P23(x20654,f357(x20652,f364(x20652,x20652)))+P11(f128(x20652,x20651,x20653),f341(f341(x20653)))
% 3.46/3.58  [2137]~P34(x21373)+~P23(x21372,x21371)+~P23(x21374,f158(x21373))+E(x21371,a1)+E(x21372,f185(x21373,x21374,x21371))+~P45(f185(x21373,x21374,x21371),x21372)+~P23(f157(x21373,x21374),a36)+~P11(x21371,f341(f341(f157(x21373,x21374))))
% 3.46/3.58  [2183]P3(x21831)+~P37(x21832)+~P23(x21834,x21835)+~P23(x21833,x21831)+E(f191(x21831,x21832),f196(x21831,x21832))+~E(f199(x21831,x21832),x21835)+E(f208(x21831,x21832,x21833),x21833)+P23(f201(x21831,x21832,x21834,x21835),x21835)
% 3.46/3.58  [2184]P3(x21841)+~P37(x21842)+~P23(x21844,x21845)+~P23(x21843,x21841)+E(f200(x21841,x21842),f191(x21841,x21842))+~E(f199(x21841,x21842),x21845)+E(f208(x21841,x21842,x21843),x21843)+P23(f201(x21841,x21842,x21844,x21845),x21845)
% 3.46/3.58  [2186]P3(x21861)+~P37(x21862)+~P23(x21864,x21865)+~P23(x21863,x21861)+P23(f191(x21861,x21862),x21861)+~E(f199(x21861,x21862),x21865)+E(f208(x21861,x21862,x21863),x21863)+P23(f201(x21861,x21862,x21864,x21865),x21865)
% 3.46/3.58  [2187]P3(x21871)+~P37(x21872)+~P23(x21874,x21875)+~P23(x21873,x21871)+~E(f199(x21871,x21872),x21875)+~E(f197(x21871,x21872),f198(x21871,x21872))+E(f208(x21871,x21872,x21873),x21873)+P23(f201(x21871,x21872,x21874,x21875),x21875)
% 3.46/3.58  [2199]P3(x21991)+~P37(x21992)+~P23(x21994,x21995)+~P23(x21993,x21991)+P23(f198(x21991,x21992),f196(x21991,x21992))+~E(f199(x21991,x21992),x21995)+E(f208(x21991,x21992,x21993),x21993)+P23(f201(x21991,x21992,x21994,x21995),x21995)
% 3.46/3.58  [2200]P3(x22001)+~P37(x22002)+~P23(x22004,x22005)+~P23(x22003,x22001)+P23(f197(x22001,x22002),f200(x22001,x22002))+~E(f199(x22001,x22002),x22005)+E(f208(x22001,x22002,x22003),x22003)+P23(f201(x22001,x22002,x22004,x22005),x22005)
% 3.46/3.58  [2434]P3(x24341)+~E(x24344,x24345)+~P37(x24342)+~P23(x24344,x24341)+~P23(x24343,x24345)+E(f81(x24341,x24342),f82(x24341,x24342))+P23(f92(x24341,x24342,x24343,x24344,x24345),x24345)+P23(x24343,f86(x24341,x24342))
% 3.46/3.58  [2435]P3(x24351)+~E(x24354,x24355)+~P37(x24352)+~P23(x24354,x24351)+~P23(x24353,x24355)+E(f87(x24351,x24352),f81(x24351,x24352))+P23(f92(x24351,x24352,x24353,x24354,x24355),x24355)+P23(x24353,f86(x24351,x24352))
% 3.46/3.58  [2437]~E(x24374,x24375)+~P37(x24373)+~P23(x24374,x24371)+~P23(x24372,x24375)+P3(x24371)+P23(f81(x24371,x24373),x24371)+P23(f92(x24371,x24373,x24372,x24374,x24375),x24375)+P23(x24372,f86(x24371,x24373))
% 3.46/3.58  [2438]~E(x24384,x24385)+~P37(x24383)+~P23(x24384,x24381)+~P23(x24382,x24385)+P3(x24381)+~E(f83(x24381,x24383),f84(x24381,x24383))+P23(f92(x24381,x24383,x24382,x24384,x24385),x24385)+P23(x24382,f86(x24381,x24383))
% 3.46/3.58  [2439]~E(x24394,x24395)+~P37(x24393)+~P23(x24394,x24391)+~P23(x24392,x24395)+P3(x24391)+P23(f84(x24391,x24393),f82(x24391,x24393))+P23(f92(x24391,x24393,x24392,x24394,x24395),x24395)+P23(x24392,f86(x24391,x24393))
% 3.46/3.58  [2440]~E(x24404,x24405)+~P37(x24403)+~P23(x24404,x24401)+~P23(x24402,x24405)+P3(x24401)+P23(f83(x24401,x24403),f87(x24401,x24403))+P23(f92(x24401,x24403,x24402,x24404,x24405),x24405)+P23(x24402,f86(x24401,x24403))
% 3.46/3.58  [1914]~P34(x19144)+~P34(x19142)+~P23(x19144,x19141)+~E(x19143,x19144)+~E(x19145,x19143)+E(f164(x19141,x19142),f168(x19141,x19142))+P23(x19143,f169(x19141,x19142))+~P23(x19145,f357(x19142,f364(x19142,x19142)))
% 3.46/3.58  [1915]~P34(x19154)+~P34(x19152)+~P23(x19154,x19151)+~E(x19153,x19154)+~E(x19155,x19153)+E(f170(x19151,x19152),f164(x19151,x19152))+P23(x19153,f169(x19151,x19152))+~P23(x19155,f357(x19152,f364(x19152,x19152)))
% 3.46/3.58  [1916]~P34(x19164)+~P34(x19162)+~P23(x19164,x19161)+~E(x19163,x19164)+~E(x19165,x19163)+E(f171(x19161,x19162),f168(x19161,x19162))+P23(x19163,f169(x19161,x19162))+~P23(x19165,f357(x19162,f364(x19162,x19162)))
% 3.46/3.58  [1917]~P34(x19174)+~P34(x19172)+~P23(x19174,x19171)+~E(x19173,x19174)+~E(x19175,x19173)+E(f172(x19171,x19172),f170(x19171,x19172))+P23(x19173,f169(x19171,x19172))+~P23(x19175,f357(x19172,f364(x19172,x19172)))
% 3.46/3.58  [1926]~P34(x19264)+~P34(x19262)+~P23(x19264,x19261)+~E(x19263,x19264)+~E(x19265,x19263)+P23(x19263,f169(x19261,x19262))+~P23(x19265,f357(x19262,f364(x19262,x19262)))+P34(f171(x19261,x19262))
% 3.46/3.58  [1927]~P34(x19274)+~P34(x19272)+~P23(x19274,x19271)+~E(x19273,x19274)+~E(x19275,x19273)+P23(x19273,f169(x19271,x19272))+~P23(x19275,f357(x19272,f364(x19272,x19272)))+P34(f172(x19271,x19272))
% 3.46/3.58  [1947]~P34(x19474)+~P34(x19473)+~P23(x19474,x19472)+~E(x19471,x19474)+~E(x19475,x19471)+P23(f171(x19472,x19473),x19472)+P23(x19471,f169(x19472,x19473))+~P23(x19475,f357(x19473,f364(x19473,x19473)))
% 3.46/3.58  [1948]~P34(x19484)+~P34(x19483)+~P23(x19484,x19482)+~E(x19481,x19484)+~E(x19485,x19481)+P23(f172(x19482,x19483),x19482)+P23(x19481,f169(x19482,x19483))+~P23(x19485,f357(x19483,f364(x19483,x19483)))
% 3.46/3.58  [1956]~P34(x19564)+~P34(x19563)+~P23(x19564,x19562)+~E(x19561,x19564)+~E(x19565,x19561)+~E(f170(x19562,x19563),f168(x19562,x19563))+P23(x19561,f169(x19562,x19563))+~P23(x19565,f357(x19563,f364(x19563,x19563)))
% 3.46/3.58  [1991]~P21(x19913)+~P21(x19912)+~P37(x19913)+~P46(x19912,x19915,x19911)+~P41(x19912,x19915,x19911)+~P23(x19914,x19915)+E(x19911,a1)+E(f3(f344(x19912,x19913),x19914),f3(x19913,f3(x19912,x19914)))
% 3.46/3.58  [2072]~P21(x20723)+~P37(x20723)+~E(x20725,x20724)+~P23(f350(x20723,x20724),x20722)+E(f161(x20721,x20722,x20723),f162(x20721,x20722,x20723))+P23(x20724,f165(x20721,x20722,x20723))+~P23(x20725,f341(f8(x20723)))+~P11(x20722,f341(f341(x20721)))
% 3.46/3.58  [2073]~P21(x20733)+~P37(x20733)+~E(x20735,x20734)+~P23(f350(x20733,x20734),x20732)+E(f166(x20731,x20732,x20733),f161(x20731,x20732,x20733))+P23(x20734,f165(x20731,x20732,x20733))+~P23(x20735,f341(f8(x20733)))+~P11(x20732,f341(f341(x20731)))
% 3.46/3.58  [2096]~P21(x20964)+~P37(x20964)+~E(x20965,x20961)+~E(f166(x20962,x20963,x20964),f162(x20962,x20963,x20964))+~P23(f350(x20964,x20961),x20963)+P23(x20961,f165(x20962,x20963,x20964))+~P23(x20965,f341(f8(x20964)))+~P11(x20963,f341(f341(x20962)))
% 3.46/3.58  [2117]~P21(x21174)+~P37(x21174)+~E(x21175,x21171)+~P23(f350(x21174,x21171),x21173)+P23(x21171,f165(x21172,x21173,x21174))+P23(f350(x21174,f162(x21172,x21173,x21174)),x21173)+~P23(x21175,f341(f8(x21174)))+~P11(x21173,f341(f341(x21172)))
% 3.46/3.58  [2118]~P21(x21184)+~P37(x21184)+~E(x21185,x21181)+~P23(f350(x21184,x21181),x21183)+P23(x21181,f165(x21182,x21183,x21184))+P23(f350(x21184,f166(x21182,x21183,x21184)),x21183)+~P23(x21185,f341(f8(x21184)))+~P11(x21183,f341(f341(x21182)))
% 3.46/3.58  [2190]~P37(x21903)+~P23(x21901,x21904)+~P26(x21903,x21904)+~P23(x21902,x21904)+~P23(x21905,x21904)+~P23(f364(f364(x21905,x21902),f364(x21905,x21905)),x21903)+~P23(f364(f364(x21901,x21905),f364(x21901,x21901)),x21903)+P23(f364(f364(x21901,x21902),f364(x21901,x21901)),x21903)
% 3.46/3.58  [2274]P3(x22741)+~P37(x22742)+~P23(x22743,x22744)+~P23(x22745,x22741)+~E(f199(x22741,x22742),x22744)+E(f191(x22741,x22742),f196(x22741,x22742))+P23(f201(x22741,x22742,x22743,x22744),x22744)+P23(f3(f207(x22741,x22742),x22745),f208(x22741,x22742,x22745))
% 3.46/3.58  [2275]P3(x22751)+~P37(x22752)+~P23(x22753,x22754)+~P23(x22755,x22751)+~E(f199(x22751,x22752),x22754)+E(f200(x22751,x22752),f191(x22751,x22752))+P23(f201(x22751,x22752,x22753,x22754),x22754)+P23(f3(f207(x22751,x22752),x22755),f208(x22751,x22752,x22755))
% 3.46/3.58  [2281]~P37(x22812)+~P23(x22813,x22814)+~P23(x22815,x22811)+P3(x22811)+~E(f199(x22811,x22812),x22814)+P23(f191(x22811,x22812),x22811)+P23(f201(x22811,x22812,x22813,x22814),x22814)+P23(f3(f207(x22811,x22812),x22815),f208(x22811,x22812,x22815))
% 3.46/3.58  [2283]~P37(x22832)+~P23(x22833,x22834)+~P23(x22835,x22831)+P3(x22831)+~E(f199(x22831,x22832),x22834)+~E(f197(x22831,x22832),f198(x22831,x22832))+P23(f201(x22831,x22832,x22833,x22834),x22834)+P23(f3(f207(x22831,x22832),x22835),f208(x22831,x22832,x22835))
% 3.46/3.58  [2289]~P37(x22892)+~P23(x22893,x22894)+~P23(x22895,x22891)+P3(x22891)+P23(f198(x22891,x22892),f196(x22891,x22892))+~E(f199(x22891,x22892),x22894)+P23(f201(x22891,x22892,x22893,x22894),x22894)+P23(f3(f207(x22891,x22892),x22895),f208(x22891,x22892,x22895))
% 3.46/3.58  [2290]~P37(x22902)+~P23(x22903,x22904)+~P23(x22905,x22901)+P3(x22901)+P23(f197(x22901,x22902),f200(x22901,x22902))+~E(f199(x22901,x22902),x22904)+P23(f201(x22901,x22902,x22903,x22904),x22904)+P23(f3(f207(x22901,x22902),x22905),f208(x22901,x22902,x22905))
% 3.46/3.58  [2441]P3(x24411)+~E(x24413,x24415)+~P37(x24412)+~P23(x24414,x24415)+~P23(x24413,x24411)+E(f60(x24411,x24412),f61(x24411,x24412))+P23(f68(x24411,x24412,x24413,x24414,x24415),x24415)+P23(f364(f364(x24413,x24414),f364(x24413,x24413)),f64(x24411,x24412))
% 3.46/3.58  [2442]P3(x24421)+~E(x24423,x24425)+~P37(x24422)+~P23(x24424,x24425)+~P23(x24423,x24421)+E(f65(x24421,x24422),f60(x24421,x24422))+P23(f68(x24421,x24422,x24423,x24424,x24425),x24425)+P23(f364(f364(x24423,x24424),f364(x24423,x24423)),f64(x24421,x24422))
% 3.46/3.58  [2444]~E(x24443,x24445)+~P37(x24442)+~P23(x24444,x24445)+~P23(x24443,x24441)+P3(x24441)+P23(f60(x24441,x24442),x24441)+P23(f68(x24441,x24442,x24443,x24444,x24445),x24445)+P23(f364(f364(x24443,x24444),f364(x24443,x24443)),f64(x24441,x24442))
% 3.46/3.58  [2445]~E(x24453,x24455)+~P37(x24452)+~P23(x24454,x24455)+~P23(x24453,x24451)+P3(x24451)+~E(f62(x24451,x24452),f63(x24451,x24452))+P23(f68(x24451,x24452,x24453,x24454,x24455),x24455)+P23(f364(f364(x24453,x24454),f364(x24453,x24453)),f64(x24451,x24452))
% 3.46/3.58  [2446]~E(x24463,x24465)+~P37(x24462)+~P23(x24464,x24465)+~P23(x24463,x24461)+P3(x24461)+P23(f63(x24461,x24462),f61(x24461,x24462))+P23(f68(x24461,x24462,x24463,x24464,x24465),x24465)+P23(f364(f364(x24463,x24464),f364(x24463,x24463)),f64(x24461,x24462))
% 3.46/3.58  [2447]~E(x24473,x24475)+~P37(x24472)+~P23(x24474,x24475)+~P23(x24473,x24471)+P3(x24471)+P23(f62(x24471,x24472),f65(x24471,x24472))+P23(f68(x24471,x24472,x24473,x24474,x24475),x24475)+P23(f364(f364(x24473,x24474),f364(x24473,x24473)),f64(x24471,x24472))
% 3.46/3.58  [2470]P3(x24701)+~P37(x24702)+~P23(x24703,x24701)+~P23(x24705,x24704)+E(f191(x24701,x24702),f196(x24701,x24702))+E(f208(x24701,x24702,x24703),x24703)+~E(f199(x24701,x24702),x24704)+~P23(f364(f364(x24705,f201(x24701,x24702,x24705,x24704)),f364(x24705,x24705)),x24702)
% 3.46/3.58  [2471]P3(x24711)+~P37(x24712)+~P23(x24713,x24711)+~P23(x24715,x24714)+E(f200(x24711,x24712),f191(x24711,x24712))+E(f208(x24711,x24712,x24713),x24713)+~E(f199(x24711,x24712),x24714)+~P23(f364(f364(x24715,f201(x24711,x24712,x24715,x24714)),f364(x24715,x24715)),x24712)
% 3.46/3.58  [2472]P3(x24721)+~P37(x24722)+~P23(x24723,x24721)+~P23(x24725,x24724)+P23(f191(x24721,x24722),x24721)+E(f208(x24721,x24722,x24723),x24723)+~E(f199(x24721,x24722),x24724)+~P23(f364(f364(x24725,f201(x24721,x24722,x24725,x24724)),f364(x24725,x24725)),x24722)
% 3.46/3.58  [2473]P3(x24731)+~P37(x24732)+~P23(x24733,x24731)+~P23(x24735,x24734)+~E(f197(x24731,x24732),f198(x24731,x24732))+E(f208(x24731,x24732,x24733),x24733)+~E(f199(x24731,x24732),x24734)+~P23(f364(f364(x24735,f201(x24731,x24732,x24735,x24734)),f364(x24735,x24735)),x24732)
% 3.46/3.58  [2474]P3(x24741)+~P37(x24742)+~P23(x24743,x24741)+~P23(x24745,x24744)+P23(f198(x24741,x24742),f196(x24741,x24742))+E(f208(x24741,x24742,x24743),x24743)+~E(f199(x24741,x24742),x24744)+~P23(f364(f364(x24745,f201(x24741,x24742,x24745,x24744)),f364(x24745,x24745)),x24742)
% 3.46/3.58  [2475]P3(x24751)+~P37(x24752)+~P23(x24753,x24751)+~P23(x24755,x24754)+P23(f197(x24751,x24752),f200(x24751,x24752))+E(f208(x24751,x24752,x24753),x24753)+~E(f199(x24751,x24752),x24754)+~P23(f364(f364(x24755,f201(x24751,x24752,x24755,x24754)),f364(x24755,x24755)),x24752)
% 3.46/3.58  [2476]P3(x24761)+~P37(x24762)+~P23(x24763,x24761)+~P23(x24765,x24764)+E(f191(x24761,x24762),f196(x24761,x24762))+~E(f199(x24761,x24762),x24764)+~P23(f364(f364(x24765,f201(x24761,x24762,x24765,x24764)),f364(x24765,x24765)),x24762)+P23(f3(f207(x24761,x24762),x24763),f208(x24761,x24762,x24763))
% 3.46/3.58  [2477]P3(x24771)+~P37(x24772)+~P23(x24773,x24771)+~P23(x24775,x24774)+E(f200(x24771,x24772),f191(x24771,x24772))+~E(f199(x24771,x24772),x24774)+~P23(f364(f364(x24775,f201(x24771,x24772,x24775,x24774)),f364(x24775,x24775)),x24772)+P23(f3(f207(x24771,x24772),x24773),f208(x24771,x24772,x24773))
% 3.46/3.58  [2478]~P37(x24782)+~P23(x24783,x24781)+P3(x24781)+~P23(x24785,x24784)+P23(f191(x24781,x24782),x24781)+~E(f199(x24781,x24782),x24784)+~P23(f364(f364(x24785,f201(x24781,x24782,x24785,x24784)),f364(x24785,x24785)),x24782)+P23(f3(f207(x24781,x24782),x24783),f208(x24781,x24782,x24783))
% 3.46/3.58  [2479]~P37(x24792)+~P23(x24793,x24791)+P3(x24791)+~P23(x24795,x24794)+~E(f197(x24791,x24792),f198(x24791,x24792))+~E(f199(x24791,x24792),x24794)+~P23(f364(f364(x24795,f201(x24791,x24792,x24795,x24794)),f364(x24795,x24795)),x24792)+P23(f3(f207(x24791,x24792),x24793),f208(x24791,x24792,x24793))
% 3.46/3.58  [2480]~P37(x24802)+~P23(x24803,x24801)+P3(x24801)+~P23(x24805,x24804)+P23(f198(x24801,x24802),f196(x24801,x24802))+~E(f199(x24801,x24802),x24804)+~P23(f364(f364(x24805,f201(x24801,x24802,x24805,x24804)),f364(x24805,x24805)),x24802)+P23(f3(f207(x24801,x24802),x24803),f208(x24801,x24802,x24803))
% 3.46/3.58  [2481]~P37(x24812)+~P23(x24813,x24811)+P3(x24811)+~P23(x24815,x24814)+P23(f197(x24811,x24812),f200(x24811,x24812))+~E(f199(x24811,x24812),x24814)+~P23(f364(f364(x24815,f201(x24811,x24812,x24815,x24814)),f364(x24815,x24815)),x24812)+P23(f3(f207(x24811,x24812),x24813),f208(x24811,x24812,x24813))
% 3.46/3.58  [2559]P3(x25591)+~P37(x25592)+~P23(x25594,x25591)+~P23(x25593,x25595)+~E(x25594,x25595)+E(f81(x25591,x25592),f82(x25591,x25592))+P23(x25593,f86(x25591,x25592))+~P23(f364(f364(x25593,f92(x25591,x25592,x25593,x25594,x25595)),f364(x25593,x25593)),x25592)
% 3.46/3.58  [2560]P3(x25601)+~P37(x25602)+~P23(x25604,x25601)+~P23(x25603,x25605)+~E(x25604,x25605)+E(f87(x25601,x25602),f81(x25601,x25602))+P23(x25603,f86(x25601,x25602))+~P23(f364(f364(x25603,f92(x25601,x25602,x25603,x25604,x25605)),f364(x25603,x25603)),x25602)
% 3.46/3.58  [2562]~P37(x25623)+~P23(x25624,x25621)+~P23(x25622,x25625)+P3(x25621)+~E(x25624,x25625)+P23(f81(x25621,x25623),x25621)+P23(x25622,f86(x25621,x25623))+~P23(f364(f364(x25622,f92(x25621,x25623,x25622,x25624,x25625)),f364(x25622,x25622)),x25623)
% 3.46/3.58  [2563]~P37(x25633)+~P23(x25634,x25631)+~P23(x25632,x25635)+P3(x25631)+~E(x25634,x25635)+~E(f83(x25631,x25633),f84(x25631,x25633))+P23(x25632,f86(x25631,x25633))+~P23(f364(f364(x25632,f92(x25631,x25633,x25632,x25634,x25635)),f364(x25632,x25632)),x25633)
% 3.46/3.58  [2564]~P37(x25643)+~P23(x25644,x25641)+~P23(x25642,x25645)+P3(x25641)+~E(x25644,x25645)+P23(f84(x25641,x25643),f82(x25641,x25643))+P23(x25642,f86(x25641,x25643))+~P23(f364(f364(x25642,f92(x25641,x25643,x25642,x25644,x25645)),f364(x25642,x25642)),x25643)
% 3.46/3.58  [2565]~P37(x25653)+~P23(x25654,x25651)+~P23(x25652,x25655)+P3(x25651)+~E(x25654,x25655)+P23(f83(x25651,x25653),f87(x25651,x25653))+P23(x25652,f86(x25651,x25653))+~P23(f364(f364(x25652,f92(x25651,x25653,x25652,x25654,x25655)),f364(x25652,x25652)),x25653)
% 3.46/3.58  [2566]P3(x25661)+~P37(x25662)+~P23(x25663,x25661)+~P23(x25664,x25665)+~E(x25663,x25665)+E(f60(x25661,x25662),f61(x25661,x25662))+~P23(f364(f364(x25664,f68(x25661,x25662,x25663,x25664,x25665)),f364(x25664,x25664)),x25662)+P23(f364(f364(x25663,x25664),f364(x25663,x25663)),f64(x25661,x25662))
% 3.46/3.58  [2567]P3(x25671)+~P37(x25672)+~P23(x25673,x25671)+~P23(x25674,x25675)+~E(x25673,x25675)+E(f65(x25671,x25672),f60(x25671,x25672))+~P23(f364(f364(x25674,f68(x25671,x25672,x25673,x25674,x25675)),f364(x25674,x25674)),x25672)+P23(f364(f364(x25673,x25674),f364(x25673,x25673)),f64(x25671,x25672))
% 3.46/3.58  [2569]~P37(x25692)+~P23(x25693,x25691)+~P23(x25694,x25695)+P3(x25691)+~E(x25693,x25695)+P23(f60(x25691,x25692),x25691)+~P23(f364(f364(x25694,f68(x25691,x25692,x25693,x25694,x25695)),f364(x25694,x25694)),x25692)+P23(f364(f364(x25693,x25694),f364(x25693,x25693)),f64(x25691,x25692))
