TSTP Solution File: NLP258+1 by CSE---1.6
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : NLP258+1 : TPTP v8.1.2. Released v2.4.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% Computer : n005.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 300s
% DateTime : Thu Aug 31 09:33:56 EDT 2023
% Result : Theorem 1.72s 1.87s
% Output : CNFRefutation 1.72s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.11/0.12 % Problem : NLP258+1 : TPTP v8.1.2. Released v2.4.0.
% 0.11/0.12 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% 0.12/0.33 % Computer : n005.cluster.edu
% 0.12/0.33 % Model : x86_64 x86_64
% 0.12/0.33 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.33 % Memory : 8042.1875MB
% 0.12/0.33 % 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 : Thu Aug 24 11:12:38 EDT 2023
% 0.12/0.34 % CPUTime :
% 0.18/0.55 start to proof:theBenchmark
% 1.72/1.85 %-------------------------------------------
% 1.72/1.85 % File :CSE---1.6
% 1.72/1.85 % Problem :theBenchmark
% 1.72/1.85 % Transform :cnf
% 1.72/1.85 % Format :tptp:raw
% 1.72/1.85 % Command :java -jar mcs_scs.jar %d %s
% 1.72/1.85
% 1.72/1.85 % Result :Theorem 1.220000s
% 1.72/1.85 % Output :CNFRefutation 1.220000s
% 1.72/1.85 %-------------------------------------------
% 1.72/1.85 %--------------------------------------------------------------------------
% 1.72/1.85 % File : NLP258+1 : TPTP v8.1.2. Released v2.4.0.
% 1.72/1.85 % Domain : Natural Language Processing
% 1.72/1.85 % Problem : Vincent believes that every man smokes, problem 39
% 1.72/1.85 % Version : [Bos00b] axioms.
% 1.72/1.85 % English : Eliminating non-informative interpretations in the statement
% 1.72/1.85 % "Vincent believes that every man smokes. Jules is a man.
% 1.72/1.85 % Vincent believes that jules smokes."
% 1.72/1.85
% 1.72/1.85 % Refs : [Bos00a] Bos (2000), DORIS: Discourse Oriented Representation a
% 1.72/1.85 % [Bos00b] Bos (2000), Applied Theorem Proving - Natural Language
% 1.72/1.85 % Source : [Bos00b]
% 1.72/1.85 % Names : doris235 [Bos00b]
% 1.72/1.85
% 1.72/1.85 % Status : Theorem
% 1.72/1.85 % Rating : 0.11 v7.5.0, 0.16 v7.4.0, 0.07 v7.2.0, 0.03 v7.1.0, 0.04 v7.0.0, 0.03 v6.4.0, 0.08 v6.2.0, 0.16 v6.1.0, 0.30 v5.5.0, 0.37 v5.4.0, 0.39 v5.3.0, 0.44 v5.2.0, 0.20 v5.1.0, 0.24 v5.0.0, 0.25 v4.1.0, 0.30 v4.0.1, 0.26 v4.0.0, 0.29 v3.7.0, 0.14 v3.5.0, 0.00 v3.4.0, 0.17 v3.3.0, 0.11 v3.2.0, 0.33 v2.7.0, 0.00 v2.4.0
% 1.72/1.85 % Syntax : Number of formulae : 72 ( 0 unt; 0 def)
% 1.72/1.85 % Number of atoms : 252 ( 3 equ)
% 1.72/1.85 % Maximal formula atoms : 65 ( 3 avg)
% 1.72/1.85 % Number of connectives : 188 ( 8 ~; 0 |; 107 &)
% 1.72/1.85 % ( 0 <=>; 73 =>; 0 <=; 0 <~>)
% 1.72/1.85 % Maximal formula depth : 53 ( 6 avg)
% 1.72/1.85 % Maximal term depth : 1 ( 1 avg)
% 1.72/1.85 % Number of predicates : 37 ( 36 usr; 0 prp; 1-4 aty)
% 1.72/1.85 % Number of functors : 0 ( 0 usr; 0 con; --- aty)
% 1.72/1.85 % Number of variables : 214 ( 190 !; 24 ?)