% 3.46/3.58  [2570]~P37(x25704)+~P23(x25702,x25701)+~P23(x25703,x25705)+P3(x25701)+~E(x25702,x25705)+~E(f62(x25701,x25704),f63(x25701,x25704))+~P23(f364(f364(x25703,f68(x25701,x25704,x25702,x25703,x25705)),f364(x25703,x25703)),x25704)+P23(f364(f364(x25702,x25703),f364(x25702,x25702)),f64(x25701,x25704))
% 3.46/3.58  [2571]~P37(x25712)+~P23(x25713,x25711)+~P23(x25714,x25715)+P3(x25711)+~E(x25713,x25715)+P23(f63(x25711,x25712),f61(x25711,x25712))+~P23(f364(f364(x25714,f68(x25711,x25712,x25713,x25714,x25715)),f364(x25714,x25714)),x25712)+P23(f364(f364(x25713,x25714),f364(x25713,x25713)),f64(x25711,x25712))
% 3.46/3.58  [2572]~P37(x25722)+~P23(x25723,x25721)+~P23(x25724,x25725)+P3(x25721)+~E(x25723,x25725)+P23(f62(x25721,x25722),f65(x25721,x25722))+~P23(f364(f364(x25724,f68(x25721,x25722,x25723,x25724,x25725)),f364(x25724,x25724)),x25722)+P23(f364(f364(x25723,x25724),f364(x25723,x25723)),f64(x25721,x25722))
% 3.46/3.58  [2338]~P37(x23382)+~P23(x23383,x23384)+P3(x23381)+~E(f199(x23381,x23382),x23384)+~P23(x23385,f196(x23381,x23382))+P23(f201(x23381,x23382,x23383,x23384),x23384)+P21(f207(x23381,x23382))+P23(f364(f364(f198(x23381,x23382),x23385),f364(f198(x23381,x23382),f198(x23381,x23382))),x23382)
% 3.46/3.58  [2339]~P37(x23392)+~P23(x23393,x23394)+P3(x23391)+~E(f199(x23391,x23392),x23394)+~P23(x23395,f200(x23391,x23392))+P23(f201(x23391,x23392,x23393,x23394),x23394)+P21(f207(x23391,x23392))+P23(f364(f364(f197(x23391,x23392),x23395),f364(f197(x23391,x23392),f197(x23391,x23392))),x23392)
% 3.46/3.58  [2340]~P37(x23402)+~P23(x23403,x23404)+P3(x23401)+~E(f199(x23401,x23402),x23404)+~P23(x23405,f196(x23401,x23402))+P23(f201(x23401,x23402,x23403,x23404),x23404)+P37(f207(x23401,x23402))+P23(f364(f364(f198(x23401,x23402),x23405),f364(f198(x23401,x23402),f198(x23401,x23402))),x23402)
% 3.46/3.58  [2341]~P37(x23412)+~P23(x23413,x23414)+P3(x23411)+~E(f199(x23411,x23412),x23414)+~P23(x23415,f200(x23411,x23412))+P23(f201(x23411,x23412,x23413,x23414),x23414)+P37(f207(x23411,x23412))+P23(f364(f364(f197(x23411,x23412),x23415),f364(f197(x23411,x23412),f197(x23411,x23412))),x23412)
% 3.46/3.58  [2342]P3(x23421)+~P37(x23422)+~P23(x23423,x23424)+~E(f199(x23421,x23422),x23424)+~P23(x23425,f196(x23421,x23422))+P23(f201(x23421,x23422,x23423,x23424),x23424)+E(f8(f207(x23421,x23422)),x23421)+P23(f364(f364(f198(x23421,x23422),x23425),f364(f198(x23421,x23422),f198(x23421,x23422))),x23422)
% 3.46/3.58  [2343]P3(x23431)+~P37(x23432)+~P23(x23433,x23434)+~E(f199(x23431,x23432),x23434)+~P23(x23435,f200(x23431,x23432))+P23(f201(x23431,x23432,x23433,x23434),x23434)+E(f8(f207(x23431,x23432)),x23431)+P23(f364(f364(f197(x23431,x23432),x23435),f364(f197(x23431,x23432),f197(x23431,x23432))),x23432)
% 3.46/3.58  [2486]~P37(x24862)+P3(x24861)+~P23(x24865,x24864)+~P23(x24863,f196(x24861,x24862))+~E(f199(x24861,x24862),x24864)+~P23(f364(f364(x24865,f201(x24861,x24862,x24865,x24864)),f364(x24865,x24865)),x24862)+P21(f207(x24861,x24862))+P23(f364(f364(f198(x24861,x24862),x24863),f364(f198(x24861,x24862),f198(x24861,x24862))),x24862)
% 3.46/3.58  [2487]~P37(x24872)+P3(x24871)+~P23(x24875,x24874)+~P23(x24873,f200(x24871,x24872))+~E(f199(x24871,x24872),x24874)+~P23(f364(f364(x24875,f201(x24871,x24872,x24875,x24874)),f364(x24875,x24875)),x24872)+P21(f207(x24871,x24872))+P23(f364(f364(f197(x24871,x24872),x24873),f364(f197(x24871,x24872),f197(x24871,x24872))),x24872)
% 3.46/3.58  [2488]~P37(x24882)+P3(x24881)+~P23(x24885,x24884)+~P23(x24883,f196(x24881,x24882))+~E(f199(x24881,x24882),x24884)+~P23(f364(f364(x24885,f201(x24881,x24882,x24885,x24884)),f364(x24885,x24885)),x24882)+P37(f207(x24881,x24882))+P23(f364(f364(f198(x24881,x24882),x24883),f364(f198(x24881,x24882),f198(x24881,x24882))),x24882)
% 3.46/3.58  [2489]~P37(x24892)+P3(x24891)+~P23(x24895,x24894)+~P23(x24893,f200(x24891,x24892))+~E(f199(x24891,x24892),x24894)+~P23(f364(f364(x24895,f201(x24891,x24892,x24895,x24894)),f364(x24895,x24895)),x24892)+P37(f207(x24891,x24892))+P23(f364(f364(f197(x24891,x24892),x24893),f364(f197(x24891,x24892),f197(x24891,x24892))),x24892)
% 3.46/3.58  [2490]P3(x24901)+~P37(x24902)+~P23(x24905,x24904)+~P23(x24903,f196(x24901,x24902))+~E(f199(x24901,x24902),x24904)+~P23(f364(f364(x24905,f201(x24901,x24902,x24905,x24904)),f364(x24905,x24905)),x24902)+E(f8(f207(x24901,x24902)),x24901)+P23(f364(f364(f198(x24901,x24902),x24903),f364(f198(x24901,x24902),f198(x24901,x24902))),x24902)
% 3.46/3.58  [2491]P3(x24911)+~P37(x24912)+~P23(x24915,x24914)+~P23(x24913,f200(x24911,x24912))+~E(f199(x24911,x24912),x24914)+~P23(f364(f364(x24915,f201(x24911,x24912,x24915,x24914)),f364(x24915,x24915)),x24912)+E(f8(f207(x24911,x24912)),x24911)+P23(f364(f364(f197(x24911,x24912),x24913),f364(f197(x24911,x24912),f197(x24911,x24912))),x24912)
% 3.46/3.58  [2219]~P34(x22191)+~P23(x22195,x22192)+~E(x22194,x22193)+~P23(x22194,f341(x22191))+E(f130(x22191,x22192),f132(x22191,x22192))+P23(x22193,f133(x22191,x22192))+~E(x22193,f354(x22195,f364(x22191,x22191)))+~P11(x22192,f341(f341(f357(x22191,f364(x22191,x22191)))))
% 3.46/3.58  [2220]~P34(x22201)+~P23(x22205,x22202)+~E(x22204,x22203)+~P23(x22204,f341(x22201))+E(f134(x22201,x22202),f130(x22201,x22202))+P23(x22203,f133(x22201,x22202))+~E(x22203,f354(x22205,f364(x22201,x22201)))+~P11(x22202,f341(f341(f357(x22201,f364(x22201,x22201)))))
% 3.46/3.58  [2226]~P34(x22262)+~P23(x22265,x22263)+~E(x22264,x22261)+P23(f135(x22262,x22263),x22263)+~P23(x22264,f341(x22262))+P23(x22261,f133(x22262,x22263))+~E(x22261,f354(x22265,f364(x22262,x22262)))+~P11(x22263,f341(f341(f357(x22262,f364(x22262,x22262)))))
% 3.46/3.58  [2227]~P34(x22272)+~P23(x22275,x22273)+~E(x22274,x22271)+P23(f136(x22272,x22273),x22273)+~P23(x22274,f341(x22272))+P23(x22271,f133(x22272,x22273))+~E(x22271,f354(x22275,f364(x22272,x22272)))+~P11(x22273,f341(f341(f357(x22272,f364(x22272,x22272)))))
% 3.46/3.58  [2229]~P34(x22292)+~P23(x22295,x22293)+~E(x22294,x22291)+~E(f134(x22292,x22293),f132(x22292,x22293))+~P23(x22294,f341(x22292))+P23(x22291,f133(x22292,x22293))+~E(x22291,f354(x22295,f364(x22292,x22292)))+~P11(x22293,f341(f341(f357(x22292,f364(x22292,x22292)))))
% 3.46/3.58  [2259]~P34(x22591)+~P23(x22595,x22592)+~E(x22594,x22593)+~P23(x22594,f341(x22591))+P23(x22593,f133(x22591,x22592))+E(f354(f135(x22591,x22592),f364(x22591,x22591)),f132(x22591,x22592))+~E(x22593,f354(x22595,f364(x22591,x22591)))+~P11(x22592,f341(f341(f357(x22591,f364(x22591,x22591)))))
% 3.46/3.58  [2260]~P34(x22601)+~P23(x22605,x22602)+~E(x22604,x22603)+~P23(x22604,f341(x22601))+P23(x22603,f133(x22601,x22602))+E(f354(f136(x22601,x22602),f364(x22601,x22601)),f134(x22601,x22602))+~E(x22603,f354(x22605,f364(x22601,x22601)))+~P11(x22602,f341(f341(f357(x22601,f364(x22601,x22601)))))
% 3.46/3.58  [2409]~P37(x24092)+~P23(x24094,x24091)+P3(x24091)+~P23(x24093,f196(x24091,x24092))+~P23(x24095,f208(x24091,x24092,x24094))+P23(f199(x24091,x24092),x24091)+P23(f364(f364(f198(x24091,x24092),x24093),f364(f198(x24091,x24092),f198(x24091,x24092))),x24092)+P23(f364(f364(f3(f207(x24091,x24092),x24094),x24095),f364(f3(f207(x24091,x24092),x24094),f3(f207(x24091,x24092),x24094))),x24092)
% 3.46/3.58  [2410]~P37(x24102)+~P23(x24104,x24101)+P3(x24101)+~P23(x24103,f200(x24101,x24102))+~P23(x24105,f208(x24101,x24102,x24104))+P23(f199(x24101,x24102),x24101)+P23(f364(f364(f197(x24101,x24102),x24103),f364(f197(x24101,x24102),f197(x24101,x24102))),x24102)+P23(f364(f364(f3(f207(x24101,x24102),x24104),x24105),f364(f3(f207(x24101,x24102),x24104),f3(f207(x24101,x24102),x24104))),x24102)
% 3.46/3.58  [2539]P3(x25392)+P3(x25391)+~P21(x25394)+~P11(x25396,x25392)+~P11(x25395,x25391)+~P41(x25394,f4(x25391,x25392),x25393)+~P47(x25394,f4(x25391,x25392),x25393)+E(f5(x25391,x25392,x25393,x25394,x25395,x25396),f6(x25394,x25395,x25396))
% 3.46/3.58  [2558]~P21(x25584)+~P11(x25586,x25581)+~P11(x25585,x25582)+P3(x25581)+P3(x25582)+~P41(x25584,f4(x25582,x25581),x25583)+~P47(x25584,f4(x25582,x25581),x25583)+P11(f5(x25582,x25581,x25583,x25584,x25585,x25586),x25583)
% 3.46/3.58  [1690]~P21(x16901)+~P21(x16902)+~P37(x16901)+~P37(x16902)+~P35(x16902)+P23(f240(x16902,x16901),f345(x16902))+P23(f241(x16902,x16901),f8(x16902))+~E(f345(x16902),f8(x16901))+E(x16901,f332(x16902))
% 3.46/3.58  [1717]~P21(x17171)+~P21(x17172)+~P37(x17171)+~P37(x17172)+~P35(x17172)+P23(f241(x17172,x17171),f8(x17172))+~E(f345(x17172),f8(x17171))+E(x17171,f332(x17172))+E(f3(x17171,f240(x17172,x17171)),f242(x17172,x17171))
% 3.46/3.58  [1718]~P21(x17181)+~P21(x17182)+~P37(x17181)+~P37(x17182)+~P35(x17182)+P23(f240(x17182,x17181),f345(x17182))+~E(f345(x17182),f8(x17181))+E(x17181,f332(x17182))+E(f3(x17182,f241(x17182,x17181)),f243(x17182,x17181))
% 3.46/3.58  [1732]~P21(x17321)+~P21(x17322)+~P37(x17321)+~P37(x17322)+~P35(x17322)+~E(f345(x17322),f8(x17321))+E(x17321,f332(x17322))+E(f3(x17321,f240(x17322,x17321)),f242(x17322,x17321))+E(f3(x17322,f241(x17322,x17321)),f243(x17322,x17321))
% 3.46/3.58  [1705]~P23(x17052,x17051)+~P23(a250,a36)+~P23(x17053,a247)+~P45(f252(x17051),x17052)+E(x17051,a1)+E(x17052,f252(x17051))+~E(f251(x17053),x17053)+P16(a5000)+~P11(x17051,f341(f341(a250)))
% 3.46/3.58  [1731]~P23(x17312,x17311)+~P23(a250,a36)+~P23(x17313,a247)+~P45(f252(x17311),x17312)+E(x17311,a1)+E(x17312,f252(x17311))+P16(a5000)+P23(f251(x17313),a247)+~P11(x17311,f341(f341(a250)))
% 3.46/3.58  [1736]~P23(x17362,x17361)+~P23(a250,a36)+~P23(x17363,a247)+~P45(f252(x17361),x17362)+E(x17361,a1)+E(x17362,f252(x17361))+P45(x17363,f251(x17363))+P16(a5000)+~P11(x17361,f341(f341(a250)))
% 3.46/3.58  [1761]~P34(x17613)+~P23(x17612,x17611)+E(x17611,a1)+E(x17612,f74(x17613,x17611))+~E(a75,a1)+~P23(x17613,a36)+~P45(f74(x17613,x17611),x17612)+~P16(a5000)+~P11(x17611,f341(f341(x17613)))
% 3.46/3.58  [1762]~P34(x17623)+~P23(x17622,x17621)+E(x17621,a1)+E(x17622,f74(x17623,x17621))+~E(a76,a1)+~P23(x17623,a36)+~P45(f74(x17623,x17621),x17622)+~P16(a5000)+~P11(x17621,f341(f341(x17623)))
% 3.46/3.58  [1766]~P34(x17663)+~P23(x17662,x17661)+~P23(x17663,a36)+E(x17661,a1)+E(x17662,f74(x17663,x17661))+~P45(f74(x17663,x17661),x17662)+P34(a75)+~P16(a5000)+~P11(x17661,f341(f341(x17663)))
% 3.46/3.58  [1767]~P34(x17673)+~P23(x17672,x17671)+~P23(x17673,a36)+E(x17671,a1)+E(x17672,f74(x17673,x17671))+~P45(f74(x17673,x17671),x17672)+P4(a75)+~P16(a5000)+~P11(x17671,f341(f341(x17673)))
% 3.46/3.58  [1784]~P34(x17843)+~P23(x17842,x17841)+E(x17841,a1)+E(x17842,f74(x17843,x17841))+P23(a75,a36)+~P23(x17843,a36)+~P45(f74(x17843,x17841),x17842)+~P16(a5000)+~P11(x17841,f341(f341(x17843)))
% 3.46/3.58  [1801]~P34(x18013)+~P23(x18012,x18011)+~P23(x18013,a36)+E(x18011,a1)+E(x18012,f74(x18013,x18011))+~P45(f74(x18013,x18011),x18012)+~P16(a5000)+~P11(x18011,f341(f341(x18013)))+P11(a76,f341(f341(a75)))
% 3.46/3.58  [1591]~P21(x15914)+~P21(x15912)+~P37(x15914)+~P37(x15912)+~P35(x15912)+~E(x15913,f3(x15914,x15911))+~P23(x15911,f345(x15912))+E(x15911,f3(x15912,x15913))+~E(x15914,f332(x15912))
% 3.46/3.58  [1592]~P21(x15924)+~P21(x15922)+~P37(x15924)+~P37(x15922)+~P35(x15924)+~E(x15923,f3(x15924,x15921))+~P23(x15921,f8(x15924))+E(x15921,f3(x15922,x15923))+~E(x15922,f332(x15924))
% 3.46/3.58  [1603]~P21(x16033)+~P21(x16032)+~P37(x16033)+~P37(x16032)+~P35(x16032)+~P23(x16034,f345(x16032))+P23(x16031,f8(x16032))+~E(x16031,f3(x16033,x16034))+~E(x16033,f332(x16032))
% 3.46/3.58  [1604]~P21(x16043)+~P21(x16042)+~P37(x16043)+~P37(x16042)+~P35(x16042)+~P23(x16044,f8(x16042))+P23(x16041,f345(x16042))+~E(x16041,f3(x16042,x16044))+~E(x16043,f332(x16042))
% 3.46/3.58  [1809]~P34(x18093)+~P23(x18092,x18091)+~P23(x18094,a210)+~P23(x18093,a36)+E(x18091,a1)+E(x18092,f213(x18093,x18091))+~P45(f213(x18093,x18091),x18092)+~E(f214(x18094),x18094)+~P11(x18091,f341(f341(x18093)))
% 3.46/3.58  [1839]~P34(x18393)+~P23(x18392,x18391)+~P23(x18394,a210)+~P23(x18393,a36)+E(x18391,a1)+E(x18392,f213(x18393,x18391))+~P45(f213(x18393,x18391),x18392)+~P11(x18391,f341(f341(x18393)))+P23(f214(x18394),a210)
% 3.46/3.58  [1847]~P34(x18473)+~P23(x18472,x18471)+~P23(x18474,a210)+~P23(x18473,a36)+E(x18471,a1)+E(x18472,f213(x18473,x18471))+~P45(f213(x18473,x18471),x18472)+P45(x18474,f214(x18474))+~P11(x18471,f341(f341(x18473)))
% 3.46/3.58  [2141]~P34(x21413)+~P23(x21412,x21411)+~E(f116(x21413),f123(x21413))+~P23(x21414,f124(x21413))+E(x21411,a1)+E(x21412,f129(x21413,x21414,x21411))+~P45(f129(x21413,x21414,x21411),x21412)+~P23(f115(x21413,x21414),a36)+~P11(x21411,f341(f341(f115(x21413,x21414))))
% 3.46/3.58  [2176]~P34(x21763)+~P23(x21762,x21761)+P18(f123(x21763),f116(x21763),f120(x21763))+~P23(x21764,f124(x21763))+E(x21761,a1)+E(x21762,f129(x21763,x21764,x21761))+~P45(f129(x21763,x21764,x21761),x21762)+~P23(f115(x21763,x21764),a36)+~P11(x21761,f341(f341(f115(x21763,x21764))))
% 3.46/3.58  [2254]~P34(x22544)+~P34(x22542)+~E(x22541,x22543)+~E(x22541,x22544)+~E(f116(x22542),f123(x22542))+~P23(x22545,f128(x22542,x22541,x22544))+P23(x22541,f124(x22542))+~E(f131(x22542,x22541,x22544,x22545),x22545)+~P23(x22543,f357(x22542,f364(x22542,x22542)))
% 3.46/3.58  [2286]~P34(x22864)+~P34(x22862)+~E(x22861,x22863)+~E(x22861,x22864)+P18(f123(x22862),f116(x22862),f120(x22862))+~P23(x22865,f128(x22862,x22861,x22864))+P23(x22861,f124(x22862))+~E(f131(x22862,x22861,x22864,x22865),x22865)+~P23(x22863,f357(x22862,f364(x22862,x22862)))
% 3.46/3.58  [2296]~E(x22961,x22964)+~P34(x22964)+~P34(x22962)+~E(x22961,x22965)+~E(f116(x22962),f123(x22962))+~P23(x22963,f128(x22962,x22961,x22964))+P45(x22963,f131(x22962,x22961,x22964,x22963))+P23(x22961,f124(x22962))+~P23(x22965,f357(x22962,f364(x22962,x22962)))
% 3.46/3.58  [2307]~E(x23071,x23074)+~P34(x23074)+~P34(x23072)+~E(x23071,x23075)+P18(f123(x23072),f116(x23072),f120(x23072))+~P23(x23073,f128(x23072,x23071,x23074))+P45(x23073,f131(x23072,x23071,x23074,x23073))+P23(x23071,f124(x23072))+~P23(x23075,f357(x23072,f364(x23072,x23072)))
% 3.46/3.58  [2322]~E(x23221,x23223)+~P34(x23223)+~P34(x23222)+~E(x23221,x23225)+~E(f116(x23222),f123(x23222))+~P23(x23224,f128(x23222,x23221,x23223))+P23(f131(x23222,x23221,x23223,x23224),f128(x23222,x23221,x23223))+P23(x23221,f124(x23222))+~P23(x23225,f357(x23222,f364(x23222,x23222)))
% 3.46/3.58  [2334]~E(x23341,x23343)+~P34(x23343)+~P34(x23342)+~E(x23341,x23345)+P18(f123(x23342),f116(x23342),f120(x23342))+~P23(x23344,f128(x23342,x23341,x23343))+P23(f131(x23342,x23341,x23343,x23344),f128(x23342,x23341,x23343))+P23(x23341,f124(x23342))+~P23(x23345,f357(x23342,f364(x23342,x23342)))
% 3.46/3.58  [2352]~P37(x23524)+~P37(x23523)+~P48(x23523,x23525,x23524)+~P21(x23524)+~P37(x23525)+~P23(x23522,f347(x23523))+~P23(x23521,f347(x23523))+P23(f364(f364(x23521,x23522),f364(x23521,x23521)),x23523)+~P23(f364(f364(f3(x23524,x23521),f3(x23524,x23522)),f364(f3(x23524,x23521),f3(x23524,x23521))),x23525)
% 3.46/3.58  [2347]P3(x23471)+~P37(x23472)+~P23(x23474,x23475)+~P23(x23473,x23471)+~E(f199(x23471,x23472),x23475)+~P23(x23476,f196(x23471,x23472))+E(f208(x23471,x23472,x23473),x23473)+P23(f201(x23471,x23472,x23474,x23475),x23475)+P23(f364(f364(f198(x23471,x23472),x23476),f364(f198(x23471,x23472),f198(x23471,x23472))),x23472)
% 3.46/3.58  [2348]P3(x23481)+~P37(x23482)+~P23(x23484,x23485)+~P23(x23483,x23481)+~E(f199(x23481,x23482),x23485)+~P23(x23486,f200(x23481,x23482))+E(f208(x23481,x23482,x23483),x23483)+P23(f201(x23481,x23482,x23484,x23485),x23485)+P23(f364(f364(f197(x23481,x23482),x23486),f364(f197(x23481,x23482),f197(x23481,x23482))),x23482)
% 3.46/3.58  [2382]~P37(x23822)+~P23(x23823,x23824)+~P23(x23825,x23821)+P3(x23821)+~E(f199(x23821,x23822),x23824)+~P23(x23826,f196(x23821,x23822))+P23(f201(x23821,x23822,x23823,x23824),x23824)+P23(f3(f207(x23821,x23822),x23825),f208(x23821,x23822,x23825))+P23(f364(f364(f198(x23821,x23822),x23826),f364(f198(x23821,x23822),f198(x23821,x23822))),x23822)
% 3.46/3.58  [2383]~P37(x23832)+~P23(x23833,x23834)+~P23(x23835,x23831)+P3(x23831)+~E(f199(x23831,x23832),x23834)+~P23(x23836,f200(x23831,x23832))+P23(f201(x23831,x23832,x23833,x23834),x23834)+P23(f3(f207(x23831,x23832),x23835),f208(x23831,x23832,x23835))+P23(f364(f364(f197(x23831,x23832),x23836),f364(f197(x23831,x23832),f197(x23831,x23832))),x23832)