% 1.72/1.85 % SPC : FOF_THM_RFO_SEQ
% 1.72/1.85
% 1.72/1.85 % Comments :
% 1.72/1.85 %--------------------------------------------------------------------------
% 1.72/1.85 fof(ax1,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( jules_forename(U,V)
% 1.72/1.85 => forename(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax2,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( vincent_forename(U,V)
% 1.72/1.85 => forename(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax3,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( relname(U,V)
% 1.72/1.85 => relation(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax4,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( forename(U,V)
% 1.72/1.85 => relname(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax5,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( man(U,V)
% 1.72/1.85 => male(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax6,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( human_person(U,V)
% 1.72/1.85 => animate(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax7,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( human_person(U,V)
% 1.72/1.85 => human(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax8,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( organism(U,V)
% 1.72/1.85 => living(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax9,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( organism(U,V)
% 1.72/1.85 => impartial(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax10,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( entity(U,V)
% 1.72/1.85 => existent(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax11,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( entity(U,V)
% 1.72/1.85 => specific(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax12,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( entity(U,V)
% 1.72/1.85 => thing(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax13,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( organism(U,V)
% 1.72/1.85 => entity(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax14,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( human_person(U,V)
% 1.72/1.85 => organism(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax15,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( man(U,V)
% 1.72/1.85 => human_person(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax16,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( state(U,V)
% 1.72/1.85 => event(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax17,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( state(U,V)
% 1.72/1.85 => eventuality(U,V) ) ).
% 1.72/1.85
% 1.72/1.85 fof(ax18,axiom,
% 1.72/1.85 ! [U,V] :
% 1.72/1.85 ( abstraction(U,V)
% 1.72/1.86 => unisex(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax19,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( abstraction(U,V)
% 1.72/1.86 => general(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax20,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( abstraction(U,V)
% 1.72/1.86 => nonhuman(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax21,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( abstraction(U,V)
% 1.72/1.86 => thing(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax22,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( relation(U,V)
% 1.72/1.86 => abstraction(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax23,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( proposition(U,V)
% 1.72/1.86 => relation(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax24,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( eventuality(U,V)
% 1.72/1.86 => unisex(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax25,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( eventuality(U,V)
% 1.72/1.86 => nonexistent(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax26,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( eventuality(U,V)
% 1.72/1.86 => specific(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax27,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( thing(U,V)
% 1.72/1.86 => singleton(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax28,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( eventuality(U,V)
% 1.72/1.86 => thing(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax29,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( event(U,V)
% 1.72/1.86 => eventuality(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax30,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( smoke(U,V)
% 1.72/1.86 => event(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax31,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( existent(U,V)
% 1.72/1.86 => ~ nonexistent(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax32,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( nonhuman(U,V)
% 1.72/1.86 => ~ human(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax33,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( specific(U,V)
% 1.72/1.86 => ~ general(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax34,axiom,
% 1.72/1.86 ! [U,V] :
% 1.72/1.86 ( unisex(U,V)
% 1.72/1.86 => ~ male(U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax35,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & jules_forename(V,U) )
% 1.72/1.86 => jules_forename(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax36,axiom,
% 1.72/1.86 ! [U,V,W,X] :
% 1.72/1.86 ( ( accessible_world(W,X)
% 1.72/1.86 & of(W,U,V) )
% 1.72/1.86 => of(X,U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax37,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & vincent_forename(V,U) )
% 1.72/1.86 => vincent_forename(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax38,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & relname(V,U) )