% 3.46/3.58  [2448]~E(x24484,x24485)+~P37(x24483)+~P23(x24484,x24481)+~P23(x24482,x24485)+P3(x24481)+~P23(x24486,f82(x24481,x24483))+P23(f92(x24481,x24483,x24482,x24484,x24485),x24485)+P23(x24482,f86(x24481,x24483))+P23(f364(f364(f84(x24481,x24483),x24486),f364(f84(x24481,x24483),f84(x24481,x24483))),x24483)
% 3.46/3.58  [2449]~E(x24494,x24495)+~P37(x24493)+~P23(x24494,x24491)+~P23(x24492,x24495)+P3(x24491)+~P23(x24496,f87(x24491,x24493))+P23(f92(x24491,x24493,x24492,x24494,x24495),x24495)+P23(x24492,f86(x24491,x24493))+P23(f364(f364(f83(x24491,x24493),x24496),f364(f83(x24491,x24493),f83(x24491,x24493))),x24493)
% 3.46/3.59  [2450]~E(x24503,x24505)+~P37(x24502)+~P23(x24504,x24505)+~P23(x24503,x24501)+P3(x24501)+~P23(x24506,f61(x24501,x24502))+P23(f68(x24501,x24502,x24503,x24504,x24505),x24505)+P23(f364(f364(x24503,x24504),f364(x24503,x24503)),f64(x24501,x24502))+P23(f364(f364(f63(x24501,x24502),x24506),f364(f63(x24501,x24502),f63(x24501,x24502))),x24502)
% 3.46/3.59  [2451]~E(x24513,x24515)+~P37(x24512)+~P23(x24514,x24515)+~P23(x24513,x24511)+P3(x24511)+~P23(x24516,f65(x24511,x24512))+P23(f68(x24511,x24512,x24513,x24514,x24515),x24515)+P23(f364(f364(x24513,x24514),f364(x24513,x24513)),f64(x24511,x24512))+P23(f364(f364(f62(x24511,x24512),x24516),f364(f62(x24511,x24512),f62(x24511,x24512))),x24512)
% 3.46/3.59  [2492]P3(x24921)+~P37(x24922)+~P23(x24923,x24921)+~P23(x24926,x24925)+~P23(x24924,f196(x24921,x24922))+E(f208(x24921,x24922,x24923),x24923)+~E(f199(x24921,x24922),x24925)+~P23(f364(f364(x24926,f201(x24921,x24922,x24926,x24925)),f364(x24926,x24926)),x24922)+P23(f364(f364(f198(x24921,x24922),x24924),f364(f198(x24921,x24922),f198(x24921,x24922))),x24922)
% 3.46/3.59  [2493]P3(x24931)+~P37(x24932)+~P23(x24933,x24931)+~P23(x24936,x24935)+~P23(x24934,f200(x24931,x24932))+E(f208(x24931,x24932,x24933),x24933)+~E(f199(x24931,x24932),x24935)+~P23(f364(f364(x24936,f201(x24931,x24932,x24936,x24935)),f364(x24936,x24936)),x24932)+P23(f364(f364(f197(x24931,x24932),x24934),f364(f197(x24931,x24932),f197(x24931,x24932))),x24932)
% 3.46/3.59  [2495]~P37(x24952)+~P23(x24953,x24951)+P3(x24951)+~P23(x24956,x24955)+~P23(x24954,f196(x24951,x24952))+~E(f199(x24951,x24952),x24955)+~P23(f364(f364(x24956,f201(x24951,x24952,x24956,x24955)),f364(x24956,x24956)),x24952)+P23(f3(f207(x24951,x24952),x24953),f208(x24951,x24952,x24953))+P23(f364(f364(f198(x24951,x24952),x24954),f364(f198(x24951,x24952),f198(x24951,x24952))),x24952)
% 3.46/3.59  [2496]~P37(x24962)+~P23(x24963,x24961)+P3(x24961)+~P23(x24966,x24965)+~P23(x24964,f200(x24961,x24962))+~E(f199(x24961,x24962),x24965)+~P23(f364(f364(x24966,f201(x24961,x24962,x24966,x24965)),f364(x24966,x24966)),x24962)+P23(f3(f207(x24961,x24962),x24963),f208(x24961,x24962,x24963))+P23(f364(f364(f197(x24961,x24962),x24964),f364(f197(x24961,x24962),f197(x24961,x24962))),x24962)
% 3.46/3.59  [2573]~P37(x25733)+~P23(x25735,x25731)+~P23(x25732,x25736)+P3(x25731)+~E(x25735,x25736)+~P23(x25734,f82(x25731,x25733))+P23(x25732,f86(x25731,x25733))+~P23(f364(f364(x25732,f92(x25731,x25733,x25732,x25735,x25736)),f364(x25732,x25732)),x25733)+P23(f364(f364(f84(x25731,x25733),x25734),f364(f84(x25731,x25733),f84(x25731,x25733))),x25733)
% 3.46/3.59  [2574]~P37(x25743)+~P23(x25745,x25741)+~P23(x25742,x25746)+P3(x25741)+~E(x25745,x25746)+~P23(x25744,f87(x25741,x25743))+P23(x25742,f86(x25741,x25743))+~P23(f364(f364(x25742,f92(x25741,x25743,x25742,x25745,x25746)),f364(x25742,x25742)),x25743)+P23(f364(f364(f83(x25741,x25743),x25744),f364(f83(x25741,x25743),f83(x25741,x25743))),x25743)
% 3.46/3.59  [2575]~P37(x25754)+~P23(x25752,x25751)+~P23(x25753,x25756)+P3(x25751)+~E(x25752,x25756)+~P23(x25755,f61(x25751,x25754))+~P23(f364(f364(x25753,f68(x25751,x25754,x25752,x25753,x25756)),f364(x25753,x25753)),x25754)+P23(f364(f364(x25752,x25753),f364(x25752,x25752)),f64(x25751,x25754))+P23(f364(f364(f63(x25751,x25754),x25755),f364(f63(x25751,x25754),f63(x25751,x25754))),x25754)
% 3.46/3.59  [2576]~P37(x25764)+~P23(x25762,x25761)+~P23(x25763,x25766)+P3(x25761)+~E(x25762,x25766)+~P23(x25765,f65(x25761,x25764))+~P23(f364(f364(x25763,f68(x25761,x25764,x25762,x25763,x25766)),f364(x25763,x25763)),x25764)+P23(f364(f364(x25762,x25763),f364(x25762,x25762)),f64(x25761,x25764))+P23(f364(f364(f62(x25761,x25764),x25765),f364(f62(x25761,x25764),f62(x25761,x25764))),x25764)
% 3.46/3.59  [2411]P3(x24111)+~P37(x24112)+~P23(x24113,x24114)+~P23(x24115,x24111)+~E(f199(x24111,x24112),x24114)+~P23(x24116,f208(x24111,x24112,x24115))+E(f191(x24111,x24112),f196(x24111,x24112))+P23(f201(x24111,x24112,x24113,x24114),x24114)+P23(f364(f364(f3(f207(x24111,x24112),x24115),x24116),f364(f3(f207(x24111,x24112),x24115),f3(f207(x24111,x24112),x24115))),x24112)
% 3.46/3.59  [2412]P3(x24121)+~P37(x24122)+~P23(x24123,x24124)+~P23(x24125,x24121)+~E(f199(x24121,x24122),x24124)+~P23(x24126,f208(x24121,x24122,x24125))+E(f200(x24121,x24122),f191(x24121,x24122))+P23(f201(x24121,x24122,x24123,x24124),x24124)+P23(f364(f364(f3(f207(x24121,x24122),x24125),x24126),f364(f3(f207(x24121,x24122),x24125),f3(f207(x24121,x24122),x24125))),x24122)
% 3.46/3.59  [2413]~P37(x24132)+~P23(x24133,x24134)+~P23(x24135,x24131)+P3(x24131)+~E(f199(x24131,x24132),x24134)+~P23(x24136,f208(x24131,x24132,x24135))+P23(f191(x24131,x24132),x24131)+P23(f201(x24131,x24132,x24133,x24134),x24134)+P23(f364(f364(f3(f207(x24131,x24132),x24135),x24136),f364(f3(f207(x24131,x24132),x24135),f3(f207(x24131,x24132),x24135))),x24132)
% 3.46/3.59  [2414]~P37(x24142)+~P23(x24143,x24144)+~P23(x24145,x24141)+P3(x24141)+~E(f199(x24141,x24142),x24144)+~E(f197(x24141,x24142),f198(x24141,x24142))+~P23(x24146,f208(x24141,x24142,x24145))+P23(f201(x24141,x24142,x24143,x24144),x24144)+P23(f364(f364(f3(f207(x24141,x24142),x24145),x24146),f364(f3(f207(x24141,x24142),x24145),f3(f207(x24141,x24142),x24145))),x24142)
% 3.46/3.59  [2415]~P37(x24152)+~P23(x24153,x24154)+~P23(x24155,x24151)+P3(x24151)+P23(f198(x24151,x24152),f196(x24151,x24152))+~E(f199(x24151,x24152),x24154)+~P23(x24156,f208(x24151,x24152,x24155))+P23(f201(x24151,x24152,x24153,x24154),x24154)+P23(f364(f364(f3(f207(x24151,x24152),x24155),x24156),f364(f3(f207(x24151,x24152),x24155),f3(f207(x24151,x24152),x24155))),x24152)
% 3.46/3.59  [2416]~P37(x24162)+~P23(x24163,x24164)+~P23(x24165,x24161)+P3(x24161)+P23(f197(x24161,x24162),f200(x24161,x24162))+~E(f199(x24161,x24162),x24164)+~P23(x24166,f208(x24161,x24162,x24165))+P23(f201(x24161,x24162,x24163,x24164),x24164)+P23(f364(f364(f3(f207(x24161,x24162),x24165),x24166),f364(f3(f207(x24161,x24162),x24165),f3(f207(x24161,x24162),x24165))),x24162)
% 3.46/3.59  [2515]P3(x25151)+~P37(x25152)+~P23(x25153,x25151)+~P23(x25156,x25155)+~P23(x25154,f208(x25151,x25152,x25153))+E(f191(x25151,x25152),f196(x25151,x25152))+~E(f199(x25151,x25152),x25155)+~P23(f364(f364(x25156,f201(x25151,x25152,x25156,x25155)),f364(x25156,x25156)),x25152)+P23(f364(f364(f3(f207(x25151,x25152),x25153),x25154),f364(f3(f207(x25151,x25152),x25153),f3(f207(x25151,x25152),x25153))),x25152)
% 3.46/3.59  [2516]P3(x25161)+~P37(x25162)+~P23(x25163,x25161)+~P23(x25166,x25165)+~P23(x25164,f208(x25161,x25162,x25163))+E(f200(x25161,x25162),f191(x25161,x25162))+~E(f199(x25161,x25162),x25165)+~P23(f364(f364(x25166,f201(x25161,x25162,x25166,x25165)),f364(x25166,x25166)),x25162)+P23(f364(f364(f3(f207(x25161,x25162),x25163),x25164),f364(f3(f207(x25161,x25162),x25163),f3(f207(x25161,x25162),x25163))),x25162)
% 3.46/3.59  [2517]~P37(x25172)+~P23(x25173,x25171)+P3(x25171)+~P23(x25176,x25175)+~P23(x25174,f208(x25171,x25172,x25173))+P23(f191(x25171,x25172),x25171)+~E(f199(x25171,x25172),x25175)+~P23(f364(f364(x25176,f201(x25171,x25172,x25176,x25175)),f364(x25176,x25176)),x25172)+P23(f364(f364(f3(f207(x25171,x25172),x25173),x25174),f364(f3(f207(x25171,x25172),x25173),f3(f207(x25171,x25172),x25173))),x25172)
% 3.46/3.59  [2518]~P37(x25182)+~P23(x25183,x25181)+P3(x25181)+~P23(x25186,x25185)+~E(f197(x25181,x25182),f198(x25181,x25182))+~P23(x25184,f208(x25181,x25182,x25183))+~E(f199(x25181,x25182),x25185)+~P23(f364(f364(x25186,f201(x25181,x25182,x25186,x25185)),f364(x25186,x25186)),x25182)+P23(f364(f364(f3(f207(x25181,x25182),x25183),x25184),f364(f3(f207(x25181,x25182),x25183),f3(f207(x25181,x25182),x25183))),x25182)
% 3.46/3.59  [2523]~P37(x25232)+~P23(x25233,x25231)+P3(x25231)+~P23(x25236,x25235)+~P23(x25234,f208(x25231,x25232,x25233))+P23(f198(x25231,x25232),f196(x25231,x25232))+~E(f199(x25231,x25232),x25235)+~P23(f364(f364(x25236,f201(x25231,x25232,x25236,x25235)),f364(x25236,x25236)),x25232)+P23(f364(f364(f3(f207(x25231,x25232),x25233),x25234),f364(f3(f207(x25231,x25232),x25233),f3(f207(x25231,x25232),x25233))),x25232)
% 3.46/3.59  [2524]~P37(x25242)+~P23(x25243,x25241)+P3(x25241)+~P23(x25246,x25245)+~P23(x25244,f208(x25241,x25242,x25243))+P23(f197(x25241,x25242),f200(x25241,x25242))+~E(f199(x25241,x25242),x25245)+~P23(f364(f364(x25246,f201(x25241,x25242,x25246,x25245)),f364(x25246,x25246)),x25242)+P23(f364(f364(f3(f207(x25241,x25242),x25243),x25244),f364(f3(f207(x25241,x25242),x25243),f3(f207(x25241,x25242),x25243))),x25242)
% 3.46/3.59  [2586]~E(x25865,x25867)+~P37(x25863)+~P23(x25866,x25867)+~P23(x25865,x25861)+P3(x25861)+~P23(x25862,f4(x25861,x25864))+P23(f179(x25861,x25863,x25864,x25862,x25865,x25866,x25867),x25867)+P23(x25862,f175(x25861,x25863,x25864))+~E(f364(f364(x25865,x25866),f364(x25865,x25865)),x25862)
% 3.46/3.59  [2600]~P37(x26003)+~P23(x26005,x26001)+~P23(x26007,x26006)+P3(x26001)+~E(x26005,x26006)+~P23(x26002,f4(x26001,x26004))+P23(x26002,f175(x26001,x26003,x26004))+~P23(f364(f364(x26007,f179(x26001,x26003,x26004,x26002,x26005,x26007,x26006)),f364(x26007,x26007)),x26003)+~E(f364(f364(x26005,x26007),f364(x26005,x26005)),x26002)
% 3.46/3.59  [2378]~P21(x23783)+~P37(x23782)+~P37(x23783)+~E(x23785,x23784)+~P23(x23785,f4(x23781,x23781))+E(f137(x23781,x23782,x23783),f140(x23781,x23782,x23783))+P23(x23784,f141(x23781,x23782,x23783))+~E(x23784,f364(f364(x23786,x23787),f364(x23786,x23786)))+~P23(f364(f364(f3(x23783,x23786),f3(x23783,x23787)),f364(f3(x23783,x23786),f3(x23783,x23786))),x23782)
% 3.46/3.59  [2379]~P21(x23793)+~P37(x23792)+~P37(x23793)+~E(x23795,x23794)+~P23(x23795,f4(x23791,x23791))+E(f142(x23791,x23792,x23793),f137(x23791,x23792,x23793))+P23(x23794,f141(x23791,x23792,x23793))+~E(x23794,f364(f364(x23796,x23797),f364(x23796,x23796)))+~P23(f364(f364(f3(x23793,x23796),f3(x23793,x23797)),f364(f3(x23793,x23796),f3(x23793,x23796))),x23792)
% 3.46/3.59  [2385]~P21(x23854)+~P37(x23853)+~P37(x23854)+~E(x23855,x23851)+~E(f142(x23852,x23853,x23854),f140(x23852,x23853,x23854))+~P23(x23855,f4(x23852,x23852))+P23(x23851,f141(x23852,x23853,x23854))+~E(x23851,f364(f364(x23856,x23857),f364(x23856,x23856)))+~P23(f364(f364(f3(x23854,x23856),f3(x23854,x23857)),f364(f3(x23854,x23856),f3(x23854,x23856))),x23853)
% 3.46/3.59  [2425]~P21(x24253)+~P37(x24252)+~P37(x24253)+~E(x24255,x24254)+~P23(x24255,f4(x24251,x24251))+P23(x24254,f141(x24251,x24252,x24253))+~E(x24254,f364(f364(x24256,x24257),f364(x24256,x24256)))+~P23(f364(f364(f3(x24253,x24256),f3(x24253,x24257)),f364(f3(x24253,x24256),f3(x24253,x24256))),x24252)+E(f364(f364(f143(x24251,x24252,x24253),f144(x24251,x24252,x24253)),f364(f143(x24251,x24252,x24253),f143(x24251,x24252,x24253))),f140(x24251,x24252,x24253))
% 3.46/3.59  [2426]~P21(x24263)+~P37(x24262)+~P37(x24263)+~E(x24265,x24264)+~P23(x24265,f4(x24261,x24261))+P23(x24264,f141(x24261,x24262,x24263))+~E(x24264,f364(f364(x24266,x24267),f364(x24266,x24266)))+~P23(f364(f364(f3(x24263,x24266),f3(x24263,x24267)),f364(f3(x24263,x24266),f3(x24263,x24266))),x24262)+E(f364(f364(f145(x24261,x24262,x24263),f146(x24261,x24262,x24263)),f364(f145(x24261,x24262,x24263),f145(x24261,x24262,x24263))),f142(x24261,x24262,x24263))
% 3.46/3.59  [2525]~P21(x25254)+~P37(x25253)+~P37(x25254)+~E(x25255,x25251)+~P23(x25255,f4(x25252,x25252))+P23(x25251,f141(x25252,x25253,x25254))+~E(x25251,f364(f364(x25256,x25257),f364(x25256,x25256)))+~P23(f364(f364(f3(x25254,x25256),f3(x25254,x25257)),f364(f3(x25254,x25256),f3(x25254,x25256))),x25253)+P23(f364(f364(f3(x25254,f143(x25252,x25253,x25254)),f3(x25254,f144(x25252,x25253,x25254))),f364(f3(x25254,f143(x25252,x25253,x25254)),f3(x25254,f143(x25252,x25253,x25254)))),x25253)
% 3.46/3.59  [2526]~P21(x25264)+~P37(x25263)+~P37(x25264)+~E(x25265,x25261)+~P23(x25265,f4(x25262,x25262))+P23(x25261,f141(x25262,x25263,x25264))+~E(x25261,f364(f364(x25266,x25267),f364(x25266,x25266)))+~P23(f364(f364(f3(x25264,x25266),f3(x25264,x25267)),f364(f3(x25264,x25266),f3(x25264,x25266))),x25263)+P23(f364(f364(f3(x25264,f145(x25262,x25263,x25264)),f3(x25264,f146(x25262,x25263,x25264))),f364(f3(x25264,f145(x25262,x25263,x25264)),f3(x25264,f145(x25262,x25263,x25264)))),x25263)
% 3.46/3.59  [1921]~P21(x19211)+~P21(x19212)+~P37(x19211)+~P37(x19212)+~P35(x19212)+P23(f240(x19212,x19211),f345(x19212))+~E(f345(x19212),f8(x19211))+~P23(f243(x19212,x19211),f345(x19212))+E(x19211,f332(x19212))+~E(f3(x19211,f243(x19212,x19211)),f241(x19212,x19211))
% 3.46/3.59  [1922]~P21(x19221)+~P21(x19222)+~P37(x19221)+~P37(x19222)+~P35(x19222)+P23(f241(x19222,x19221),f8(x19222))+~E(f345(x19222),f8(x19221))+~P23(f242(x19222,x19221),f8(x19222))+E(x19221,f332(x19222))+~E(f3(x19222,f242(x19222,x19221)),f240(x19222,x19221))
% 3.46/3.59  [1941]~P21(x19411)+~P21(x19412)+~P37(x19411)+~P37(x19412)+~P35(x19412)+~E(f345(x19412),f8(x19411))+~P23(f243(x19412,x19411),f345(x19412))+E(x19411,f332(x19412))+E(f3(x19411,f240(x19412,x19411)),f242(x19412,x19411))+~E(f3(x19411,f243(x19412,x19411)),f241(x19412,x19411))
% 3.46/3.59  [1942]~P21(x19421)+~P21(x19422)+~P37(x19421)+~P37(x19422)+~P35(x19422)+~E(f345(x19422),f8(x19421))+~P23(f242(x19422,x19421),f8(x19422))+E(x19421,f332(x19422))+E(f3(x19422,f241(x19422,x19421)),f243(x19422,x19421))+~E(f3(x19422,f242(x19422,x19421)),f240(x19422,x19421))
% 3.46/3.59  [2423]~P21(x24233)+~P37(x24233)+~P37(x24232)+~P37(x24231)+~P35(x24233)+P48(x24231,x24232,x24233)+P23(f314(x24231,x24232,x24233),f347(x24231))+~E(f347(x24231),f8(x24233))+~E(f345(x24233),f347(x24232))+P23(f364(f364(f314(x24231,x24232,x24233),f315(x24231,x24232,x24233)),f364(f314(x24231,x24232,x24233),f314(x24231,x24232,x24233))),x24231)
% 3.46/3.59  [2424]~P21(x24243)+~P37(x24243)+~P37(x24242)+~P37(x24241)+~P35(x24243)+P48(x24241,x24242,x24243)+P23(f315(x24241,x24242,x24243),f347(x24241))+~E(f347(x24241),f8(x24243))+~E(f345(x24243),f347(x24242))+P23(f364(f364(f314(x24241,x24242,x24243),f315(x24241,x24242,x24243)),f364(f314(x24241,x24242,x24243),f314(x24241,x24242,x24243))),x24241)
% 3.46/3.59  [2531]~P21(x25313)+~P37(x25312)+~P37(x25311)+~P37(x25313)+~P35(x25313)+P48(x25311,x25312,x25313)+~E(f347(x25311),f8(x25313))+~E(f345(x25313),f347(x25312))+P23(f364(f364(f314(x25311,x25312,x25313),f315(x25311,x25312,x25313)),f364(f314(x25311,x25312,x25313),f314(x25311,x25312,x25313))),x25311)+P23(f364(f364(f3(x25313,f314(x25311,x25312,x25313)),f3(x25313,f315(x25311,x25312,x25313))),f364(f3(x25313,f314(x25311,x25312,x25313)),f3(x25313,f314(x25311,x25312,x25313)))),x25312)
% 3.46/3.59  [1812]~P34(x18123)+~P23(x18122,x18121)+~P23(x18124,a76)+~P23(x18123,a36)+E(x18121,a1)+E(x18122,f74(x18123,x18121))+~P45(f74(x18123,x18121),x18122)+~E(f79(x18124),x18124)+~P16(a5000)+~P11(x18121,f341(f341(x18123)))
% 3.46/3.59  [1846]~P34(x18463)+~P23(x18462,x18461)+~P23(x18464,a76)+~P23(x18463,a36)+E(x18461,a1)+E(x18462,f74(x18463,x18461))+~P45(f74(x18463,x18461),x18462)+P23(f79(x18464),a76)+~P16(a5000)+~P11(x18461,f341(f341(x18463)))
% 3.46/3.59  [1849]~P34(x18493)+~P23(x18492,x18491)+~P23(x18494,a76)+~P23(x18493,a36)+E(x18491,a1)+E(x18492,f74(x18493,x18491))+~P45(f74(x18493,x18491),x18492)+P45(x18494,f79(x18494))+~P16(a5000)+~P11(x18491,f341(f341(x18493)))
% 3.46/3.59  [2429]~P37(x24292)+~P23(x24293,x24294)+~P23(x24296,x24291)+P3(x24291)+~E(f199(x24291,x24292),x24294)+~P23(x24295,f196(x24291,x24292))+~P23(x24297,f208(x24291,x24292,x24296))+P23(f201(x24291,x24292,x24293,x24294),x24294)+P23(f364(f364(f198(x24291,x24292),x24295),f364(f198(x24291,x24292),f198(x24291,x24292))),x24292)+P23(f364(f364(f3(f207(x24291,x24292),x24296),x24297),f364(f3(f207(x24291,x24292),x24296),f3(f207(x24291,x24292),x24296))),x24292)
% 3.46/3.59  [2430]~P37(x24302)+~P23(x24303,x24304)+~P23(x24306,x24301)+P3(x24301)+~E(f199(x24301,x24302),x24304)+~P23(x24305,f200(x24301,x24302))+~P23(x24307,f208(x24301,x24302,x24306))+P23(f201(x24301,x24302,x24303,x24304),x24304)+P23(f364(f364(f197(x24301,x24302),x24305),f364(f197(x24301,x24302),f197(x24301,x24302))),x24302)+P23(f364(f364(f3(f207(x24301,x24302),x24306),x24307),f364(f3(f207(x24301,x24302),x24306),f3(f207(x24301,x24302),x24306))),x24302)
% 3.46/3.59  [2527]~P37(x25272)+~P23(x25274,x25271)+P3(x25271)+~P23(x25277,x25276)+~P23(x25273,f196(x25271,x25272))+~P23(x25275,f208(x25271,x25272,x25274))+~E(f199(x25271,x25272),x25276)+~P23(f364(f364(x25277,f201(x25271,x25272,x25277,x25276)),f364(x25277,x25277)),x25272)+P23(f364(f364(f198(x25271,x25272),x25273),f364(f198(x25271,x25272),f198(x25271,x25272))),x25272)+P23(f364(f364(f3(f207(x25271,x25272),x25274),x25275),f364(f3(f207(x25271,x25272),x25274),f3(f207(x25271,x25272),x25274))),x25272)
% 3.46/3.59  [2528]~P37(x25282)+~P23(x25284,x25281)+P3(x25281)+~P23(x25287,x25286)+~P23(x25283,f200(x25281,x25282))+~P23(x25285,f208(x25281,x25282,x25284))+~E(f199(x25281,x25282),x25286)+~P23(f364(f364(x25287,f201(x25281,x25282,x25287,x25286)),f364(x25287,x25287)),x25282)+P23(f364(f364(f197(x25281,x25282),x25283),f364(f197(x25281,x25282),f197(x25281,x25282))),x25282)+P23(f364(f364(f3(f207(x25281,x25282),x25284),x25285),f364(f3(f207(x25281,x25282),x25284),f3(f207(x25281,x25282),x25284))),x25282)
% 3.46/3.59  [2046]~P21(x20461)+~P21(x20462)+~P37(x20461)+~P37(x20462)+~P35(x20462)+~E(f345(x20462),f8(x20461))+~P23(f242(x20462,x20461),f8(x20462))+~P23(f243(x20462,x20461),f345(x20462))+E(x20461,f332(x20462))+~E(f3(x20462,f242(x20462,x20461)),f240(x20462,x20461))+~E(f3(x20461,f243(x20462,x20461)),f241(x20462,x20461))
% 3.46/3.59  [1929]~P34(x19293)+~P34(x19294)+~P23(x19293,a36)+~P23(x19293,a211)+~P23(x19294,a36)+E(x19291,a1)+P23(f212(x19293,x19291),x19291)+P23(f213(x19294,x19292),x19292)+E(x19292,a1)+~P11(x19291,f341(f341(x19293)))+~P11(x19292,f341(f341(x19294)))
% 3.46/3.59  [2587]P3(x25871)+~E(x25875,x25877)+~P37(x25872)+~P23(x25876,x25877)+~P23(x25875,x25871)+~E(x25873,x25878)+~P23(x25878,f4(x25871,x25874))+E(f91(x25871,x25872),f93(x25871,x25872))+P23(f106(x25871,x25872,x25874,x25873,x25875,x25876,x25877),x25877)+P23(x25873,f99(x25871,x25872,x25874))+~E(f364(f364(x25875,x25876),f364(x25875,x25875)),x25873)
% 3.46/3.59  [2588]P3(x25881)+~E(x25885,x25887)+~P37(x25882)+~P23(x25886,x25887)+~P23(x25885,x25881)+~E(x25883,x25888)+~P23(x25888,f4(x25881,x25884))+E(f94(x25881,x25882),f91(x25881,x25882))+P23(f106(x25881,x25882,x25884,x25883,x25885,x25886,x25887),x25887)+P23(x25883,f99(x25881,x25882,x25884))+~E(f364(f364(x25885,x25886),f364(x25885,x25885)),x25883)
% 3.46/3.59  [2589]P3(x25891)+~E(x25895,x25897)+~P37(x25892)+~P23(x25896,x25897)+~P23(x25895,x25891)+~E(x25893,x25898)+~P23(x25898,f4(x25891,x25894))+E(f95(x25891,x25892),f96(x25891,x25892))+P23(f106(x25891,x25892,x25894,x25893,x25895,x25896,x25897),x25897)+P23(x25893,f99(x25891,x25892,x25894))+~E(f364(f364(x25895,x25896),f364(x25895,x25895)),x25893)
% 3.46/3.59  [2590]P3(x25901)+~E(x25905,x25907)+~P37(x25902)+~P23(x25906,x25907)+~P23(x25905,x25901)+~E(x25903,x25908)+~P23(x25908,f4(x25901,x25904))+E(f100(x25901,x25902),f101(x25901,x25902))+P23(f106(x25901,x25902,x25904,x25903,x25905,x25906,x25907),x25907)+P23(x25903,f99(x25901,x25902,x25904))+~E(f364(f364(x25905,x25906),f364(x25905,x25905)),x25903)
% 3.46/3.59  [2591]~E(x25915,x25917)+~P37(x25912)+~P23(x25916,x25917)+~P23(x25915,x25911)+P3(x25911)+~E(x25913,x25918)+~P23(x25918,f4(x25911,x25914))+P23(f95(x25911,x25912),x25911)+P23(f106(x25911,x25912,x25914,x25913,x25915,x25916,x25917),x25917)+P23(x25913,f99(x25911,x25912,x25914))+~E(f364(f364(x25915,x25916),f364(x25915,x25915)),x25913)
% 3.46/3.59  [2592]~E(x25925,x25927)+~P37(x25922)+~P23(x25926,x25927)+~P23(x25925,x25921)+P3(x25921)+~E(x25923,x25928)+~P23(x25928,f4(x25921,x25924))+P23(f100(x25921,x25922),x25921)+P23(f106(x25921,x25922,x25924,x25923,x25925,x25926,x25927),x25927)+P23(x25923,f99(x25921,x25922,x25924))+~E(f364(f364(x25925,x25926),f364(x25925,x25925)),x25923)
% 3.46/3.59  [2593]~E(x25935,x25937)+~P37(x25933)+~P23(x25936,x25937)+~P23(x25935,x25931)+P3(x25931)+~E(x25932,x25938)+~E(f94(x25931,x25933),f93(x25931,x25933))+~P23(x25938,f4(x25931,x25934))+P23(f106(x25931,x25933,x25934,x25932,x25935,x25936,x25937),x25937)+P23(x25932,f99(x25931,x25933,x25934))+~E(f364(f364(x25935,x25936),f364(x25935,x25935)),x25932)
% 3.46/3.59  [2594]~E(x25945,x25947)+~P37(x25943)+~P23(x25946,x25947)+~P23(x25945,x25941)+P3(x25941)+~E(x25942,x25948)+P23(f97(x25941,x25943),f96(x25941,x25943))+~P23(x25948,f4(x25941,x25944))+P23(f106(x25941,x25943,x25944,x25942,x25945,x25946,x25947),x25947)+P23(x25942,f99(x25941,x25943,x25944))+~E(f364(f364(x25945,x25946),f364(x25945,x25945)),x25942)
% 3.46/3.59  [2595]~E(x25955,x25957)+~P37(x25953)+~P23(x25956,x25957)+~P23(x25955,x25951)+P3(x25951)+~E(x25952,x25958)+P23(f102(x25951,x25953),f101(x25951,x25953))+~P23(x25958,f4(x25951,x25954))+P23(f106(x25951,x25953,x25954,x25952,x25955,x25956,x25957),x25957)+P23(x25952,f99(x25951,x25953,x25954))+~E(f364(f364(x25955,x25956),f364(x25955,x25955)),x25952)
% 3.46/3.59  [2601]P3(x26011)+~P37(x26012)+~P23(x26015,x26011)+~P23(x26018,x26016)+~E(x26015,x26016)+~E(x26013,x26017)+~P23(x26017,f4(x26011,x26014))+E(f91(x26011,x26012),f93(x26011,x26012))+P23(x26013,f99(x26011,x26012,x26014))+~P23(f364(f364(x26018,f106(x26011,x26012,x26014,x26013,x26015,x26018,x26016)),f364(x26018,x26018)),x26012)+~E(f364(f364(x26015,x26018),f364(x26015,x26015)),x26013)
% 3.46/3.59  [2602]P3(x26021)+~P37(x26022)+~P23(x26025,x26021)+~P23(x26028,x26026)+~E(x26025,x26026)+~E(x26023,x26027)+~P23(x26027,f4(x26021,x26024))+E(f94(x26021,x26022),f91(x26021,x26022))+P23(x26023,f99(x26021,x26022,x26024))+~P23(f364(f364(x26028,f106(x26021,x26022,x26024,x26023,x26025,x26028,x26026)),f364(x26028,x26028)),x26022)+~E(f364(f364(x26025,x26028),f364(x26025,x26025)),x26023)
% 3.46/3.59  [2603]P3(x26031)+~P37(x26032)+~P23(x26035,x26031)+~P23(x26038,x26036)+~E(x26035,x26036)+~E(x26033,x26037)+~P23(x26037,f4(x26031,x26034))+E(f95(x26031,x26032),f96(x26031,x26032))+P23(x26033,f99(x26031,x26032,x26034))+~P23(f364(f364(x26038,f106(x26031,x26032,x26034,x26033,x26035,x26038,x26036)),f364(x26038,x26038)),x26032)+~E(f364(f364(x26035,x26038),f364(x26035,x26035)),x26033)
% 3.46/3.59  [2604]P3(x26041)+~P37(x26042)+~P23(x26045,x26041)+~P23(x26048,x26046)+~E(x26045,x26046)+~E(x26043,x26047)+~P23(x26047,f4(x26041,x26044))+E(f100(x26041,x26042),f101(x26041,x26042))+P23(x26043,f99(x26041,x26042,x26044))+~P23(f364(f364(x26048,f106(x26041,x26042,x26044,x26043,x26045,x26048,x26046)),f364(x26048,x26048)),x26042)+~E(f364(f364(x26045,x26048),f364(x26045,x26045)),x26043)
% 3.46/3.59  [2605]~P37(x26052)+~P23(x26055,x26051)+~P23(x26058,x26056)+P3(x26051)+~E(x26055,x26056)+~E(x26053,x26057)+~P23(x26057,f4(x26051,x26054))+P23(f95(x26051,x26052),x26051)+P23(x26053,f99(x26051,x26052,x26054))+~P23(f364(f364(x26058,f106(x26051,x26052,x26054,x26053,x26055,x26058,x26056)),f364(x26058,x26058)),x26052)+~E(f364(f364(x26055,x26058),f364(x26055,x26055)),x26053)
% 3.46/3.59  [2606]~P37(x26062)+~P23(x26065,x26061)+~P23(x26068,x26066)+P3(x26061)+~E(x26065,x26066)+~E(x26063,x26067)+~P23(x26067,f4(x26061,x26064))+P23(f100(x26061,x26062),x26061)+P23(x26063,f99(x26061,x26062,x26064))+~P23(f364(f364(x26068,f106(x26061,x26062,x26064,x26063,x26065,x26068,x26066)),f364(x26068,x26068)),x26062)+~E(f364(f364(x26065,x26068),f364(x26065,x26065)),x26063)
% 3.46/3.59  [2607]~P37(x26073)+~P23(x26075,x26071)+~P23(x26078,x26076)+P3(x26071)+~E(x26075,x26076)+~E(x26072,x26077)+~E(f94(x26071,x26073),f93(x26071,x26073))+~P23(x26077,f4(x26071,x26074))+P23(x26072,f99(x26071,x26073,x26074))+~P23(f364(f364(x26078,f106(x26071,x26073,x26074,x26072,x26075,x26078,x26076)),f364(x26078,x26078)),x26073)+~E(f364(f364(x26075,x26078),f364(x26075,x26075)),x26072)
% 3.46/3.59  [2608]~P37(x26083)+~P23(x26085,x26081)+~P23(x26088,x26086)+P3(x26081)+~E(x26085,x26086)+~E(x26082,x26087)+P23(f97(x26081,x26083),f96(x26081,x26083))+~P23(x26087,f4(x26081,x26084))+P23(x26082,f99(x26081,x26083,x26084))+~P23(f364(f364(x26088,f106(x26081,x26083,x26084,x26082,x26085,x26088,x26086)),f364(x26088,x26088)),x26083)+~E(f364(f364(x26085,x26088),f364(x26085,x26085)),x26082)
% 3.46/3.59  [2609]~P37(x26093)+~P23(x26095,x26091)+~P23(x26098,x26096)+P3(x26091)+~E(x26095,x26096)+~E(x26092,x26097)+P23(f102(x26091,x26093),f101(x26091,x26093))+~P23(x26097,f4(x26091,x26094))+P23(x26092,f99(x26091,x26093,x26094))+~P23(f364(f364(x26098,f106(x26091,x26093,x26094,x26092,x26095,x26098,x26096)),f364(x26098,x26098)),x26093)+~E(f364(f364(x26095,x26098),f364(x26095,x26095)),x26092)
% 3.46/3.59  [2596]P3(x25961)+~E(x25965,x25967)+~P37(x25962)+~P23(x25966,x25967)+~P23(x25965,x25961)+~E(x25963,x25968)+~P23(x25968,f4(x25961,x25964))+P23(f106(x25961,x25962,x25964,x25963,x25965,x25966,x25967),x25967)+P23(x25963,f99(x25961,x25962,x25964))+~E(f364(f364(x25965,x25966),f364(x25965,x25965)),x25963)+E(f364(f364(f95(x25961,x25962),f97(x25961,x25962)),f364(f95(x25961,x25962),f95(x25961,x25962))),f93(x25961,x25962))
% 3.46/3.59  [2597]P3(x25971)+~E(x25975,x25977)+~P37(x25972)+~P23(x25976,x25977)+~P23(x25975,x25971)+~E(x25973,x25978)+~P23(x25978,f4(x25971,x25974))+P23(f106(x25971,x25972,x25974,x25973,x25975,x25976,x25977),x25977)+P23(x25973,f99(x25971,x25972,x25974))+~E(f364(f364(x25975,x25976),f364(x25975,x25975)),x25973)+E(f364(f364(f100(x25971,x25972),f102(x25971,x25972)),f364(f100(x25971,x25972),f100(x25971,x25972))),f94(x25971,x25972))
% 3.46/3.59  [2610]P3(x26101)+~P37(x26102)+~P23(x26105,x26101)+~P23(x26108,x26106)+~E(x26105,x26106)+~E(x26103,x26107)+~P23(x26107,f4(x26101,x26104))+P23(x26103,f99(x26101,x26102,x26104))+~P23(f364(f364(x26108,f106(x26101,x26102,x26104,x26103,x26105,x26108,x26106)),f364(x26108,x26108)),x26102)+~E(f364(f364(x26105,x26108),f364(x26105,x26105)),x26103)+E(f364(f364(f95(x26101,x26102),f97(x26101,x26102)),f364(f95(x26101,x26102),f95(x26101,x26102))),f93(x26101,x26102))
% 3.46/3.59  [2611]P3(x26111)+~P37(x26112)+~P23(x26115,x26111)+~P23(x26118,x26116)+~E(x26115,x26116)+~E(x26113,x26117)+~P23(x26117,f4(x26111,x26114))+P23(x26113,f99(x26111,x26112,x26114))+~P23(f364(f364(x26118,f106(x26111,x26112,x26114,x26113,x26115,x26118,x26116)),f364(x26118,x26118)),x26112)+~E(f364(f364(x26115,x26118),f364(x26115,x26115)),x26113)+E(f364(f364(f100(x26111,x26112),f102(x26111,x26112)),f364(f100(x26111,x26112),f100(x26111,x26112))),f94(x26111,x26112))
% 3.46/3.59  [2556]~P21(x25563)+~P37(x25563)+~P37(x25562)+~P37(x25561)+~P35(x25563)+P48(x25561,x25562,x25563)+~E(f347(x25561),f8(x25563))+~E(f345(x25563),f347(x25562))+~P23(f314(x25561,x25562,x25563),f347(x25561))+~P23(f315(x25561,x25562,x25563),f347(x25561))+~P23(f364(f364(f314(x25561,x25562,x25563),f315(x25561,x25562,x25563)),f364(f314(x25561,x25562,x25563),f314(x25561,x25562,x25563))),x25561)+~P23(f364(f364(f3(x25563,f314(x25561,x25562,x25563)),f3(x25563,f315(x25561,x25562,x25563))),f364(f3(x25563,f314(x25561,x25562,x25563)),f3(x25563,f314(x25561,x25562,x25563)))),x25562)
% 3.46/3.59  [1936]~P34(x19363)+~P34(x19364)+~P23(x19363,a36)+~P23(x19363,a75)+~P23(x19364,a36)+E(x19361,a1)+P23(f77(x19363,x19361),x19361)+P23(f74(x19364,x19362),x19362)+E(x19362,a1)+~P16(a5000)+~P11(x19361,f341(f341(x19363)))+~P11(x19362,f341(f341(x19364)))
% 3.46/3.59  [2598]~E(x25985,x25987)+~P37(x25983)+~P23(x25986,x25987)+~P23(x25985,x25981)+P3(x25981)+~E(x25982,x25989)+~P23(x25988,f96(x25981,x25983))+~P23(x25989,f4(x25981,x25984))+P23(f106(x25981,x25983,x25984,x25982,x25985,x25986,x25987),x25987)+P23(x25982,f99(x25981,x25983,x25984))+~E(f364(f364(x25985,x25986),f364(x25985,x25985)),x25982)+P23(f364(f364(f97(x25981,x25983),x25988),f364(f97(x25981,x25983),f97(x25981,x25983))),x25983)
% 3.46/3.59  [2599]~E(x25995,x25997)+~P37(x25993)+~P23(x25996,x25997)+~P23(x25995,x25991)+P3(x25991)+~E(x25992,x25999)+~P23(x25998,f101(x25991,x25993))+~P23(x25999,f4(x25991,x25994))+P23(f106(x25991,x25993,x25994,x25992,x25995,x25996,x25997),x25997)+P23(x25992,f99(x25991,x25993,x25994))+~E(f364(f364(x25995,x25996),f364(x25995,x25995)),x25992)+P23(f364(f364(f102(x25991,x25993),x25998),f364(f102(x25991,x25993),f102(x25991,x25993))),x25993)
% 3.46/3.59  [2612]~P37(x26123)+~P23(x26126,x26121)+~P23(x26129,x26127)+P3(x26121)+~E(x26126,x26127)+~E(x26122,x26128)+~P23(x26125,f96(x26121,x26123))+~P23(x26128,f4(x26121,x26124))+P23(x26122,f99(x26121,x26123,x26124))+~P23(f364(f364(x26129,f106(x26121,x26123,x26124,x26122,x26126,x26129,x26127)),f364(x26129,x26129)),x26123)+~E(f364(f364(x26126,x26129),f364(x26126,x26126)),x26122)+P23(f364(f364(f97(x26121,x26123),x26125),f364(f97(x26121,x26123),f97(x26121,x26123))),x26123)
% 3.46/3.59  [2613]~P37(x26133)+~P23(x26136,x26131)+~P23(x26139,x26137)+P3(x26131)+~E(x26136,x26137)+~E(x26132,x26138)+~P23(x26135,f101(x26131,x26133))+~P23(x26138,f4(x26131,x26134))+P23(x26132,f99(x26131,x26133,x26134))+~P23(f364(f364(x26139,f106(x26131,x26133,x26134,x26132,x26136,x26139,x26137)),f364(x26139,x26139)),x26133)+~E(f364(f364(x26136,x26139),f364(x26136,x26136)),x26132)+P23(f364(f364(f102(x26131,x26133),x26135),f364(f102(x26131,x26133),f102(x26131,x26133))),x26133)
% 3.46/3.59  [2016]~P34(x20165)+~P34(x20164)+~P23(x20163,x20162)+~P23(x20165,a36)+~P23(x20165,a211)+~P23(x20164,a36)+E(x20161,a1)+E(x20163,f213(x20164,x20162))+~P45(f213(x20164,x20162),x20163)+P23(f212(x20165,x20161),x20161)+E(x20162,a1)+~P11(x20161,f341(f341(x20165)))+~P11(x20162,f341(f341(x20164)))
% 3.46/3.59  [2017]~P34(x20174)+~P34(x20175)+~P23(x20173,x20171)+~P23(x20174,a36)+~P23(x20174,a211)+~P23(x20175,a36)+E(x20171,a1)+E(x20173,f212(x20174,x20171))+~P45(f212(x20174,x20171),x20173)+P23(f213(x20175,x20172),x20172)+E(x20172,a1)+~P11(x20171,f341(f341(x20174)))+~P11(x20172,f341(f341(x20175)))
% 3.46/3.59  [2019]~P34(x20195)+~P34(x20194)+~P23(x20193,x20192)+~P23(x20195,a36)+~P23(x20195,a75)+~P23(x20194,a36)+E(x20191,a1)+E(x20193,f74(x20194,x20192))+~P45(f74(x20194,x20192),x20193)+P23(f77(x20195,x20191),x20191)+E(x20192,a1)+~P16(a5000)+~P11(x20191,f341(f341(x20195)))+~P11(x20192,f341(f341(x20194)))
% 3.46/3.59  [2020]~P34(x20204)+~P34(x20205)+~P23(x20203,x20201)+~P23(x20204,a36)+~P23(x20204,a75)+~P23(x20205,a36)+E(x20201,a1)+E(x20203,f77(x20204,x20201))+~P45(f77(x20204,x20201),x20203)+P23(f74(x20205,x20202),x20202)+E(x20202,a1)+~P16(a5000)+~P11(x20201,f341(f341(x20204)))+~P11(x20202,f341(f341(x20205)))
% 3.46/3.59  [2053]~P34(x20534)+~P34(x20536)+~P23(x20533,x20531)+~P23(x20535,x20532)+~P23(x20534,a36)+~P23(x20534,a211)+~P23(x20536,a36)+E(x20531,a1)+E(x20533,f212(x20534,x20531))+~P45(f212(x20534,x20531),x20533)+E(x20532,a1)+E(x20535,f213(x20536,x20532))+~P45(f213(x20536,x20532),x20535)+~P11(x20531,f341(f341(x20534)))+~P11(x20532,f341(f341(x20536)))
% 3.46/3.59  [2056]~P34(x20564)+~P34(x20566)+~P23(x20563,x20561)+~P23(x20565,x20562)+~P23(x20564,a36)+~P23(x20564,a75)+~P23(x20566,a36)+E(x20561,a1)+E(x20563,f77(x20564,x20561))+~P45(f77(x20564,x20561),x20563)+E(x20562,a1)+E(x20565,f74(x20566,x20562))+~P45(f74(x20566,x20562),x20565)+~P16(a5000)+~P11(x20561,f341(f341(x20564)))+~P11(x20562,f341(f341(x20566)))
% 3.46/3.59  %EqnAxiom
% 3.46/3.59  [1]E(x11,x11)
% 3.46/3.59  [2]E(x22,x21)+~E(x21,x22)
% 3.46/3.59  [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 3.46/3.59  [4]~E(x41,x42)+E(f8(x41),f8(x42))
% 3.46/3.59  [5]~E(x51,x52)+E(f345(x51),f345(x52))
% 3.46/3.59  [6]~E(x61,x62)+E(f34(x61),f34(x62))
% 3.46/3.59  [7]~E(x71,x72)+E(f364(x71,x73),f364(x72,x73))
% 3.46/3.59  [8]~E(x81,x82)+E(f364(x83,x81),f364(x83,x82))
% 3.46/3.59  [9]~E(x91,x92)+E(f41(x91),f41(x92))
% 3.46/3.59  [10]~E(x101,x102)+E(f106(x101,x103,x104,x105,x106,x107,x108),f106(x102,x103,x104,x105,x106,x107,x108))
% 3.46/3.59  [11]~E(x111,x112)+E(f106(x113,x111,x114,x115,x116,x117,x118),f106(x113,x112,x114,x115,x116,x117,x118))
% 3.46/3.59  [12]~E(x121,x122)+E(f106(x123,x124,x121,x125,x126,x127,x128),f106(x123,x124,x122,x125,x126,x127,x128))
% 3.46/3.59  [13]~E(x131,x132)+E(f106(x133,x134,x135,x131,x136,x137,x138),f106(x133,x134,x135,x132,x136,x137,x138))
% 3.46/3.59  [14]~E(x141,x142)+E(f106(x143,x144,x145,x146,x141,x147,x148),f106(x143,x144,x145,x146,x142,x147,x148))
% 3.46/3.59  [15]~E(x151,x152)+E(f106(x153,x154,x155,x156,x157,x151,x158),f106(x153,x154,x155,x156,x157,x152,x158))
% 3.46/3.59  [16]~E(x161,x162)+E(f106(x163,x164,x165,x166,x167,x168,x161),f106(x163,x164,x165,x166,x167,x168,x162))
% 3.46/3.59  [17]~E(x171,x172)+E(f99(x171,x173,x174),f99(x172,x173,x174))
% 3.46/3.59  [18]~E(x181,x182)+E(f99(x183,x181,x184),f99(x183,x182,x184))
% 3.46/3.59  [19]~E(x191,x192)+E(f99(x193,x194,x191),f99(x193,x194,x192))
% 3.46/3.59  [20]~E(x201,x202)+E(f95(x201,x203),f95(x202,x203))
% 3.46/3.59  [21]~E(x211,x212)+E(f95(x213,x211),f95(x213,x212))
% 3.46/3.59  [22]~E(x221,x222)+E(f4(x221,x223),f4(x222,x223))
% 3.46/3.59  [23]~E(x231,x232)+E(f4(x233,x231),f4(x233,x232))
% 3.46/3.59  [24]~E(x241,x242)+E(f341(x241),f341(x242))
% 3.46/3.59  [25]~E(x251,x252)+E(f3(x251,x253),f3(x252,x253))
% 3.46/3.59  [26]~E(x261,x262)+E(f3(x263,x261),f3(x263,x262))
% 3.46/3.59  [27]~E(x271,x272)+E(f60(x271,x273),f60(x272,x273))
% 3.46/3.59  [28]~E(x281,x282)+E(f60(x283,x281),f60(x283,x282))
% 3.46/3.59  [29]~E(x291,x292)+E(f329(x291),f329(x292))
% 3.46/3.59  [30]~E(x301,x302)+E(f94(x301,x303),f94(x302,x303))
% 3.46/3.59  [31]~E(x311,x312)+E(f94(x313,x311),f94(x313,x312))
% 3.46/3.59  [32]~E(x321,x322)+E(f51(x321),f51(x322))
% 3.46/3.59  [33]~E(x331,x332)+E(f63(x331,x333),f63(x332,x333))
% 3.46/3.59  [34]~E(x341,x342)+E(f63(x343,x341),f63(x343,x342))
% 3.46/3.59  [35]~E(x351,x352)+E(f61(x351,x353),f61(x352,x353))
% 3.46/3.59  [36]~E(x361,x362)+E(f61(x363,x361),f61(x363,x362))
% 3.46/3.59  [37]~E(x371,x372)+E(f335(x371),f335(x372))
% 3.46/3.59  [38]~E(x381,x382)+E(f101(x381,x383),f101(x382,x383))
% 3.46/3.59  [39]~E(x391,x392)+E(f101(x393,x391),f101(x393,x392))
% 3.46/3.59  [40]~E(x401,x402)+E(f133(x401,x403),f133(x402,x403))
% 3.46/3.59  [41]~E(x411,x412)+E(f133(x413,x411),f133(x413,x412))
% 3.46/3.59  [42]~E(x421,x422)+E(f215(x421),f215(x422))
% 3.46/3.59  [43]~E(x431,x432)+E(f100(x431,x433),f100(x432,x433))
% 3.46/3.59  [44]~E(x441,x442)+E(f100(x443,x441),f100(x443,x442))
% 3.46/3.59  [45]~E(x451,x452)+E(f62(x451,x453),f62(x452,x453))
% 3.46/3.59  [46]~E(x461,x462)+E(f62(x463,x461),f62(x463,x462))
% 3.46/3.59  [47]~E(x471,x472)+E(f64(x471,x473),f64(x472,x473))
% 3.46/3.59  [48]~E(x481,x482)+E(f64(x483,x481),f64(x483,x482))
% 3.46/3.59  [49]~E(x491,x492)+E(f191(x491,x493),f191(x492,x493))
% 3.46/3.59  [50]~E(x501,x502)+E(f191(x503,x501),f191(x503,x502))
% 3.46/3.59  [51]~E(x511,x512)+E(f68(x511,x513,x514,x515,x516),f68(x512,x513,x514,x515,x516))
% 3.46/3.59  [52]~E(x521,x522)+E(f68(x523,x521,x524,x525,x526),f68(x523,x522,x524,x525,x526))
% 3.46/3.59  [53]~E(x531,x532)+E(f68(x533,x534,x531,x535,x536),f68(x533,x534,x532,x535,x536))
% 3.46/3.59  [54]~E(x541,x542)+E(f68(x543,x544,x545,x541,x546),f68(x543,x544,x545,x542,x546))
% 3.46/3.59  [55]~E(x551,x552)+E(f68(x553,x554,x555,x556,x551),f68(x553,x554,x555,x556,x552))
% 3.46/3.59  [56]~E(x561,x562)+E(f272(x561,x563),f272(x562,x563))
% 3.46/3.59  [57]~E(x571,x572)+E(f272(x573,x571),f272(x573,x572))
% 3.46/3.59  [58]~E(x581,x582)+E(f122(x581,x583,x584),f122(x582,x583,x584))
% 3.46/3.59  [59]~E(x591,x592)+E(f122(x593,x591,x594),f122(x593,x592,x594))
% 3.46/3.59  [60]~E(x601,x602)+E(f122(x603,x604,x601),f122(x603,x604,x602))
% 3.46/3.59  [61]~E(x611,x612)+E(f263(x611,x613,x614),f263(x612,x613,x614))
% 3.46/3.59  [62]~E(x621,x622)+E(f263(x623,x621,x624),f263(x623,x622,x624))
% 3.46/3.59  [63]~E(x631,x632)+E(f263(x633,x634,x631),f263(x633,x634,x632))
% 3.46/3.59  [64]~E(x641,x642)+E(f132(x641,x643),f132(x642,x643))
% 3.46/3.59  [65]~E(x651,x652)+E(f132(x653,x651),f132(x653,x652))
% 3.46/3.59  [66]~E(x661,x662)+E(f198(x661,x663),f198(x662,x663))
% 3.46/3.59  [67]~E(x671,x672)+E(f198(x673,x671),f198(x673,x672))
% 3.46/3.59  [68]~E(x681,x682)+E(f197(x681,x683),f197(x682,x683))
% 3.46/3.59  [69]~E(x691,x692)+E(f197(x693,x691),f197(x693,x692))
% 3.46/3.59  [70]~E(x701,x702)+E(f353(x701),f353(x702))
% 3.46/3.59  [71]~E(x711,x712)+E(f354(x711,x713),f354(x712,x713))
% 3.46/3.59  [72]~E(x721,x722)+E(f354(x723,x721),f354(x723,x722))
% 3.46/3.59  [73]~E(x731,x732)+E(f357(x731,x733),f357(x732,x733))
% 3.46/3.59  [74]~E(x741,x742)+E(f357(x743,x741),f357(x743,x742))
% 3.46/3.59  [75]~E(x751,x752)+E(f84(x751,x753),f84(x752,x753))
% 3.46/3.59  [76]~E(x761,x762)+E(f84(x763,x761),f84(x763,x762))
% 3.46/3.59  [77]~E(x771,x772)+E(f140(x771,x773,x774),f140(x772,x773,x774))
% 3.46/3.59  [78]~E(x781,x782)+E(f140(x783,x781,x784),f140(x783,x782,x784))
% 3.46/3.59  [79]~E(x791,x792)+E(f140(x793,x794,x791),f140(x793,x794,x792))
% 3.46/3.59  [80]~E(x801,x802)+E(f113(x801),f113(x802))
% 3.46/3.59  [81]~E(x811,x812)+E(f96(x811,x813),f96(x812,x813))
% 3.46/3.59  [82]~E(x821,x822)+E(f96(x823,x821),f96(x823,x822))
% 3.46/3.59  [83]~E(x831,x832)+E(f216(x831),f216(x832))
% 3.46/3.59  [84]~E(x841,x842)+E(f225(x841),f225(x842))
% 3.46/3.59  [85]~E(x851,x852)+E(f199(x851,x853),f199(x852,x853))
% 3.46/3.59  [86]~E(x861,x862)+E(f199(x863,x861),f199(x863,x862))
% 3.46/3.59  [87]~E(x871,x872)+E(f330(x871),f330(x872))
% 3.46/3.59  [88]~E(x881,x882)+E(f121(x881,x883,x884),f121(x882,x883,x884))
% 3.46/3.59  [89]~E(x891,x892)+E(f121(x893,x891,x894),f121(x893,x892,x894))
% 3.46/3.59  [90]~E(x901,x902)+E(f121(x903,x904,x901),f121(x903,x904,x902))
% 3.46/3.59  [91]~E(x911,x912)+E(f143(x911,x913,x914),f143(x912,x913,x914))
% 3.46/3.59  [92]~E(x921,x922)+E(f143(x923,x921,x924),f143(x923,x922,x924))
% 3.46/3.59  [93]~E(x931,x932)+E(f143(x933,x934,x931),f143(x933,x934,x932))
% 3.46/3.59  [94]~E(x941,x942)+E(f208(x941,x943,x944),f208(x942,x943,x944))
% 3.46/3.59  [95]~E(x951,x952)+E(f208(x953,x951,x954),f208(x953,x952,x954))
% 3.46/3.59  [96]~E(x961,x962)+E(f208(x963,x964,x961),f208(x963,x964,x962))
% 3.46/3.59  [97]~E(x971,x972)+E(f167(x971,x973,x974,x975),f167(x972,x973,x974,x975))
% 3.46/3.59  [98]~E(x981,x982)+E(f167(x983,x981,x984,x985),f167(x983,x982,x984,x985))
% 3.46/3.59  [99]~E(x991,x992)+E(f167(x993,x994,x991,x995),f167(x993,x994,x992,x995))
% 3.46/3.59  [100]~E(x1001,x1002)+E(f167(x1003,x1004,x1005,x1001),f167(x1003,x1004,x1005,x1002))
% 3.46/3.59  [101]~E(x1011,x1012)+E(f102(x1011,x1013),f102(x1012,x1013))
% 3.46/3.59  [102]~E(x1021,x1022)+E(f102(x1023,x1021),f102(x1023,x1022))
% 3.46/3.59  [103]~E(x1031,x1032)+E(f134(x1031,x1033),f134(x1032,x1033))
% 3.46/3.59  [104]~E(x1041,x1042)+E(f134(x1043,x1041),f134(x1043,x1042))
% 3.46/3.59  [105]~E(x1051,x1052)+E(f207(x1051,x1053),f207(x1052,x1053))
% 3.46/3.59  [106]~E(x1061,x1062)+E(f207(x1063,x1061),f207(x1063,x1062))
% 3.46/3.59  [107]~E(x1071,x1072)+E(f186(x1071,x1073),f186(x1072,x1073))
% 3.46/3.59  [108]~E(x1081,x1082)+E(f186(x1083,x1081),f186(x1083,x1082))
% 3.46/3.59  [109]~E(x1091,x1092)+E(f103(x1091,x1093,x1094,x1095),f103(x1092,x1093,x1094,x1095))
% 3.46/3.59  [110]~E(x1101,x1102)+E(f103(x1103,x1101,x1104,x1105),f103(x1103,x1102,x1104,x1105))
% 3.46/3.59  [111]~E(x1111,x1112)+E(f103(x1113,x1114,x1111,x1115),f103(x1113,x1114,x1112,x1115))
% 3.46/3.59  [112]~E(x1121,x1122)+E(f103(x1123,x1124,x1125,x1121),f103(x1123,x1124,x1125,x1122))
% 3.46/3.59  [113]~E(x1131,x1132)+E(f93(x1131,x1133),f93(x1132,x1133))
% 3.46/3.59  [114]~E(x1141,x1142)+E(f93(x1143,x1141),f93(x1143,x1142))
% 3.46/3.59  [115]~E(x1151,x1152)+E(f25(x1151,x1153),f25(x1152,x1153))
% 3.46/3.59  [116]~E(x1161,x1162)+E(f25(x1163,x1161),f25(x1163,x1162))
% 3.46/3.59  [117]~E(x1171,x1172)+E(f40(x1171,x1173),f40(x1172,x1173))
% 3.46/3.59  [118]~E(x1181,x1182)+E(f40(x1183,x1181),f40(x1183,x1182))
% 3.46/3.59  [119]~E(x1191,x1192)+E(f241(x1191,x1193),f241(x1192,x1193))
% 3.46/3.59  [120]~E(x1201,x1202)+E(f241(x1203,x1201),f241(x1203,x1202))
% 3.46/3.59  [121]~E(x1211,x1212)+E(f240(x1211,x1213),f240(x1212,x1213))
% 3.46/3.59  [122]~E(x1221,x1222)+E(f240(x1223,x1221),f240(x1223,x1222))
% 3.46/3.59  [123]~E(x1231,x1232)+E(f138(x1231,x1233,x1234),f138(x1232,x1233,x1234))
% 3.46/3.59  [124]~E(x1241,x1242)+E(f138(x1243,x1241,x1244),f138(x1243,x1242,x1244))
% 3.46/3.59  [125]~E(x1251,x1252)+E(f138(x1253,x1254,x1251),f138(x1253,x1254,x1252))
% 3.46/3.59  [126]~E(x1261,x1262)+E(f201(x1261,x1263,x1264,x1265),f201(x1262,x1263,x1264,x1265))
% 3.46/3.59  [127]~E(x1271,x1272)+E(f201(x1273,x1271,x1274,x1275),f201(x1273,x1272,x1274,x1275))
% 3.46/3.59  [128]~E(x1281,x1282)+E(f201(x1283,x1284,x1281,x1285),f201(x1283,x1284,x1282,x1285))
% 3.46/3.59  [129]~E(x1291,x1292)+E(f201(x1293,x1294,x1295,x1291),f201(x1293,x1294,x1295,x1292))
% 3.46/3.59  [130]~E(x1301,x1302)+E(f286(x1301,x1303),f286(x1302,x1303))
% 3.46/3.59  [131]~E(x1311,x1312)+E(f286(x1313,x1311),f286(x1313,x1312))
% 3.46/3.59  [132]~E(x1321,x1322)+E(f89(x1321,x1323,x1324),f89(x1322,x1323,x1324))
% 3.46/3.59  [133]~E(x1331,x1332)+E(f89(x1333,x1331,x1334),f89(x1333,x1332,x1334))
% 3.46/3.59  [134]~E(x1341,x1342)+E(f89(x1343,x1344,x1341),f89(x1343,x1344,x1342))
% 3.46/3.59  [135]~E(x1351,x1352)+E(f85(x1351,x1353,x1354),f85(x1352,x1353,x1354))
% 3.46/3.59  [136]~E(x1361,x1362)+E(f85(x1363,x1361,x1364),f85(x1363,x1362,x1364))
% 3.46/3.59  [137]~E(x1371,x1372)+E(f85(x1373,x1374,x1371),f85(x1373,x1374,x1372))
% 3.46/3.59  [138]~E(x1381,x1382)+E(f175(x1381,x1383,x1384),f175(x1382,x1383,x1384))
% 3.46/3.59  [139]~E(x1391,x1392)+E(f175(x1393,x1391,x1394),f175(x1393,x1392,x1394))
% 3.46/3.59  [140]~E(x1401,x1402)+E(f175(x1403,x1404,x1401),f175(x1403,x1404,x1402))
% 3.46/3.59  [141]~E(x1411,x1412)+E(f177(x1411,x1413,x1414,x1415),f177(x1412,x1413,x1414,x1415))
% 3.46/3.59  [142]~E(x1421,x1422)+E(f177(x1423,x1421,x1424,x1425),f177(x1423,x1422,x1424,x1425))
% 3.46/3.59  [143]~E(x1431,x1432)+E(f177(x1433,x1434,x1431,x1435),f177(x1433,x1434,x1432,x1435))
% 3.46/3.59  [144]~E(x1441,x1442)+E(f177(x1443,x1444,x1445,x1441),f177(x1443,x1444,x1445,x1442))
% 3.46/3.59  [145]~E(x1451,x1452)+E(f91(x1451,x1453),f91(x1452,x1453))
% 3.46/3.59  [146]~E(x1461,x1462)+E(f91(x1463,x1461),f91(x1463,x1462))
% 3.46/3.59  [147]~E(x1471,x1472)+E(f347(x1471),f347(x1472))
% 3.46/3.59  [148]~E(x1481,x1482)+E(f104(x1481,x1483,x1484,x1485),f104(x1482,x1483,x1484,x1485))
% 3.46/3.59  [149]~E(x1491,x1492)+E(f104(x1493,x1491,x1494,x1495),f104(x1493,x1492,x1494,x1495))
% 3.46/3.59  [150]~E(x1501,x1502)+E(f104(x1503,x1504,x1501,x1505),f104(x1503,x1504,x1502,x1505))
% 3.46/3.59  [151]~E(x1511,x1512)+E(f104(x1513,x1514,x1515,x1511),f104(x1513,x1514,x1515,x1512))
% 3.46/3.59  [152]~E(x1521,x1522)+E(f176(x1521,x1523,x1524,x1525),f176(x1522,x1523,x1524,x1525))
% 3.46/3.59  [153]~E(x1531,x1532)+E(f176(x1533,x1531,x1534,x1535),f176(x1533,x1532,x1534,x1535))
% 3.46/3.59  [154]~E(x1541,x1542)+E(f176(x1543,x1544,x1541,x1545),f176(x1543,x1544,x1542,x1545))
% 3.46/3.59  [155]~E(x1551,x1552)+E(f176(x1553,x1554,x1555,x1551),f176(x1553,x1554,x1555,x1552))
% 3.46/3.59  [156]~E(x1561,x1562)+E(f196(x1561,x1563),f196(x1562,x1563))
% 3.46/3.59  [157]~E(x1571,x1572)+E(f196(x1573,x1571),f196(x1573,x1572))
% 3.46/3.59  [158]~E(x1581,x1582)+E(f98(x1581,x1583,x1584,x1585),f98(x1582,x1583,x1584,x1585))
% 3.46/3.59  [159]~E(x1591,x1592)+E(f98(x1593,x1591,x1594,x1595),f98(x1593,x1592,x1594,x1595))
% 3.46/3.59  [160]~E(x1601,x1602)+E(f98(x1603,x1604,x1601,x1605),f98(x1603,x1604,x1602,x1605))
% 3.46/3.59  [161]~E(x1611,x1612)+E(f98(x1613,x1614,x1615,x1611),f98(x1613,x1614,x1615,x1612))
% 3.46/3.59  [162]~E(x1621,x1622)+E(f200(x1621,x1623),f200(x1622,x1623))
% 3.46/3.59  [163]~E(x1631,x1632)+E(f200(x1633,x1631),f200(x1633,x1632))
% 3.46/3.59  [164]~E(x1641,x1642)+E(f19(x1641),f19(x1642))
% 3.46/3.59  [165]~E(x1651,x1652)+E(f97(x1651,x1653),f97(x1652,x1653))
% 3.46/3.59  [166]~E(x1661,x1662)+E(f97(x1663,x1661),f97(x1663,x1662))
% 3.46/3.59  [167]~E(x1671,x1672)+E(f11(x1671,x1673),f11(x1672,x1673))
% 3.46/3.59  [168]~E(x1681,x1682)+E(f11(x1683,x1681),f11(x1683,x1682))
% 3.46/3.59  [169]~E(x1691,x1692)+E(f107(x1691,x1693,x1694,x1695),f107(x1692,x1693,x1694,x1695))
% 3.46/3.59  [170]~E(x1701,x1702)+E(f107(x1703,x1701,x1704,x1705),f107(x1703,x1702,x1704,x1705))
% 3.46/3.59  [171]~E(x1711,x1712)+E(f107(x1713,x1714,x1711,x1715),f107(x1713,x1714,x1712,x1715))
% 3.46/3.59  [172]~E(x1721,x1722)+E(f107(x1723,x1724,x1725,x1721),f107(x1723,x1724,x1725,x1722))
% 3.46/3.59  [173]~E(x1731,x1732)+E(f331(x1731,x1733),f331(x1732,x1733))
% 3.46/3.59  [174]~E(x1741,x1742)+E(f331(x1743,x1741),f331(x1743,x1742))
% 3.46/3.59  [175]~E(x1751,x1752)+E(f243(x1751,x1753),f243(x1752,x1753))
% 3.46/3.59  [176]~E(x1761,x1762)+E(f243(x1763,x1761),f243(x1763,x1762))
% 3.46/3.59  [177]~E(x1771,x1772)+E(f67(x1771,x1773,x1774,x1775),f67(x1772,x1773,x1774,x1775))
% 3.46/3.59  [178]~E(x1781,x1782)+E(f67(x1783,x1781,x1784,x1785),f67(x1783,x1782,x1784,x1785))
% 3.46/3.59  [179]~E(x1791,x1792)+E(f67(x1793,x1794,x1791,x1795),f67(x1793,x1794,x1792,x1795))
% 3.46/3.59  [180]~E(x1801,x1802)+E(f67(x1803,x1804,x1805,x1801),f67(x1803,x1804,x1805,x1802))
% 3.46/3.59  [181]~E(x1811,x1812)+E(f82(x1811,x1813),f82(x1812,x1813))
% 3.46/3.59  [182]~E(x1821,x1822)+E(f82(x1823,x1821),f82(x1823,x1822))
% 3.46/3.59  [183]~E(x1831,x1832)+E(f136(x1831,x1833),f136(x1832,x1833))
% 3.46/3.59  [184]~E(x1841,x1842)+E(f136(x1843,x1841),f136(x1843,x1842))
% 3.46/3.59  [185]~E(x1851,x1852)+E(f141(x1851,x1853,x1854),f141(x1852,x1853,x1854))
% 3.46/3.59  [186]~E(x1861,x1862)+E(f141(x1863,x1861,x1864),f141(x1863,x1862,x1864))
% 3.46/3.59  [187]~E(x1871,x1872)+E(f141(x1873,x1874,x1871),f141(x1873,x1874,x1872))
% 3.46/3.59  [188]~E(x1881,x1882)+E(f287(x1881,x1883),f287(x1882,x1883))
% 3.46/3.59  [189]~E(x1891,x1892)+E(f287(x1893,x1891),f287(x1893,x1892))
% 3.46/3.59  [190]~E(x1901,x1902)+E(f150(x1901,x1903,x1904,x1905),f150(x1902,x1903,x1904,x1905))
% 3.46/3.59  [191]~E(x1911,x1912)+E(f150(x1913,x1911,x1914,x1915),f150(x1913,x1912,x1914,x1915))
% 3.46/3.59  [192]~E(x1921,x1922)+E(f150(x1923,x1924,x1921,x1925),f150(x1923,x1924,x1922,x1925))
% 3.46/3.59  [193]~E(x1931,x1932)+E(f150(x1933,x1934,x1935,x1931),f150(x1933,x1934,x1935,x1932))
% 3.46/3.59  [194]~E(x1941,x1942)+E(f212(x1941,x1943),f212(x1942,x1943))
% 3.46/3.59  [195]~E(x1951,x1952)+E(f212(x1953,x1951),f212(x1953,x1952))
% 3.46/3.59  [196]~E(x1961,x1962)+E(f315(x1961,x1963,x1964),f315(x1962,x1963,x1964))
% 3.46/3.59  [197]~E(x1971,x1972)+E(f315(x1973,x1971,x1974),f315(x1973,x1972,x1974))
% 3.46/3.59  [198]~E(x1981,x1982)+E(f315(x1983,x1984,x1981),f315(x1983,x1984,x1982))
% 3.46/3.59  [199]~E(x1991,x1992)+E(f342(x1991),f342(x1992))
% 3.46/3.59  [200]~E(x2001,x2002)+E(f112(x2001),f112(x2002))
% 3.46/3.59  [201]~E(x2011,x2012)+E(f258(x2011,x2013),f258(x2012,x2013))
% 3.46/3.59  [202]~E(x2021,x2022)+E(f258(x2023,x2021),f258(x2023,x2022))
% 3.46/3.59  [203]~E(x2031,x2032)+E(f169(x2031,x2033),f169(x2032,x2033))
% 3.46/3.59  [204]~E(x2041,x2042)+E(f169(x2043,x2041),f169(x2043,x2042))
% 3.46/3.59  [205]~E(x2051,x2052)+E(f343(x2051),f343(x2052))
% 3.46/3.59  [206]~E(x2061,x2062)+E(f359(x2061),f359(x2062))
% 3.46/3.59  [207]~E(x2071,x2072)+E(f2(x2071),f2(x2072))
% 3.46/3.59  [208]~E(x2081,x2082)+E(f189(x2081,x2083,x2084,x2085),f189(x2082,x2083,x2084,x2085))
% 3.46/3.59  [209]~E(x2091,x2092)+E(f189(x2093,x2091,x2094,x2095),f189(x2093,x2092,x2094,x2095))
% 3.46/3.59  [210]~E(x2101,x2102)+E(f189(x2103,x2104,x2101,x2105),f189(x2103,x2104,x2102,x2105))
% 3.46/3.59  [211]~E(x2111,x2112)+E(f189(x2113,x2114,x2115,x2111),f189(x2113,x2114,x2115,x2112))
% 3.46/3.59  [212]~E(x2121,x2122)+E(f142(x2121,x2123,x2124),f142(x2122,x2123,x2124))
% 3.46/3.59  [213]~E(x2131,x2132)+E(f142(x2133,x2131,x2134),f142(x2133,x2132,x2134))
% 3.46/3.59  [214]~E(x2141,x2142)+E(f142(x2143,x2144,x2141),f142(x2143,x2144,x2142))
% 3.46/3.59  [215]~E(x2151,x2152)+E(f174(x2151,x2153),f174(x2152,x2153))
% 3.46/3.59  [216]~E(x2161,x2162)+E(f174(x2163,x2161),f174(x2163,x2162))
% 3.46/3.59  [217]~E(x2171,x2172)+E(f213(x2171,x2173),f213(x2172,x2173))
% 3.46/3.59  [218]~E(x2181,x2182)+E(f213(x2183,x2181),f213(x2183,x2182))
% 3.46/3.59  [219]~E(x2191,x2192)+E(f139(x2191,x2193,x2194),f139(x2192,x2193,x2194))
% 3.46/3.59  [220]~E(x2201,x2202)+E(f139(x2203,x2201,x2204),f139(x2203,x2202,x2204))
% 3.46/3.59  [221]~E(x2211,x2212)+E(f139(x2213,x2214,x2211),f139(x2213,x2214,x2212))
% 3.46/3.59  [222]~E(x2221,x2222)+E(f179(x2221,x2223,x2224,x2225,x2226,x2227,x2228),f179(x2222,x2223,x2224,x2225,x2226,x2227,x2228))
% 3.46/3.59  [223]~E(x2231,x2232)+E(f179(x2233,x2231,x2234,x2235,x2236,x2237,x2238),f179(x2233,x2232,x2234,x2235,x2236,x2237,x2238))
% 3.46/3.59  [224]~E(x2241,x2242)+E(f179(x2243,x2244,x2241,x2245,x2246,x2247,x2248),f179(x2243,x2244,x2242,x2245,x2246,x2247,x2248))
% 3.46/3.59  [225]~E(x2251,x2252)+E(f179(x2253,x2254,x2255,x2251,x2256,x2257,x2258),f179(x2253,x2254,x2255,x2252,x2256,x2257,x2258))
% 3.46/3.59  [226]~E(x2261,x2262)+E(f179(x2263,x2264,x2265,x2266,x2261,x2267,x2268),f179(x2263,x2264,x2265,x2266,x2262,x2267,x2268))
% 3.46/3.59  [227]~E(x2271,x2272)+E(f179(x2273,x2274,x2275,x2276,x2277,x2271,x2278),f179(x2273,x2274,x2275,x2276,x2277,x2272,x2278))
% 3.46/3.59  [228]~E(x2281,x2282)+E(f179(x2283,x2284,x2285,x2286,x2287,x2288,x2281),f179(x2283,x2284,x2285,x2286,x2287,x2288,x2282))
% 3.46/3.59  [229]~E(x2291,x2292)+E(f74(x2291,x2293),f74(x2292,x2293))
% 3.46/3.59  [230]~E(x2301,x2302)+E(f74(x2303,x2301),f74(x2303,x2302))
% 3.46/3.59  [231]~E(x2311,x2312)+E(f320(x2311,x2313,x2314),f320(x2312,x2313,x2314))
% 3.46/3.59  [232]~E(x2321,x2322)+E(f320(x2323,x2321,x2324),f320(x2323,x2322,x2324))
% 3.46/3.59  [233]~E(x2331,x2332)+E(f320(x2333,x2334,x2331),f320(x2333,x2334,x2332))
% 3.46/3.59  [234]~E(x2341,x2342)+E(f344(x2341,x2343),f344(x2342,x2343))
% 3.46/3.59  [235]~E(x2351,x2352)+E(f344(x2353,x2351),f344(x2353,x2352))
% 3.46/3.59  [236]~E(x2361,x2362)+E(f321(x2361,x2363,x2364,x2365,x2366),f321(x2362,x2363,x2364,x2365,x2366))
% 3.46/3.59  [237]~E(x2371,x2372)+E(f321(x2373,x2371,x2374,x2375,x2376),f321(x2373,x2372,x2374,x2375,x2376))
% 3.46/3.59  [238]~E(x2381,x2382)+E(f321(x2383,x2384,x2381,x2385,x2386),f321(x2383,x2384,x2382,x2385,x2386))
% 3.46/3.59  [239]~E(x2391,x2392)+E(f321(x2393,x2394,x2395,x2391,x2396),f321(x2393,x2394,x2395,x2392,x2396))
% 3.46/3.59  [240]~E(x2401,x2402)+E(f321(x2403,x2404,x2405,x2406,x2401),f321(x2403,x2404,x2405,x2406,x2402))
% 3.46/3.59  [241]~E(x2411,x2412)+E(f171(x2411,x2413),f171(x2412,x2413))
% 3.46/3.59  [242]~E(x2421,x2422)+E(f171(x2423,x2421),f171(x2423,x2422))
% 3.46/3.59  [243]~E(x2431,x2432)+E(f358(x2431),f358(x2432))
% 3.46/3.59  [244]~E(x2441,x2442)+E(f349(x2441,x2443,x2444),f349(x2442,x2443,x2444))
% 3.46/3.59  [245]~E(x2451,x2452)+E(f349(x2453,x2451,x2454),f349(x2453,x2452,x2454))
% 3.46/3.59  [246]~E(x2461,x2462)+E(f349(x2463,x2464,x2461),f349(x2463,x2464,x2462))
% 3.46/3.59  [247]~E(x2471,x2472)+E(f87(x2471,x2473),f87(x2472,x2473))
% 3.46/3.59  [248]~E(x2481,x2482)+E(f87(x2483,x2481),f87(x2483,x2482))
% 3.46/3.59  [249]~E(x2491,x2492)+E(f77(x2491,x2493),f77(x2492,x2493))
% 3.46/3.59  [250]~E(x2501,x2502)+E(f77(x2503,x2501),f77(x2503,x2502))
% 3.46/3.59  [251]~E(x2511,x2512)+E(f43(x2511),f43(x2512))
% 3.46/3.59  [252]~E(x2521,x2522)+E(f32(x2521,x2523,x2524,x2525),f32(x2522,x2523,x2524,x2525))
% 3.46/3.59  [253]~E(x2531,x2532)+E(f32(x2533,x2531,x2534,x2535),f32(x2533,x2532,x2534,x2535))
% 3.46/3.59  [254]~E(x2541,x2542)+E(f32(x2543,x2544,x2541,x2545),f32(x2543,x2544,x2542,x2545))
% 3.46/3.59  [255]~E(x2551,x2552)+E(f32(x2553,x2554,x2555,x2551),f32(x2553,x2554,x2555,x2552))
% 3.46/3.59  [256]~E(x2561,x2562)+E(f12(x2561),f12(x2562))
% 3.46/3.59  [257]~E(x2571,x2572)+E(f118(x2571,x2573),f118(x2572,x2573))
% 3.46/3.59  [258]~E(x2581,x2582)+E(f118(x2583,x2581),f118(x2583,x2582))
% 3.46/3.59  [259]~E(x2591,x2592)+E(f265(x2591,x2593),f265(x2592,x2593))
% 3.46/3.59  [260]~E(x2601,x2602)+E(f265(x2603,x2601),f265(x2603,x2602))
% 3.46/3.59  [261]~E(x2611,x2612)+E(f253(x2611),f253(x2612))
% 3.46/3.59  [262]~E(x2621,x2622)+E(f254(x2621),f254(x2622))
% 3.46/3.59  [263]~E(x2631,x2632)+E(f52(x2631),f52(x2632))
% 3.46/3.59  [264]~E(x2641,x2642)+E(f53(x2641),f53(x2642))
% 3.46/3.59  [265]~E(x2651,x2652)+E(f333(x2651,x2653),f333(x2652,x2653))
% 3.46/3.59  [266]~E(x2661,x2662)+E(f333(x2663,x2661),f333(x2663,x2662))
% 3.46/3.59  [267]~E(x2671,x2672)+E(f246(x2671,x2673,x2674),f246(x2672,x2673,x2674))
% 3.46/3.59  [268]~E(x2681,x2682)+E(f246(x2683,x2681,x2684),f246(x2683,x2682,x2684))
% 3.46/3.59  [269]~E(x2691,x2692)+E(f246(x2693,x2694,x2691),f246(x2693,x2694,x2692))
% 3.46/3.59  [270]~E(x2701,x2702)+E(f346(x2701),f346(x2702))
% 3.46/3.59  [271]~E(x2711,x2712)+E(f86(x2711,x2713),f86(x2712,x2713))
% 3.46/3.59  [272]~E(x2721,x2722)+E(f86(x2723,x2721),f86(x2723,x2722))
% 3.46/3.59  [273]~E(x2731,x2732)+E(f83(x2731,x2733),f83(x2732,x2733))
% 3.46/3.59  [274]~E(x2741,x2742)+E(f83(x2743,x2741),f83(x2743,x2742))
% 3.46/3.59  [275]~E(x2751,x2752)+E(f308(x2751,x2753,x2754),f308(x2752,x2753,x2754))
% 3.46/3.59  [276]~E(x2761,x2762)+E(f308(x2763,x2761,x2764),f308(x2763,x2762,x2764))
% 3.46/3.59  [277]~E(x2771,x2772)+E(f308(x2773,x2774,x2771),f308(x2773,x2774,x2772))
% 3.46/3.59  [278]~E(x2781,x2782)+E(f360(x2781),f360(x2782))
% 3.46/3.59  [279]~E(x2791,x2792)+E(f363(x2791),f363(x2792))
% 3.46/3.59  [280]~E(x2801,x2802)+E(f54(x2801),f54(x2802))
% 3.46/3.59  [281]~E(x2811,x2812)+E(f161(x2811,x2813,x2814),f161(x2812,x2813,x2814))
% 3.46/3.59  [282]~E(x2821,x2822)+E(f161(x2823,x2821,x2824),f161(x2823,x2822,x2824))
% 3.46/3.59  [283]~E(x2831,x2832)+E(f161(x2833,x2834,x2831),f161(x2833,x2834,x2832))
% 3.46/3.59  [284]~E(x2841,x2842)+E(f172(x2841,x2843),f172(x2842,x2843))
% 3.46/3.59  [285]~E(x2851,x2852)+E(f172(x2853,x2851),f172(x2853,x2852))
% 3.46/3.59  [286]~E(x2861,x2862)+E(f303(x2861,x2863,x2864),f303(x2862,x2863,x2864))
% 3.46/3.59  [287]~E(x2871,x2872)+E(f303(x2873,x2871,x2874),f303(x2873,x2872,x2874))
% 3.46/3.59  [288]~E(x2881,x2882)+E(f303(x2883,x2884,x2881),f303(x2883,x2884,x2882))
% 3.46/3.59  [289]~E(x2891,x2892)+E(f163(x2891,x2893,x2894),f163(x2892,x2893,x2894))
% 3.46/3.59  [290]~E(x2901,x2902)+E(f163(x2903,x2901,x2904),f163(x2903,x2902,x2904))
% 3.46/3.59  [291]~E(x2911,x2912)+E(f163(x2913,x2914,x2911),f163(x2913,x2914,x2912))
% 3.46/3.59  [292]~E(x2921,x2922)+E(f81(x2921,x2923),f81(x2922,x2923))
% 3.46/3.59  [293]~E(x2931,x2932)+E(f81(x2933,x2931),f81(x2933,x2932))
% 3.46/3.59  [294]~E(x2941,x2942)+E(f187(x2941,x2943,x2944,x2945),f187(x2942,x2943,x2944,x2945))
% 3.46/3.59  [295]~E(x2951,x2952)+E(f187(x2953,x2951,x2954,x2955),f187(x2953,x2952,x2954,x2955))
% 3.46/3.59  [296]~E(x2961,x2962)+E(f187(x2963,x2964,x2961,x2965),f187(x2963,x2964,x2962,x2965))
% 3.46/3.59  [297]~E(x2971,x2972)+E(f187(x2973,x2974,x2975,x2971),f187(x2973,x2974,x2975,x2972))
% 3.46/3.59  [298]~E(x2981,x2982)+E(f114(x2981),f114(x2982))
% 3.46/3.59  [299]~E(x2991,x2992)+E(f273(x2991,x2993,x2994),f273(x2992,x2993,x2994))
% 3.46/3.59  [300]~E(x3001,x3002)+E(f273(x3003,x3001,x3004),f273(x3003,x3002,x3004))
% 3.46/3.59  [301]~E(x3011,x3012)+E(f273(x3013,x3014,x3011),f273(x3013,x3014,x3012))
% 3.46/3.59  [302]~E(x3021,x3022)+E(f79(x3021),f79(x3022))
% 3.46/3.59  [303]~E(x3031,x3032)+E(f151(x3031,x3033,x3034,x3035),f151(x3032,x3033,x3034,x3035))
% 3.46/3.59  [304]~E(x3041,x3042)+E(f151(x3043,x3041,x3044,x3045),f151(x3043,x3042,x3044,x3045))
% 3.46/3.59  [305]~E(x3051,x3052)+E(f151(x3053,x3054,x3051,x3055),f151(x3053,x3054,x3052,x3055))
% 3.46/3.59  [306]~E(x3061,x3062)+E(f151(x3063,x3064,x3065,x3061),f151(x3063,x3064,x3065,x3062))
% 3.46/3.59  [307]~E(x3071,x3072)+E(f170(x3071,x3073),f170(x3072,x3073))
% 3.46/3.59  [308]~E(x3081,x3082)+E(f170(x3083,x3081),f170(x3083,x3082))
% 3.46/3.59  [309]~E(x3091,x3092)+E(f337(x3091,x3093,x3094),f337(x3092,x3093,x3094))
% 3.46/3.59  [310]~E(x3101,x3102)+E(f337(x3103,x3101,x3104),f337(x3103,x3102,x3104))
% 3.46/3.59  [311]~E(x3111,x3112)+E(f337(x3113,x3114,x3111),f337(x3113,x3114,x3112))
% 3.46/3.59  [312]~E(x3121,x3122)+E(f65(x3121,x3123),f65(x3122,x3123))
% 3.46/3.59  [313]~E(x3131,x3132)+E(f65(x3133,x3131),f65(x3133,x3132))
% 3.46/3.59  [314]~E(x3141,x3142)+E(f105(x3141,x3143,x3144,x3145),f105(x3142,x3143,x3144,x3145))
% 3.46/3.59  [315]~E(x3151,x3152)+E(f105(x3153,x3151,x3154,x3155),f105(x3153,x3152,x3154,x3155))
% 3.46/3.59  [316]~E(x3161,x3162)+E(f105(x3163,x3164,x3161,x3165),f105(x3163,x3164,x3162,x3165))
% 3.46/3.59  [317]~E(x3171,x3172)+E(f105(x3173,x3174,x3175,x3171),f105(x3173,x3174,x3175,x3172))
% 3.46/3.59  [318]~E(x3181,x3182)+E(f194(x3181,x3183,x3184),f194(x3182,x3183,x3184))
% 3.46/3.59  [319]~E(x3191,x3192)+E(f194(x3193,x3191,x3194),f194(x3193,x3192,x3194))
% 3.46/3.59  [320]~E(x3201,x3202)+E(f194(x3203,x3204,x3201),f194(x3203,x3204,x3202))
% 3.46/3.59  [321]~E(x3211,x3212)+E(f128(x3211,x3213,x3214),f128(x3212,x3213,x3214))
% 3.46/3.59  [322]~E(x3221,x3222)+E(f128(x3223,x3221,x3224),f128(x3223,x3222,x3224))
% 3.46/3.59  [323]~E(x3231,x3232)+E(f128(x3233,x3234,x3231),f128(x3233,x3234,x3232))
% 3.46/3.59  [324]~E(x3241,x3242)+E(f255(x3241),f255(x3242))
% 3.46/3.59  [325]~E(x3251,x3252)+E(f226(x3251),f226(x3252))
% 3.46/3.59  [326]~E(x3261,x3262)+E(f227(x3261),f227(x3262))
% 3.46/3.59  [327]~E(x3271,x3272)+E(f307(x3271,x3273),f307(x3272,x3273))
% 3.46/3.59  [328]~E(x3281,x3282)+E(f307(x3283,x3281),f307(x3283,x3282))
% 3.46/3.59  [329]~E(x3291,x3292)+E(f319(x3291,x3293,x3294),f319(x3292,x3293,x3294))
% 3.46/3.59  [330]~E(x3301,x3302)+E(f319(x3303,x3301,x3304),f319(x3303,x3302,x3304))
% 3.46/3.59  [331]~E(x3311,x3312)+E(f319(x3313,x3314,x3311),f319(x3313,x3314,x3312))
% 3.46/3.59  [332]~E(x3321,x3322)+E(f173(x3321,x3323,x3324),f173(x3322,x3323,x3324))
% 3.46/3.59  [333]~E(x3331,x3332)+E(f173(x3333,x3331,x3334),f173(x3333,x3332,x3334))
% 3.46/3.59  [334]~E(x3341,x3342)+E(f173(x3343,x3344,x3341),f173(x3343,x3344,x3342))
% 3.46/3.59  [335]~E(x3351,x3352)+E(f145(x3351,x3353,x3354),f145(x3352,x3353,x3354))
% 3.46/3.59  [336]~E(x3361,x3362)+E(f145(x3363,x3361,x3364),f145(x3363,x3362,x3364))
% 3.46/3.59  [337]~E(x3371,x3372)+E(f145(x3373,x3374,x3371),f145(x3373,x3374,x3372))
% 3.46/3.59  [338]~E(x3381,x3382)+E(f152(x3381,x3383,x3384,x3385),f152(x3382,x3383,x3384,x3385))
% 3.46/3.59  [339]~E(x3391,x3392)+E(f152(x3393,x3391,x3394,x3395),f152(x3393,x3392,x3394,x3395))
% 3.46/3.59  [340]~E(x3401,x3402)+E(f152(x3403,x3404,x3401,x3405),f152(x3403,x3404,x3402,x3405))
% 3.46/3.59  [341]~E(x3411,x3412)+E(f152(x3413,x3414,x3415,x3411),f152(x3413,x3414,x3415,x3412))
% 3.46/3.59  [342]~E(x3421,x3422)+E(f350(x3421,x3423),f350(x3422,x3423))
% 3.46/3.59  [343]~E(x3431,x3432)+E(f350(x3433,x3431),f350(x3433,x3432))
% 3.46/3.59  [344]~E(x3441,x3442)+E(f314(x3441,x3443,x3444),f314(x3442,x3443,x3444))
% 3.46/3.59  [345]~E(x3451,x3452)+E(f314(x3453,x3451,x3454),f314(x3453,x3452,x3454))
% 3.46/3.59  [346]~E(x3461,x3462)+E(f314(x3463,x3464,x3461),f314(x3463,x3464,x3462))
% 3.46/3.59  [347]~E(x3471,x3472)+E(f31(x3471),f31(x3472))
% 3.46/3.59  [348]~E(x3481,x3482)+E(f78(x3481,x3483,x3484,x3485),f78(x3482,x3483,x3484,x3485))
% 3.46/3.59  [349]~E(x3491,x3492)+E(f78(x3493,x3491,x3494,x3495),f78(x3493,x3492,x3494,x3495))
% 3.46/3.59  [350]~E(x3501,x3502)+E(f78(x3503,x3504,x3501,x3505),f78(x3503,x3504,x3502,x3505))
% 3.46/3.59  [351]~E(x3511,x3512)+E(f78(x3513,x3514,x3515,x3511),f78(x3513,x3514,x3515,x3512))
% 3.46/3.59  [352]~E(x3521,x3522)+E(f192(x3521,x3523,x3524),f192(x3522,x3523,x3524))
% 3.46/3.59  [353]~E(x3531,x3532)+E(f192(x3533,x3531,x3534),f192(x3533,x3532,x3534))
% 3.46/3.59  [354]~E(x3541,x3542)+E(f192(x3543,x3544,x3541),f192(x3543,x3544,x3542))
% 3.46/3.59  [355]~E(x3551,x3552)+E(f190(x3551,x3553,x3554,x3555),f190(x3552,x3553,x3554,x3555))
% 3.46/3.59  [356]~E(x3561,x3562)+E(f190(x3563,x3561,x3564,x3565),f190(x3563,x3562,x3564,x3565))
% 3.46/3.59  [357]~E(x3571,x3572)+E(f190(x3573,x3574,x3571,x3575),f190(x3573,x3574,x3572,x3575))
% 3.46/3.59  [358]~E(x3581,x3582)+E(f190(x3583,x3584,x3585,x3581),f190(x3583,x3584,x3585,x3582))
% 3.46/3.59  [359]~E(x3591,x3592)+E(f280(x3591,x3593,x3594),f280(x3592,x3593,x3594))
% 3.46/3.59  [360]~E(x3601,x3602)+E(f280(x3603,x3601,x3604),f280(x3603,x3602,x3604))
% 3.46/3.59  [361]~E(x3611,x3612)+E(f280(x3613,x3614,x3611),f280(x3613,x3614,x3612))
% 3.46/3.59  [362]~E(x3621,x3622)+E(f56(x3621),f56(x3622))
% 3.46/3.59  [363]~E(x3631,x3632)+E(f88(x3631,x3633,x3634),f88(x3632,x3633,x3634))
% 3.46/3.59  [364]~E(x3641,x3642)+E(f88(x3643,x3641,x3644),f88(x3643,x3642,x3644))
% 3.46/3.59  [365]~E(x3651,x3652)+E(f88(x3653,x3654,x3651),f88(x3653,x3654,x3652))
% 3.46/3.59  [366]~E(x3661,x3662)+E(f116(x3661),f116(x3662))
% 3.46/3.59  [367]~E(x3671,x3672)+E(f256(x3671),f256(x3672))
% 3.46/3.59  [368]~E(x3681,x3682)+E(f228(x3681),f228(x3682))
% 3.46/3.59  [369]~E(x3691,x3692)+E(f236(x3691),f236(x3692))
% 3.46/3.59  [370]~E(x3701,x3702)+E(f55(x3701),f55(x3702))
% 3.46/3.59  [371]~E(x3711,x3712)+E(f115(x3711,x3713),f115(x3712,x3713))
% 3.46/3.59  [372]~E(x3721,x3722)+E(f115(x3723,x3721),f115(x3723,x3722))
% 3.46/3.59  [373]~E(x3731,x3732)+E(f57(x3731),f57(x3732))
% 3.46/3.59  [374]~E(x3741,x3742)+E(f181(x3741,x3743,x3744),f181(x3742,x3743,x3744))
% 3.46/3.59  [375]~E(x3751,x3752)+E(f181(x3753,x3751,x3754),f181(x3753,x3752,x3754))
% 3.46/3.59  [376]~E(x3761,x3762)+E(f181(x3763,x3764,x3761),f181(x3763,x3764,x3762))
% 3.46/3.59  [377]~E(x3771,x3772)+E(f17(x3771),f17(x3772))
% 3.46/3.59  [378]~E(x3781,x3782)+E(f270(x3781,x3783),f270(x3782,x3783))
% 3.46/3.59  [379]~E(x3791,x3792)+E(f270(x3793,x3791),f270(x3793,x3792))
% 3.46/3.59  [380]~E(x3801,x3802)+E(f124(x3801),f124(x3802))
% 3.46/3.59  [381]~E(x3811,x3812)+E(f13(x3811),f13(x3812))
% 3.46/3.59  [382]~E(x3821,x3822)+E(f123(x3821),f123(x3822))
% 3.46/3.59  [383]~E(x3831,x3832)+E(f20(x3831),f20(x3832))
% 3.46/3.59  [384]~E(x3841,x3842)+E(f332(x3841),f332(x3842))
% 3.46/3.59  [385]~E(x3851,x3852)+E(f348(x3851,x3853),f348(x3852,x3853))
% 3.46/3.59  [386]~E(x3861,x3862)+E(f348(x3863,x3861),f348(x3863,x3862))
% 3.46/3.59  [387]~E(x3871,x3872)+E(f229(x3871),f229(x3872))
% 3.46/3.59  [388]~E(x3881,x3882)+E(f266(x3881),f266(x3882))
% 3.46/3.59  [389]~E(x3891,x3892)+E(f168(x3891,x3893),f168(x3892,x3893))
% 3.46/3.59  [390]~E(x3901,x3902)+E(f168(x3903,x3901),f168(x3903,x3902))
% 3.46/3.59  [391]~E(x3911,x3912)+E(f271(x3911,x3913,x3914),f271(x3912,x3913,x3914))
% 3.46/3.59  [392]~E(x3921,x3922)+E(f271(x3923,x3921,x3924),f271(x3923,x3922,x3924))
% 3.46/3.59  [393]~E(x3931,x3932)+E(f271(x3933,x3934,x3931),f271(x3933,x3934,x3932))
% 3.46/3.59  [394]~E(x3941,x3942)+E(f147(x3941),f147(x3942))
% 3.46/3.59  [395]~E(x3951,x3952)+E(f110(x3951),f110(x3952))
% 3.46/3.59  [396]~E(x3961,x3962)+E(f180(x3961,x3963,x3964),f180(x3962,x3963,x3964))
% 3.46/3.59  [397]~E(x3971,x3972)+E(f180(x3973,x3971,x3974),f180(x3973,x3972,x3974))
% 3.46/3.59  [398]~E(x3981,x3982)+E(f180(x3983,x3984,x3981),f180(x3983,x3984,x3982))
% 3.46/3.59  [399]~E(x3991,x3992)+E(f59(x3991),f59(x3992))
% 3.46/3.59  [400]~E(x4001,x4002)+E(f146(x4001,x4003,x4004),f146(x4002,x4003,x4004))
% 3.46/3.59  [401]~E(x4011,x4012)+E(f146(x4013,x4011,x4014),f146(x4013,x4012,x4014))
% 3.46/3.59  [402]~E(x4021,x4022)+E(f146(x4023,x4024,x4021),f146(x4023,x4024,x4022))
% 3.46/3.59  [403]~E(x4031,x4032)+E(f206(x4031),f206(x4032))
% 3.46/3.59  [404]~E(x4041,x4042)+E(f127(x4041,x4043),f127(x4042,x4043))
% 3.46/3.59  [405]~E(x4051,x4052)+E(f127(x4053,x4051),f127(x4053,x4052))
% 3.46/3.59  [406]~E(x4061,x4062)+E(f313(x4061,x4063),f313(x4062,x4063))
% 3.46/3.59  [407]~E(x4071,x4072)+E(f313(x4073,x4071),f313(x4073,x4072))
% 3.46/3.59  [408]~E(x4081,x4082)+E(f58(x4081),f58(x4082))
% 3.46/3.59  [409]~E(x4091,x4092)+E(f184(x4091,x4093,x4094),f184(x4092,x4093,x4094))
% 3.46/3.59  [410]~E(x4101,x4102)+E(f184(x4103,x4101,x4104),f184(x4103,x4102,x4104))
% 3.46/3.59  [411]~E(x4111,x4112)+E(f184(x4113,x4114,x4111),f184(x4113,x4114,x4112))
% 3.46/3.59  [412]~E(x4121,x4122)+E(f109(x4121),f109(x4122))
% 3.46/3.59  [413]~E(x4131,x4132)+E(f352(x4131,x4133),f352(x4132,x4133))
% 3.46/3.59  [414]~E(x4141,x4142)+E(f352(x4143,x4141),f352(x4143,x4142))
% 3.46/3.59  [415]~E(x4151,x4152)+E(f120(x4151),f120(x4152))
% 3.46/3.59  [416]~E(x4161,x4162)+E(f257(x4161),f257(x4162))
% 3.46/3.59  [417]~E(x4171,x4172)+E(f251(x4171),f251(x4172))
% 3.46/3.59  [418]~E(x4181,x4182)+E(f92(x4181,x4183,x4184,x4185,x4186),f92(x4182,x4183,x4184,x4185,x4186))
% 3.46/3.59  [419]~E(x4191,x4192)+E(f92(x4193,x4191,x4194,x4195,x4196),f92(x4193,x4192,x4194,x4195,x4196))
% 3.46/3.59  [420]~E(x4201,x4202)+E(f92(x4203,x4204,x4201,x4205,x4206),f92(x4203,x4204,x4202,x4205,x4206))
% 3.46/3.59  [421]~E(x4211,x4212)+E(f92(x4213,x4214,x4215,x4211,x4216),f92(x4213,x4214,x4215,x4212,x4216))
% 3.46/3.59  [422]~E(x4221,x4222)+E(f92(x4223,x4224,x4225,x4226,x4221),f92(x4223,x4224,x4225,x4226,x4222))
% 3.46/3.59  [423]~E(x4231,x4232)+E(f326(x4231,x4233,x4234),f326(x4232,x4233,x4234))
% 3.46/3.59  [424]~E(x4241,x4242)+E(f326(x4243,x4241,x4244),f326(x4243,x4242,x4244))
% 3.46/3.59  [425]~E(x4251,x4252)+E(f326(x4253,x4254,x4251),f326(x4253,x4254,x4252))
% 3.46/3.59  [426]~E(x4261,x4262)+E(f274(x4261,x4263),f274(x4262,x4263))
% 3.46/3.59  [427]~E(x4271,x4272)+E(f274(x4273,x4271),f274(x4273,x4272))
% 3.46/3.59  [428]~E(x4281,x4282)+E(f293(x4281,x4283,x4284,x4285),f293(x4282,x4283,x4284,x4285))
% 3.46/3.59  [429]~E(x4291,x4292)+E(f293(x4293,x4291,x4294,x4295),f293(x4293,x4292,x4294,x4295))
% 3.46/3.59  [430]~E(x4301,x4302)+E(f293(x4303,x4304,x4301,x4305),f293(x4303,x4304,x4302,x4305))
% 3.46/3.59  [431]~E(x4311,x4312)+E(f293(x4313,x4314,x4315,x4311),f293(x4313,x4314,x4315,x4312))
% 3.46/3.59  [432]~E(x4321,x4322)+E(f278(x4321,x4323,x4324,x4325),f278(x4322,x4323,x4324,x4325))
% 3.46/3.59  [433]~E(x4331,x4332)+E(f278(x4333,x4331,x4334,x4335),f278(x4333,x4332,x4334,x4335))
% 3.46/3.59  [434]~E(x4341,x4342)+E(f278(x4343,x4344,x4341,x4345),f278(x4343,x4344,x4342,x4345))
% 3.46/3.59  [435]~E(x4351,x4352)+E(f278(x4353,x4354,x4355,x4351),f278(x4353,x4354,x4355,x4352))
% 3.46/3.59  [436]~E(x4361,x4362)+E(f5(x4361,x4363,x4364,x4365,x4366,x4367),f5(x4362,x4363,x4364,x4365,x4366,x4367))
% 3.46/3.59  [437]~E(x4371,x4372)+E(f5(x4373,x4371,x4374,x4375,x4376,x4377),f5(x4373,x4372,x4374,x4375,x4376,x4377))
% 3.46/3.59  [438]~E(x4381,x4382)+E(f5(x4383,x4384,x4381,x4385,x4386,x4387),f5(x4383,x4384,x4382,x4385,x4386,x4387))
% 3.46/3.59  [439]~E(x4391,x4392)+E(f5(x4393,x4394,x4395,x4391,x4396,x4397),f5(x4393,x4394,x4395,x4392,x4396,x4397))
% 3.46/3.59  [440]~E(x4401,x4402)+E(f5(x4403,x4404,x4405,x4406,x4401,x4407),f5(x4403,x4404,x4405,x4406,x4402,x4407))
% 3.46/3.59  [441]~E(x4411,x4412)+E(f5(x4413,x4414,x4415,x4416,x4417,x4411),f5(x4413,x4414,x4415,x4416,x4417,x4412))
% 3.46/3.59  [442]~E(x4421,x4422)+E(f111(x4421),f111(x4422))
% 3.46/3.59  [443]~E(x4431,x4432)+E(f160(x4431,x4433),f160(x4432,x4433))
% 3.46/3.59  [444]~E(x4441,x4442)+E(f160(x4443,x4441),f160(x4443,x4442))
% 3.46/3.59  [445]~E(x4451,x4452)+E(f355(x4451,x4453),f355(x4452,x4453))
% 3.46/3.59  [446]~E(x4461,x4462)+E(f355(x4463,x4461),f355(x4463,x4462))
% 3.46/3.59  [447]~E(x4471,x4472)+E(f202(x4471),f202(x4472))
% 3.46/3.59  [448]~E(x4481,x4482)+E(f71(x4481),f71(x4482))
% 3.46/3.59  [449]~E(x4491,x4492)+E(f158(x4491),f158(x4492))
% 3.46/3.59  [450]~E(x4501,x4502)+E(f275(x4501,x4503,x4504),f275(x4502,x4503,x4504))
% 3.46/3.59  [451]~E(x4511,x4512)+E(f275(x4513,x4511,x4514),f275(x4513,x4512,x4514))
% 3.46/3.59  [452]~E(x4521,x4522)+E(f275(x4523,x4524,x4521),f275(x4523,x4524,x4522))
% 3.46/3.59  [453]~E(x4531,x4532)+E(f130(x4531,x4533),f130(x4532,x4533))
% 3.46/3.59  [454]~E(x4541,x4542)+E(f130(x4543,x4541),f130(x4543,x4542))
% 3.46/3.59  [455]~E(x4551,x4552)+E(f44(x4551,x4553,x4554),f44(x4552,x4553,x4554))
% 3.46/3.59  [456]~E(x4561,x4562)+E(f44(x4563,x4561,x4564),f44(x4563,x4562,x4564))
% 3.46/3.59  [457]~E(x4571,x4572)+E(f44(x4573,x4574,x4571),f44(x4573,x4574,x4572))
% 3.46/3.59  [458]~E(x4581,x4582)+E(f282(x4581),f282(x4582))
% 3.46/3.59  [459]~E(x4591,x4592)+E(f283(x4591),f283(x4592))
% 3.46/3.59  [460]~E(x4601,x4602)+E(f164(x4601,x4603),f164(x4602,x4603))
% 3.46/3.59  [461]~E(x4611,x4612)+E(f164(x4613,x4611),f164(x4613,x4612))
% 3.46/3.59  [462]~E(x4621,x4622)+E(f302(x4621,x4623,x4624),f302(x4622,x4623,x4624))
% 3.46/3.59  [463]~E(x4631,x4632)+E(f302(x4633,x4631,x4634),f302(x4633,x4632,x4634))
% 3.46/3.59  [464]~E(x4641,x4642)+E(f302(x4643,x4644,x4641),f302(x4643,x4644,x4642))
% 3.46/3.59  [465]~E(x4651,x4652)+E(f178(x4651,x4653,x4654,x4655),f178(x4652,x4653,x4654,x4655))
% 3.46/3.59  [466]~E(x4661,x4662)+E(f178(x4663,x4661,x4664,x4665),f178(x4663,x4662,x4664,x4665))
% 3.46/3.59  [467]~E(x4671,x4672)+E(f178(x4673,x4674,x4671,x4675),f178(x4673,x4674,x4672,x4675))
% 3.46/3.59  [468]~E(x4681,x4682)+E(f178(x4683,x4684,x4685,x4681),f178(x4683,x4684,x4685,x4682))
% 3.46/3.59  [469]~E(x4691,x4692)+E(f80(x4691,x4693,x4694),f80(x4692,x4693,x4694))
% 3.46/3.59  [470]~E(x4701,x4702)+E(f80(x4703,x4701,x4704),f80(x4703,x4702,x4704))
% 3.46/3.59  [471]~E(x4711,x4712)+E(f80(x4713,x4714,x4711),f80(x4713,x4714,x4712))
% 3.46/3.59  [472]~E(x4721,x4722)+E(f119(x4721),f119(x4722))
% 3.46/3.59  [473]~E(x4731,x4732)+E(f262(x4731,x4733,x4734,x4735),f262(x4732,x4733,x4734,x4735))
% 3.46/3.59  [474]~E(x4741,x4742)+E(f262(x4743,x4741,x4744,x4745),f262(x4743,x4742,x4744,x4745))
% 3.46/3.59  [475]~E(x4751,x4752)+E(f262(x4753,x4754,x4751,x4755),f262(x4753,x4754,x4752,x4755))
% 3.46/3.59  [476]~E(x4761,x4762)+E(f262(x4763,x4764,x4765,x4761),f262(x4763,x4764,x4765,x4762))
% 3.46/3.59  [477]~E(x4771,x4772)+E(f131(x4771,x4773,x4774,x4775),f131(x4772,x4773,x4774,x4775))
% 3.46/3.59  [478]~E(x4781,x4782)+E(f131(x4783,x4781,x4784,x4785),f131(x4783,x4782,x4784,x4785))
% 3.46/3.59  [479]~E(x4791,x4792)+E(f131(x4793,x4794,x4791,x4795),f131(x4793,x4794,x4792,x4795))
% 3.46/3.59  [480]~E(x4801,x4802)+E(f131(x4803,x4804,x4805,x4801),f131(x4803,x4804,x4805,x4802))
% 3.46/3.59  [481]~E(x4811,x4812)+E(f135(x4811,x4813),f135(x4812,x4813))
% 3.46/3.59  [482]~E(x4821,x4822)+E(f135(x4823,x4821),f135(x4823,x4822))
% 3.46/3.59  [483]~E(x4831,x4832)+E(f309(x4831,x4833),f309(x4832,x4833))
% 3.46/3.59  [484]~E(x4841,x4842)+E(f309(x4843,x4841),f309(x4843,x4842))
% 3.46/3.59  [485]~E(x4851,x4852)+E(f242(x4851,x4853),f242(x4852,x4853))
% 3.46/3.59  [486]~E(x4861,x4862)+E(f242(x4863,x4861),f242(x4863,x4862))
% 3.46/3.59  [487]~E(x4871,x4872)+E(f306(x4871,x4873),f306(x4872,x4873))
% 3.46/3.59  [488]~E(x4881,x4882)+E(f306(x4883,x4881),f306(x4883,x4882))
% 3.46/3.59  [489]~E(x4891,x4892)+E(f165(x4891,x4893,x4894),f165(x4892,x4893,x4894))
% 3.46/3.59  [490]~E(x4901,x4902)+E(f165(x4903,x4901,x4904),f165(x4903,x4902,x4904))
% 3.46/3.59  [491]~E(x4911,x4912)+E(f165(x4913,x4914,x4911),f165(x4913,x4914,x4912))
% 3.46/3.59  [492]~E(x4921,x4922)+E(f73(x4921),f73(x4922))
% 3.46/3.59  [493]~E(x4931,x4932)+E(f220(x4931,x4933,x4934),f220(x4932,x4933,x4934))
% 3.46/3.59  [494]~E(x4941,x4942)+E(f220(x4943,x4941,x4944),f220(x4943,x4942,x4944))
% 3.46/3.59  [495]~E(x4951,x4952)+E(f220(x4953,x4954,x4951),f220(x4953,x4954,x4952))
% 3.46/3.59  [496]~E(x4961,x4962)+E(f70(x4961),f70(x4962))
% 3.46/3.59  [497]~E(x4971,x4972)+E(f22(x4971,x4973,x4974),f22(x4972,x4973,x4974))
% 3.46/3.59  [498]~E(x4981,x4982)+E(f22(x4983,x4981,x4984),f22(x4983,x4982,x4984))
% 3.46/3.59  [499]~E(x4991,x4992)+E(f22(x4993,x4994,x4991),f22(x4993,x4994,x4992))
% 3.46/3.59  [500]~E(x5001,x5002)+E(f108(x5001,x5003),f108(x5002,x5003))
% 3.46/3.59  [501]~E(x5011,x5012)+E(f108(x5013,x5011),f108(x5013,x5012))
% 3.46/3.59  [502]~E(x5021,x5022)+E(f305(x5021,x5023),f305(x5022,x5023))
% 3.46/3.59  [503]~E(x5031,x5032)+E(f305(x5033,x5031),f305(x5033,x5032))
% 3.46/3.59  [504]~E(x5041,x5042)+E(f301(x5041,x5043),f301(x5042,x5043))
% 3.46/3.59  [505]~E(x5051,x5052)+E(f301(x5053,x5051),f301(x5053,x5052))
% 3.46/3.59  [506]~E(x5061,x5062)+E(f7(x5061,x5063),f7(x5062,x5063))
% 3.46/3.59  [507]~E(x5071,x5072)+E(f7(x5073,x5071),f7(x5073,x5072))
% 3.46/3.59  [508]~E(x5081,x5082)+E(f310(x5081,x5083),f310(x5082,x5083))
% 3.46/3.59  [509]~E(x5091,x5092)+E(f310(x5093,x5091),f310(x5093,x5092))
% 3.46/3.59  [510]~E(x5101,x5102)+E(f203(x5101),f203(x5102))
% 3.46/3.59  [511]~E(x5111,x5112)+E(f260(x5111,x5113,x5114),f260(x5112,x5113,x5114))
% 3.46/3.59  [512]~E(x5121,x5122)+E(f260(x5123,x5121,x5124),f260(x5123,x5122,x5124))
% 3.46/3.59  [513]~E(x5131,x5132)+E(f260(x5133,x5134,x5131),f260(x5133,x5134,x5132))
% 3.46/3.59  [514]~E(x5141,x5142)+E(f193(x5141,x5143),f193(x5142,x5143))
% 3.46/3.59  [515]~E(x5151,x5152)+E(f193(x5153,x5151),f193(x5153,x5152))
% 3.46/3.59  [516]~E(x5161,x5162)+E(f148(x5161),f148(x5162))
% 3.46/3.59  [517]~E(x5171,x5172)+E(f117(x5171,x5173,x5174),f117(x5172,x5173,x5174))
% 3.46/3.59  [518]~E(x5181,x5182)+E(f117(x5183,x5181,x5184),f117(x5183,x5182,x5184))
% 3.46/3.59  [519]~E(x5191,x5192)+E(f117(x5193,x5194,x5191),f117(x5193,x5194,x5192))
% 3.46/3.59  [520]~E(x5201,x5202)+E(f312(x5201,x5203),f312(x5202,x5203))
% 3.46/3.59  [521]~E(x5211,x5212)+E(f312(x5213,x5211),f312(x5213,x5212))
% 3.46/3.59  [522]~E(x5221,x5222)+E(f129(x5221,x5223,x5224),f129(x5222,x5223,x5224))
% 3.46/3.59  [523]~E(x5231,x5232)+E(f129(x5233,x5231,x5234),f129(x5233,x5232,x5234))
% 3.46/3.59  [524]~E(x5241,x5242)+E(f129(x5243,x5244,x5241),f129(x5243,x5244,x5242))
% 3.46/3.59  [525]~E(x5251,x5252)+E(f157(x5251,x5253),f157(x5252,x5253))
% 3.46/3.59  [526]~E(x5261,x5262)+E(f157(x5263,x5261),f157(x5263,x5262))
% 3.46/3.59  [527]~E(x5271,x5272)+E(f324(x5271,x5273),f324(x5272,x5273))
% 3.46/3.59  [528]~E(x5281,x5282)+E(f324(x5283,x5281),f324(x5283,x5282))
% 3.46/3.59  [529]~E(x5291,x5292)+E(f351(x5291,x5293),f351(x5292,x5293))
% 3.46/3.59  [530]~E(x5301,x5302)+E(f351(x5303,x5301),f351(x5303,x5302))
% 3.46/3.59  [531]~E(x5311,x5312)+E(f267(x5311,x5313),f267(x5312,x5313))
% 3.46/3.59  [532]~E(x5321,x5322)+E(f267(x5323,x5321),f267(x5323,x5322))
% 3.46/3.59  [533]~E(x5331,x5332)+E(f72(x5331),f72(x5332))
% 3.46/3.59  [534]~E(x5341,x5342)+E(f204(x5341),f204(x5342))
% 3.46/3.59  [535]~E(x5351,x5352)+E(f322(x5351,x5353,x5354),f322(x5352,x5353,x5354))
% 3.46/3.59  [536]~E(x5361,x5362)+E(f322(x5363,x5361,x5364),f322(x5363,x5362,x5364))
% 3.46/3.59  [537]~E(x5371,x5372)+E(f322(x5373,x5374,x5371),f322(x5373,x5374,x5372))
% 3.46/3.59  [538]~E(x5381,x5382)+E(f297(x5381,x5383),f297(x5382,x5383))
% 3.46/3.59  [539]~E(x5391,x5392)+E(f297(x5393,x5391),f297(x5393,x5392))
% 3.46/3.59  [540]~E(x5401,x5402)+E(f66(x5401,x5403,x5404),f66(x5402,x5403,x5404))
% 3.46/3.59  [541]~E(x5411,x5412)+E(f66(x5413,x5411,x5414),f66(x5413,x5412,x5414))
% 3.46/3.59  [542]~E(x5421,x5422)+E(f66(x5423,x5424,x5421),f66(x5423,x5424,x5422))
% 3.46/3.59  [543]~E(x5431,x5432)+E(f137(x5431,x5433,x5434),f137(x5432,x5433,x5434))
% 3.46/3.59  [544]~E(x5441,x5442)+E(f137(x5443,x5441,x5444),f137(x5443,x5442,x5444))
% 3.46/3.59  [545]~E(x5451,x5452)+E(f137(x5453,x5454,x5451),f137(x5453,x5454,x5452))
% 3.46/3.59  [546]~E(x5461,x5462)+E(f154(x5461),f154(x5462))
% 3.46/3.59  [547]~E(x5471,x5472)+E(f336(x5471,x5473),f336(x5472,x5473))
% 3.46/3.59  [548]~E(x5481,x5482)+E(f336(x5483,x5481),f336(x5483,x5482))
% 3.46/3.59  [549]~E(x5491,x5492)+E(f235(x5491,x5493),f235(x5492,x5493))
% 3.46/3.59  [550]~E(x5501,x5502)+E(f235(x5503,x5501),f235(x5503,x5502))
% 3.46/3.59  [551]~E(x5511,x5512)+E(f295(x5511,x5513),f295(x5512,x5513))
% 3.46/3.59  [552]~E(x5521,x5522)+E(f295(x5523,x5521),f295(x5523,x5522))
% 3.46/3.59  [553]~E(x5531,x5532)+E(f366(x5531,x5533,x5534),f366(x5532,x5533,x5534))
% 3.46/3.59  [554]~E(x5541,x5542)+E(f366(x5543,x5541,x5544),f366(x5543,x5542,x5544))
% 3.46/3.59  [555]~E(x5551,x5552)+E(f366(x5553,x5554,x5551),f366(x5553,x5554,x5552))
% 3.46/3.59  [556]~E(x5561,x5562)+E(f16(x5561),f16(x5562))
% 3.46/3.59  [557]~E(x5571,x5572)+E(f162(x5571,x5573,x5574),f162(x5572,x5573,x5574))
% 3.46/3.59  [558]~E(x5581,x5582)+E(f162(x5583,x5581,x5584),f162(x5583,x5582,x5584))
% 3.46/3.59  [559]~E(x5591,x5592)+E(f162(x5593,x5594,x5591),f162(x5593,x5594,x5592))
% 3.46/3.59  [560]~E(x5601,x5602)+E(f323(x5601,x5603,x5604),f323(x5602,x5603,x5604))
% 3.46/3.59  [561]~E(x5611,x5612)+E(f323(x5613,x5611,x5614),f323(x5613,x5612,x5614))
% 3.46/3.59  [562]~E(x5621,x5622)+E(f323(x5623,x5624,x5621),f323(x5623,x5624,x5622))
% 3.46/3.59  [563]~E(x5631,x5632)+E(f268(x5631,x5633),f268(x5632,x5633))
% 3.46/3.59  [564]~E(x5641,x5642)+E(f268(x5643,x5641),f268(x5643,x5642))
% 3.46/3.59  [565]~E(x5651,x5652)+E(f299(x5651,x5653,x5654),f299(x5652,x5653,x5654))
% 3.46/3.59  [566]~E(x5661,x5662)+E(f299(x5663,x5661,x5664),f299(x5663,x5662,x5664))
% 3.46/3.59  [567]~E(x5671,x5672)+E(f299(x5673,x5674,x5671),f299(x5673,x5674,x5672))
% 3.46/3.59  [568]~E(x5681,x5682)+E(f298(x5681,x5683),f298(x5682,x5683))
% 3.46/3.59  [569]~E(x5691,x5692)+E(f298(x5693,x5691),f298(x5693,x5692))
% 3.46/3.59  [570]~E(x5701,x5702)+E(f252(x5701),f252(x5702))
% 3.46/3.59  [571]~E(x5711,x5712)+E(f18(x5711),f18(x5712))
% 3.46/3.59  [572]~E(x5721,x5722)+E(f316(x5721),f316(x5722))
% 3.46/3.59  [573]~E(x5731,x5732)+E(f14(x5731),f14(x5732))
% 3.46/3.59  [574]~E(x5741,x5742)+E(f125(x5741,x5743),f125(x5742,x5743))
% 3.46/3.59  [575]~E(x5751,x5752)+E(f125(x5753,x5751),f125(x5753,x5752))
% 3.46/3.59  [576]~E(x5761,x5762)+E(f276(x5761,x5763,x5764),f276(x5762,x5763,x5764))
% 3.46/3.59  [577]~E(x5771,x5772)+E(f276(x5773,x5771,x5774),f276(x5773,x5772,x5774))
% 3.46/3.59  [578]~E(x5781,x5782)+E(f276(x5783,x5784,x5781),f276(x5783,x5784,x5782))
% 3.46/3.59  [579]~E(x5791,x5792)+E(f304(x5791,x5793,x5794),f304(x5792,x5793,x5794))
% 3.46/3.59  [580]~E(x5801,x5802)+E(f304(x5803,x5801,x5804),f304(x5803,x5802,x5804))
% 3.46/3.59  [581]~E(x5811,x5812)+E(f304(x5813,x5814,x5811),f304(x5813,x5814,x5812))
% 3.46/3.59  [582]~E(x5821,x5822)+E(f69(x5821),f69(x5822))
% 3.46/3.59  [583]~E(x5831,x5832)+E(f156(x5831,x5833),f156(x5832,x5833))
% 3.46/3.59  [584]~E(x5841,x5842)+E(f156(x5843,x5841),f156(x5843,x5842))
% 3.46/3.59  [585]~E(x5851,x5852)+E(f318(x5851,x5853),f318(x5852,x5853))
% 3.46/3.59  [586]~E(x5861,x5862)+E(f318(x5863,x5861),f318(x5863,x5862))
% 3.46/3.59  [587]~E(x5871,x5872)+E(f338(x5871,x5873,x5874),f338(x5872,x5873,x5874))
% 3.46/3.59  [588]~E(x5881,x5882)+E(f338(x5883,x5881,x5884),f338(x5883,x5882,x5884))
% 3.46/3.59  [589]~E(x5891,x5892)+E(f338(x5893,x5894,x5891),f338(x5893,x5894,x5892))
% 3.46/3.59  [590]~E(x5901,x5902)+E(f292(x5901,x5903,x5904),f292(x5902,x5903,x5904))
% 3.46/3.59  [591]~E(x5911,x5912)+E(f292(x5913,x5911,x5914),f292(x5913,x5912,x5914))
% 3.46/3.59  [592]~E(x5921,x5922)+E(f292(x5923,x5924,x5921),f292(x5923,x5924,x5922))
% 3.46/3.59  [593]~E(x5931,x5932)+E(f188(x5931,x5933,x5934),f188(x5932,x5933,x5934))
% 3.46/3.59  [594]~E(x5941,x5942)+E(f188(x5943,x5941,x5944),f188(x5943,x5942,x5944))
% 3.46/3.59  [595]~E(x5951,x5952)+E(f188(x5953,x5954,x5951),f188(x5953,x5954,x5952))
% 3.46/3.59  [596]~E(x5961,x5962)+E(f214(x5961),f214(x5962))
% 3.46/3.59  [597]~E(x5971,x5972)+E(f356(x5971,x5973,x5974),f356(x5972,x5973,x5974))
% 3.46/3.59  [598]~E(x5981,x5982)+E(f356(x5983,x5981,x5984),f356(x5983,x5982,x5984))
% 3.46/3.59  [599]~E(x5991,x5992)+E(f356(x5993,x5994,x5991),f356(x5993,x5994,x5992))
% 3.46/3.59  [600]~E(x6001,x6002)+E(f159(x6001,x6003),f159(x6002,x6003))
% 3.46/3.59  [601]~E(x6011,x6012)+E(f159(x6013,x6011),f159(x6013,x6012))
% 3.46/3.59  [602]~E(x6021,x6022)+E(f238(x6021,x6023),f238(x6022,x6023))
% 3.46/3.59  [603]~E(x6031,x6032)+E(f238(x6033,x6031),f238(x6033,x6032))
% 3.46/3.59  [604]~E(x6041,x6042)+E(f219(x6041,x6043,x6044),f219(x6042,x6043,x6044))
% 3.46/3.59  [605]~E(x6051,x6052)+E(f219(x6053,x6051,x6054),f219(x6053,x6052,x6054))
% 3.46/3.59  [606]~E(x6061,x6062)+E(f219(x6063,x6064,x6061),f219(x6063,x6064,x6062))
% 3.46/3.59  [607]~E(x6071,x6072)+E(f245(x6071),f245(x6072))
% 3.46/3.59  [608]~E(x6081,x6082)+E(f237(x6081,x6083),f237(x6082,x6083))
% 3.46/3.59  [609]~E(x6091,x6092)+E(f237(x6093,x6091),f237(x6093,x6092))
% 3.46/3.59  [610]~E(x6101,x6102)+E(f230(x6101,x6103),f230(x6102,x6103))
% 3.46/3.59  [611]~E(x6111,x6112)+E(f230(x6113,x6111),f230(x6113,x6112))
% 3.46/3.59  [612]~E(x6121,x6122)+E(f224(x6121,x6123,x6124,x6125),f224(x6122,x6123,x6124,x6125))
% 3.46/3.59  [613]~E(x6131,x6132)+E(f224(x6133,x6131,x6134,x6135),f224(x6133,x6132,x6134,x6135))
% 3.46/3.59  [614]~E(x6141,x6142)+E(f224(x6143,x6144,x6141,x6145),f224(x6143,x6144,x6142,x6145))
% 3.46/3.59  [615]~E(x6151,x6152)+E(f224(x6153,x6154,x6155,x6151),f224(x6153,x6154,x6155,x6152))
% 3.46/3.59  [616]~E(x6161,x6162)+E(f244(x6161),f244(x6162))
% 3.46/3.59  [617]~E(x6171,x6172)+E(f365(x6171,x6173),f365(x6172,x6173))
% 3.46/3.59  [618]~E(x6181,x6182)+E(f365(x6183,x6181),f365(x6183,x6182))
% 3.46/3.59  [619]~E(x6191,x6192)+E(f205(x6191),f205(x6192))
% 3.46/3.59  [620]~E(x6201,x6202)+E(f126(x6201),f126(x6202))
% 3.46/3.59  [621]~E(x6211,x6212)+E(f340(x6211,x6213,x6214),f340(x6212,x6213,x6214))
% 3.46/3.59  [622]~E(x6221,x6222)+E(f340(x6223,x6221,x6224),f340(x6223,x6222,x6224))
% 3.46/3.59  [623]~E(x6231,x6232)+E(f340(x6233,x6234,x6231),f340(x6233,x6234,x6232))
% 3.46/3.59  [624]~E(x6241,x6242)+E(f279(x6241,x6243,x6244),f279(x6242,x6243,x6244))
% 3.46/3.59  [625]~E(x6251,x6252)+E(f279(x6253,x6251,x6254),f279(x6253,x6252,x6254))
% 3.46/3.59  [626]~E(x6261,x6262)+E(f279(x6263,x6264,x6261),f279(x6263,x6264,x6262))
% 3.46/3.59  [627]~E(x6271,x6272)+E(f361(x6271,x6273),f361(x6272,x6273))
% 3.46/3.59  [628]~E(x6281,x6282)+E(f361(x6283,x6281),f361(x6283,x6282))
% 3.46/3.59  [629]~E(x6291,x6292)+E(f291(x6291,x6293),f291(x6292,x6293))
% 3.46/3.59  [630]~E(x6301,x6302)+E(f291(x6303,x6301),f291(x6303,x6302))
% 3.46/3.59  [631]~E(x6311,x6312)+E(f144(x6311,x6313,x6314),f144(x6312,x6313,x6314))
% 3.46/3.59  [632]~E(x6321,x6322)+E(f144(x6323,x6321,x6324),f144(x6323,x6322,x6324))
% 3.46/3.59  [633]~E(x6331,x6332)+E(f144(x6333,x6334,x6331),f144(x6333,x6334,x6332))
% 3.46/3.59  [634]~E(x6341,x6342)+E(f183(x6341,x6343,x6344),f183(x6342,x6343,x6344))
% 3.46/3.59  [635]~E(x6351,x6352)+E(f183(x6353,x6351,x6354),f183(x6353,x6352,x6354))
% 3.46/3.59  [636]~E(x6361,x6362)+E(f183(x6363,x6364,x6361),f183(x6363,x6364,x6362))
% 3.46/3.59  [637]~E(x6371,x6372)+E(f222(x6371,x6373,x6374,x6375),f222(x6372,x6373,x6374,x6375))
% 3.46/3.59  [638]~E(x6381,x6382)+E(f222(x6383,x6381,x6384,x6385),f222(x6383,x6382,x6384,x6385))
% 3.46/3.59  [639]~E(x6391,x6392)+E(f222(x6393,x6394,x6391,x6395),f222(x6393,x6394,x6392,x6395))
% 3.46/3.59  [640]~E(x6401,x6402)+E(f222(x6403,x6404,x6405,x6401),f222(x6403,x6404,x6405,x6402))
% 3.46/3.59  [641]~E(x6411,x6412)+E(f218(x6411,x6413,x6414),f218(x6412,x6413,x6414))
% 3.46/3.59  [642]~E(x6421,x6422)+E(f218(x6423,x6421,x6424),f218(x6423,x6422,x6424))
% 3.46/3.59  [643]~E(x6431,x6432)+E(f218(x6433,x6434,x6431),f218(x6433,x6434,x6432))
% 3.46/3.59  [644]~E(x6441,x6442)+E(f231(x6441,x6443),f231(x6442,x6443))
% 3.46/3.59  [645]~E(x6451,x6452)+E(f231(x6453,x6451),f231(x6453,x6452))
% 3.46/3.59  [646]~E(x6461,x6462)+E(f285(x6461,x6463),f285(x6462,x6463))
% 3.46/3.59  [647]~E(x6471,x6472)+E(f285(x6473,x6471),f285(x6473,x6472))
% 3.46/3.59  [648]~E(x6481,x6482)+E(f339(x6481,x6483,x6484),f339(x6482,x6483,x6484))
% 3.46/3.59  [649]~E(x6491,x6492)+E(f339(x6493,x6491,x6494),f339(x6493,x6492,x6494))
% 3.46/3.59  [650]~E(x6501,x6502)+E(f339(x6503,x6504,x6501),f339(x6503,x6504,x6502))
% 3.46/3.59  [651]~E(x6511,x6512)+E(f281(x6511,x6513,x6514),f281(x6512,x6513,x6514))
% 3.46/3.59  [652]~E(x6521,x6522)+E(f281(x6523,x6521,x6524),f281(x6523,x6522,x6524))
% 3.46/3.59  [653]~E(x6531,x6532)+E(f281(x6533,x6534,x6531),f281(x6533,x6534,x6532))
% 3.46/3.59  [654]~E(x6541,x6542)+E(f296(x6541,x6543),f296(x6542,x6543))
% 3.46/3.59  [655]~E(x6551,x6552)+E(f296(x6553,x6551),f296(x6553,x6552))
% 3.46/3.59  [656]~E(x6561,x6562)+E(f166(x6561,x6563,x6564),f166(x6562,x6563,x6564))
% 3.46/3.59  [657]~E(x6571,x6572)+E(f166(x6573,x6571,x6574),f166(x6573,x6572,x6574))
% 3.46/3.59  [658]~E(x6581,x6582)+E(f166(x6583,x6584,x6581),f166(x6583,x6584,x6582))
% 3.46/3.59  [659]~E(x6591,x6592)+E(f182(x6591,x6593),f182(x6592,x6593))
% 3.46/3.59  [660]~E(x6601,x6602)+E(f182(x6603,x6601),f182(x6603,x6602))
% 3.46/3.59  [661]~E(x6611,x6612)+E(f209(x6611,x6613),f209(x6612,x6613))
% 3.46/3.59  [662]~E(x6621,x6622)+E(f209(x6623,x6621),f209(x6623,x6622))
% 3.46/3.59  [663]~E(x6631,x6632)+E(f290(x6631,x6633),f290(x6632,x6633))
% 3.46/3.59  [664]~E(x6641,x6642)+E(f290(x6643,x6641),f290(x6643,x6642))
% 3.46/3.59  [665]~E(x6651,x6652)+E(f294(x6651,x6653,x6654),f294(x6652,x6653,x6654))
% 3.46/3.59  [666]~E(x6661,x6662)+E(f294(x6663,x6661,x6664),f294(x6663,x6662,x6664))
% 3.46/3.59  [667]~E(x6671,x6672)+E(f294(x6673,x6674,x6671),f294(x6673,x6674,x6672))
% 3.46/3.59  [668]~E(x6681,x6682)+E(f239(x6681,x6683),f239(x6682,x6683))
% 3.46/3.59  [669]~E(x6691,x6692)+E(f239(x6693,x6691),f239(x6693,x6692))
% 3.46/3.59  [670]~E(x6701,x6702)+E(f317(x6701),f317(x6702))
% 3.46/3.59  [671]~E(x6711,x6712)+E(f334(x6711,x6713,x6714),f334(x6712,x6713,x6714))
% 3.46/3.59  [672]~E(x6721,x6722)+E(f334(x6723,x6721,x6724),f334(x6723,x6722,x6724))
% 3.46/3.59  [673]~E(x6731,x6732)+E(f334(x6733,x6734,x6731),f334(x6733,x6734,x6732))
% 3.46/3.59  [674]~E(x6741,x6742)+E(f217(x6741,x6743),f217(x6742,x6743))
% 3.46/3.59  [675]~E(x6751,x6752)+E(f217(x6753,x6751),f217(x6753,x6752))
% 3.46/3.59  [676]~E(x6761,x6762)+E(f362(x6761,x6763,x6764),f362(x6762,x6763,x6764))
% 3.46/3.59  [677]~E(x6771,x6772)+E(f362(x6773,x6771,x6774),f362(x6773,x6772,x6774))
% 3.46/3.59  [678]~E(x6781,x6782)+E(f362(x6783,x6784,x6781),f362(x6783,x6784,x6782))
% 3.46/3.59  [679]~E(x6791,x6792)+E(f261(x6791,x6793,x6794),f261(x6792,x6793,x6794))
% 3.46/3.59  [680]~E(x6801,x6802)+E(f261(x6803,x6801,x6804),f261(x6803,x6802,x6804))
% 3.46/3.59  [681]~E(x6811,x6812)+E(f261(x6813,x6814,x6811),f261(x6813,x6814,x6812))
% 3.46/3.59  [682]~E(x6821,x6822)+E(f21(x6821,x6823),f21(x6822,x6823))
% 3.46/3.59  [683]~E(x6831,x6832)+E(f21(x6833,x6831),f21(x6833,x6832))
% 3.46/3.59  [684]~E(x6841,x6842)+E(f269(x6841,x6843),f269(x6842,x6843))
% 3.46/3.59  [685]~E(x6851,x6852)+E(f269(x6853,x6851),f269(x6853,x6852))
% 3.46/3.59  [686]~E(x6861,x6862)+E(f15(x6861,x6863),f15(x6862,x6863))
% 3.46/3.59  [687]~E(x6871,x6872)+E(f15(x6873,x6871),f15(x6873,x6872))
% 3.46/3.59  [688]~E(x6881,x6882)+E(f277(x6881,x6883,x6884,x6885),f277(x6882,x6883,x6884,x6885))
% 3.46/3.59  [689]~E(x6891,x6892)+E(f277(x6893,x6891,x6894,x6895),f277(x6893,x6892,x6894,x6895))
% 3.46/3.59  [690]~E(x6901,x6902)+E(f277(x6903,x6904,x6901,x6905),f277(x6903,x6904,x6902,x6905))
% 3.46/3.59  [691]~E(x6911,x6912)+E(f277(x6913,x6914,x6915,x6911),f277(x6913,x6914,x6915,x6912))
% 3.46/3.59  [692]~E(x6921,x6922)+E(f300(x6921,x6923),f300(x6922,x6923))
% 3.46/3.59  [693]~E(x6931,x6932)+E(f300(x6933,x6931),f300(x6933,x6932))
% 3.46/3.59  [694]~E(x6941,x6942)+E(f232(x6941,x6943),f232(x6942,x6943))
% 3.46/3.59  [695]~E(x6951,x6952)+E(f232(x6953,x6951),f232(x6953,x6952))
% 3.46/3.59  [696]~E(x6961,x6962)+E(f264(x6961,x6963,x6964,x6965),f264(x6962,x6963,x6964,x6965))
% 3.46/3.59  [697]~E(x6971,x6972)+E(f264(x6973,x6971,x6974,x6975),f264(x6973,x6972,x6974,x6975))
% 3.46/3.59  [698]~E(x6981,x6982)+E(f264(x6983,x6984,x6981,x6985),f264(x6983,x6984,x6982,x6985))
% 3.46/3.59  [699]~E(x6991,x6992)+E(f264(x6993,x6994,x6995,x6991),f264(x6993,x6994,x6995,x6992))
% 3.46/3.59  [700]~E(x7001,x7002)+E(f221(x7001,x7003,x7004),f221(x7002,x7003,x7004))
% 3.46/3.59  [701]~E(x7011,x7012)+E(f221(x7013,x7011,x7014),f221(x7013,x7012,x7014))
% 3.46/3.59  [702]~E(x7021,x7022)+E(f221(x7023,x7024,x7021),f221(x7023,x7024,x7022))
% 3.46/3.59  [703]~E(x7031,x7032)+E(f311(x7031,x7033,x7034),f311(x7032,x7033,x7034))
% 3.46/3.59  [704]~E(x7041,x7042)+E(f311(x7043,x7041,x7044),f311(x7043,x7042,x7044))
% 3.46/3.59  [705]~E(x7051,x7052)+E(f311(x7053,x7054,x7051),f311(x7053,x7054,x7052))
% 3.46/3.59  [706]~E(x7061,x7062)+E(f234(x7061,x7063),f234(x7062,x7063))
% 3.46/3.59  [707]~E(x7071,x7072)+E(f234(x7073,x7071),f234(x7073,x7072))
% 3.46/3.59  [708]~E(x7081,x7082)+E(f284(x7081,x7083),f284(x7082,x7083))
% 3.46/3.59  [709]~E(x7091,x7092)+E(f284(x7093,x7091),f284(x7093,x7092))
% 3.46/3.59  [710]~E(x7101,x7102)+E(f233(x7101,x7103),f233(x7102,x7103))
% 3.46/3.59  [711]~E(x7111,x7112)+E(f233(x7113,x7111),f233(x7113,x7112))
% 3.46/3.59  [712]~E(x7121,x7122)+E(f289(x7121),f289(x7122))
% 3.46/3.59  [713]~E(x7131,x7132)+E(f185(x7131,x7133,x7134),f185(x7132,x7133,x7134))
% 3.46/3.59  [714]~E(x7141,x7142)+E(f185(x7143,x7141,x7144),f185(x7143,x7142,x7144))
% 3.46/3.59  [715]~E(x7151,x7152)+E(f185(x7153,x7154,x7151),f185(x7153,x7154,x7152))
% 3.46/3.59  [716]~E(x7161,x7162)+E(f259(x7161,x7163),f259(x7162,x7163))
% 3.46/3.59  [717]~E(x7171,x7172)+E(f259(x7173,x7171),f259(x7173,x7172))
% 3.46/3.59  [718]~E(x7181,x7182)+E(f223(x7181,x7183,x7184),f223(x7182,x7183,x7184))
% 3.46/3.59  [719]~E(x7191,x7192)+E(f223(x7193,x7191,x7194),f223(x7193,x7192,x7194))
% 3.46/3.59  [720]~E(x7201,x7202)+E(f223(x7203,x7204,x7201),f223(x7203,x7204,x7202))
% 3.46/3.59  [721]~E(x7211,x7212)+E(f325(x7211,x7213),f325(x7212,x7213))
% 3.46/3.59  [722]~E(x7221,x7222)+E(f325(x7223,x7221),f325(x7223,x7222))
% 3.46/3.59  [723]~E(x7231,x7232)+E(f248(x7231,x7233),f248(x7232,x7233))
% 3.46/3.59  [724]~E(x7241,x7242)+E(f248(x7243,x7241),f248(x7243,x7242))
% 3.46/3.59  [725]~E(x7251,x7252)+E(f6(x7251,x7253,x7254),f6(x7252,x7253,x7254))
% 3.46/3.59  [726]~E(x7261,x7262)+E(f6(x7263,x7261,x7264),f6(x7263,x7262,x7264))
% 3.46/3.59  [727]~E(x7271,x7272)+E(f6(x7273,x7274,x7271),f6(x7273,x7274,x7272))
% 3.46/3.59  [728]~E(x7281,x7282)+E(f195(x7281,x7283),f195(x7282,x7283))
% 3.46/3.59  [729]~E(x7291,x7292)+E(f195(x7293,x7291),f195(x7293,x7292))
% 3.46/3.59  [730]~E(x7301,x7302)+E(f288(x7301,x7303,x7304),f288(x7302,x7303,x7304))
% 3.46/3.59  [731]~E(x7311,x7312)+E(f288(x7313,x7311,x7314),f288(x7313,x7312,x7314))
% 3.46/3.59  [732]~E(x7321,x7322)+E(f288(x7323,x7324,x7321),f288(x7323,x7324,x7322))
% 3.46/3.59  [733]~E(x7331,x7332)+E(f90(x7331,x7333,x7334),f90(x7332,x7333,x7334))
% 3.46/3.59  [734]~E(x7341,x7342)+E(f90(x7343,x7341,x7344),f90(x7343,x7342,x7344))
% 3.46/3.59  [735]~E(x7351,x7352)+E(f90(x7353,x7354,x7351),f90(x7353,x7354,x7352))
% 3.46/3.59  [736]~P1(x7361)+P1(x7362)+~E(x7361,x7362)
% 3.46/3.59  [737]P23(x7372,x7373)+~E(x7371,x7372)+~P23(x7371,x7373)
% 3.46/3.59  [738]P23(x7383,x7382)+~E(x7381,x7382)+~P23(x7383,x7381)
% 3.46/3.59  [739]~P50(x7391)+P50(x7392)+~E(x7391,x7392)
% 3.46/3.59  [740]P45(x7402,x7403)+~E(x7401,x7402)+~P45(x7401,x7403)
% 3.46/3.59  [741]P45(x7413,x7412)+~E(x7411,x7412)+~P45(x7413,x7411)
% 3.46/3.59  [742]~P54(x7421)+P54(x7422)+~E(x7421,x7422)
% 3.46/3.59  [743]~P16(x7431)+P16(x7432)+~E(x7431,x7432)
% 3.46/3.59  [744]~P55(x7441)+P55(x7442)+~E(x7441,x7442)
% 3.46/3.59  [745]P26(x7452,x7453)+~E(x7451,x7452)+~P26(x7451,x7453)
% 3.46/3.59  [746]P26(x7463,x7462)+~E(x7461,x7462)+~P26(x7463,x7461)
% 3.46/3.59  [747]~P56(x7471)+P56(x7472)+~E(x7471,x7472)
% 3.46/3.59  [748]~P21(x7481)+P21(x7482)+~E(x7481,x7482)
% 3.46/3.59  [749]~P2(x7491)+P2(x7492)+~E(x7491,x7492)
% 3.46/3.59  [750]~P3(x7501)+P3(x7502)+~E(x7501,x7502)
% 3.46/3.59  [751]~P37(x7511)+P37(x7512)+~E(x7511,x7512)
% 3.46/3.59  [752]P11(x7522,x7523)+~E(x7521,x7522)+~P11(x7521,x7523)
% 3.46/3.59  [753]P11(x7533,x7532)+~E(x7531,x7532)+~P11(x7533,x7531)
% 3.46/3.59  [754]~P34(x7541)+P34(x7542)+~E(x7541,x7542)
% 3.46/3.59  [755]~P35(x7551)+P35(x7552)+~E(x7551,x7552)
% 3.46/3.59  [756]P20(x7562,x7563)+~E(x7561,x7562)+~P20(x7561,x7563)
% 3.46/3.59  [757]P20(x7573,x7572)+~E(x7571,x7572)+~P20(x7573,x7571)
% 3.46/3.59  [758]~P44(x7581)+P44(x7582)+~E(x7581,x7582)
% 3.46/3.59  [759]P18(x7592,x7593,x7594)+~E(x7591,x7592)+~P18(x7591,x7593,x7594)
% 3.46/3.59  [760]P18(x7603,x7602,x7604)+~E(x7601,x7602)+~P18(x7603,x7601,x7604)
% 3.46/3.59  [761]P18(x7613,x7614,x7612)+~E(x7611,x7612)+~P18(x7613,x7614,x7611)
% 3.46/3.59  [762]P46(x7622,x7623,x7624)+~E(x7621,x7622)+~P46(x7621,x7623,x7624)
% 3.46/3.59  [763]P46(x7633,x7632,x7634)+~E(x7631,x7632)+~P46(x7633,x7631,x7634)
% 3.46/3.59  [764]P46(x7643,x7644,x7642)+~E(x7641,x7642)+~P46(x7643,x7644,x7641)
% 3.46/3.59  [765]~P58(x7651)+P58(x7652)+~E(x7651,x7652)
% 3.46/3.59  [766]~P13(x7661)+P13(x7662)+~E(x7661,x7662)
% 3.46/3.59  [767]~P19(x7671)+P19(x7672)+~E(x7671,x7672)
% 3.46/3.59  [768]P27(x7682,x7683)+~E(x7681,x7682)+~P27(x7681,x7683)
% 3.46/3.59  [769]P27(x7693,x7692)+~E(x7691,x7692)+~P27(x7693,x7691)
% 3.46/3.59  [770]~P51(x7701)+P51(x7702)+~E(x7701,x7702)
% 3.46/3.59  [771]P12(x7712,x7713)+~E(x7711,x7712)+~P12(x7711,x7713)
% 3.46/3.59  [772]P12(x7723,x7722)+~E(x7721,x7722)+~P12(x7723,x7721)
% 3.46/3.59  [773]P25(x7732,x7733)+~E(x7731,x7732)+~P25(x7731,x7733)
% 3.46/3.59  [774]P25(x7743,x7742)+~E(x7741,x7742)+~P25(x7743,x7741)
% 3.46/3.59  [775]P17(x7752,x7753)+~E(x7751,x7752)+~P17(x7751,x7753)
% 3.46/3.59  [776]P17(x7763,x7762)+~E(x7761,x7762)+~P17(x7763,x7761)
% 3.46/3.59  [777]~P29(x7771)+P29(x7772)+~E(x7771,x7772)
% 3.46/3.59  [778]~P53(x7781)+P53(x7782)+~E(x7781,x7782)
% 3.46/3.59  [779]~P33(x7791)+P33(x7792)+~E(x7791,x7792)
% 3.46/3.59  [780]P39(x7802,x7803)+~E(x7801,x7802)+~P39(x7801,x7803)
% 3.46/3.59  [781]P39(x7813,x7812)+~E(x7811,x7812)+~P39(x7813,x7811)
% 3.46/3.59  [782]~P31(x7821)+P31(x7822)+~E(x7821,x7822)
% 3.46/3.59  [783]~P14(x7831)+P14(x7832)+~E(x7831,x7832)
% 3.46/3.59  [784]P48(x7842,x7843,x7844)+~E(x7841,x7842)+~P48(x7841,x7843,x7844)
% 3.46/3.59  [785]P48(x7853,x7852,x7854)+~E(x7851,x7852)+~P48(x7853,x7851,x7854)
% 3.46/3.59  [786]P48(x7863,x7864,x7862)+~E(x7861,x7862)+~P48(x7863,x7864,x7861)
% 3.46/3.59  [787]~P15(x7871)+P15(x7872)+~E(x7871,x7872)
% 3.46/3.59  [788]P28(x7882,x7883)+~E(x7881,x7882)+~P28(x7881,x7883)
% 3.46/3.59  [789]P28(x7893,x7892)+~E(x7891,x7892)+~P28(x7893,x7891)
% 3.46/3.59  [790]P41(x7902,x7903,x7904)+~E(x7901,x7902)+~P41(x7901,x7903,x7904)
% 3.46/3.59  [791]P41(x7913,x7912,x7914)+~E(x7911,x7912)+~P41(x7913,x7911,x7914)
% 3.46/3.59  [792]P41(x7923,x7924,x7922)+~E(x7921,x7922)+~P41(x7923,x7924,x7921)
% 3.46/3.59  [793]P57(x7932,x7933)+~E(x7931,x7932)+~P57(x7931,x7933)
% 3.46/3.59  [794]P57(x7943,x7942)+~E(x7941,x7942)+~P57(x7943,x7941)
% 3.46/3.59  [795]~P40(x7951)+P40(x7952)+~E(x7951,x7952)
% 3.46/3.59  [796]~P32(x7961)+P32(x7962)+~E(x7961,x7962)
% 3.46/3.59  [797]~P22(x7971)+P22(x7972)+~E(x7971,x7972)
% 3.46/3.59  [798]~P5(x7981)+P5(x7982)+~E(x7981,x7982)
% 3.46/3.59  [799]P47(x7992,x7993,x7994)+~E(x7991,x7992)+~P47(x7991,x7993,x7994)
% 3.46/3.59  [800]P47(x8003,x8002,x8004)+~E(x8001,x8002)+~P47(x8003,x8001,x8004)
% 3.46/3.59  [801]P47(x8013,x8014,x8012)+~E(x8011,x8012)+~P47(x8013,x8014,x8011)
% 3.46/3.59  [802]~P8(x8021)+P8(x8022)+~E(x8021,x8022)
% 3.46/3.59  [803]~P49(x8031)+P49(x8032)+~E(x8031,x8032)
% 3.46/3.59  [804]~P52(x8041)+P52(x8042)+~E(x8041,x8042)
% 3.46/3.59  [805]~P59(x8051)+P59(x8052)+~E(x8051,x8052)
% 3.46/3.59  [806]P6(x8062,x8063)+~E(x8061,x8062)+~P6(x8061,x8063)
% 3.46/3.59  [807]P6(x8073,x8072)+~E(x8071,x8072)+~P6(x8073,x8071)
% 3.46/3.59  [808]~P4(x8081)+P4(x8082)+~E(x8081,x8082)
% 3.46/3.59  [809]~P38(x8091)+P38(x8092)+~E(x8091,x8092)
% 3.46/3.59  [810]P42(x8102,x8103)+~E(x8101,x8102)+~P42(x8101,x8103)
% 3.46/3.59  [811]P42(x8113,x8112)+~E(x8111,x8112)+~P42(x8113,x8111)
% 3.46/3.59  [812]~P43(x8121)+P43(x8122)+~E(x8121,x8122)
% 3.46/3.59  [813]P9(x8132,x8133,x8134)+~E(x8131,x8132)+~P9(x8131,x8133,x8134)
% 3.46/3.59  [814]P9(x8143,x8142,x8144)+~E(x8141,x8142)+~P9(x8143,x8141,x8144)
% 3.46/3.59  [815]P9(x8153,x8154,x8152)+~E(x8151,x8152)+~P9(x8153,x8154,x8151)
% 3.46/3.59  [816]P24(x8162,x8163)+~E(x8161,x8162)+~P24(x8161,x8163)
% 3.46/3.59  [817]P24(x8173,x8172)+~E(x8171,x8172)+~P24(x8173,x8171)
% 3.46/3.59  [818]~P36(x8181)+P36(x8182)+~E(x8181,x8182)
% 3.46/3.59  [819]~P30(x8191)+P30(x8192)+~E(x8191,x8192)
% 3.46/3.59  [820]~P7(x8201)+P7(x8202)+~E(x8201,x8202)
% 3.46/3.59  [821]~P10(x8211)+P10(x8212)+~E(x8211,x8212)
% 3.46/3.59  
% 3.46/3.59  %-------------------------------------------
% 3.46/3.59  cnf(2853,plain,
% 3.46/3.59     ($false),
% 3.46/3.59     inference(scs_inference,[],[894,974,1022]),
% 3.46/3.59     ['proof']).
% 3.46/3.59  % SZS output end Proof
% 3.46/3.59  % Total time :1.250000s
%------------------------------------------------------------------------------