% 1.72/1.86 => relname(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax39,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & forename(V,U) )
% 1.72/1.86 => forename(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax40,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & male(V,U) )
% 1.72/1.86 => male(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax41,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & animate(V,U) )
% 1.72/1.86 => animate(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax42,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & human(V,U) )
% 1.72/1.86 => human(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax43,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & living(V,U) )
% 1.72/1.86 => living(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax44,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & impartial(V,U) )
% 1.72/1.86 => impartial(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax45,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & existent(V,U) )
% 1.72/1.86 => existent(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax46,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & entity(V,U) )
% 1.72/1.86 => entity(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax47,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & organism(V,U) )
% 1.72/1.86 => organism(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax48,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & human_person(V,U) )
% 1.72/1.86 => human_person(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax49,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & man(V,U) )
% 1.72/1.86 => man(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax50,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & state(V,U) )
% 1.72/1.86 => state(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax51,axiom,
% 1.72/1.86 ! [U,V,W,X,Y] :
% 1.72/1.86 ( ( accessible_world(X,Y)
% 1.72/1.86 & be(X,U,V,W) )
% 1.72/1.86 => be(Y,U,V,W) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax52,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & general(V,U) )
% 1.72/1.86 => general(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax53,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & nonhuman(V,U) )
% 1.72/1.86 => nonhuman(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax54,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & abstraction(V,U) )
% 1.72/1.86 => abstraction(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax55,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & relation(V,U) )
% 1.72/1.86 => relation(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax56,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & proposition(V,U) )
% 1.72/1.86 => proposition(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax57,axiom,
% 1.72/1.86 ! [U,V,W,X] :
% 1.72/1.86 ( ( accessible_world(W,X)
% 1.72/1.86 & theme(W,U,V) )
% 1.72/1.86 => theme(X,U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax58,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & think_believe_consider(V,U) )
% 1.72/1.86 => think_believe_consider(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax59,axiom,
% 1.72/1.86 ! [U,V,W,X] :
% 1.72/1.86 ( ( accessible_world(W,X)
% 1.72/1.86 & agent(W,U,V) )
% 1.72/1.86 => agent(X,U,V) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax60,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & present(V,U) )
% 1.72/1.86 => present(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax61,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & unisex(V,U) )
% 1.72/1.86 => unisex(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax62,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & nonexistent(V,U) )
% 1.72/1.86 => nonexistent(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax63,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & specific(V,U) )
% 1.72/1.86 => specific(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax64,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & singleton(V,U) )
% 1.72/1.86 => singleton(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax65,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & thing(V,U) )
% 1.72/1.86 => thing(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax66,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & eventuality(V,U) )
% 1.72/1.86 => eventuality(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax67,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & event(V,U) )
% 1.72/1.86 => event(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax68,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( accessible_world(V,W)
% 1.72/1.86 & smoke(V,U) )
% 1.72/1.86 => smoke(W,U) ) ).
% 1.72/1.86
% 1.72/1.86 fof(ax69,axiom,
% 1.72/1.86 ! [U,V,W] :
% 1.72/1.86 ( ( entity(U,V)
% 1.72/1.86 & forename(U,W)
% 1.72/1.86 & of(U,W,V) )
% 1.72/1.87 => ~ ? [X] :
% 1.72/1.87 ( forename(U,X)
% 1.72/1.87 & X != W
% 1.72/1.87 & of(U,X,V) ) ) ).
% 1.72/1.87
% 1.72/1.87 fof(ax70,axiom,
% 1.72/1.87 ! [U,V,W,X] :
% 1.72/1.87 ( be(U,V,W,X)
% 1.72/1.87 => W = X ) ).
% 1.72/1.87
% 1.72/1.87 fof(ax71,axiom,
% 1.72/1.87 ! [U,V,W,X,Y,Z] :
% 1.72/1.87 ( ( think_believe_consider(U,V)
% 1.72/1.87 & proposition(U,Y)
% 1.72/1.87 & theme(U,V,Y)
% 1.72/1.87 & agent(U,V,X)
% 1.72/1.87 & think_believe_consider(U,W)
% 1.72/1.87 & proposition(U,Z)
% 1.72/1.87 & theme(U,W,Z)
% 1.72/1.87 & agent(U,W,X) )
% 1.72/1.87 => Y = Z ) ).
% 1.72/1.87
% 1.72/1.87 fof(co1,conjecture,
% 1.72/1.87 ~ ( ? [U] :
% 1.72/1.87 ( actual_world(U)
% 1.72/1.87 & ? [V,W,X,Y,Z,X1,X2] :
% 1.72/1.87 ( of(U,W,V)
% 1.72/1.87 & man(U,V)
% 1.72/1.87 & vincent_forename(U,W)
% 1.72/1.87 & forename(U,W)
% 1.72/1.87 & proposition(U,Y)
% 1.72/1.87 & agent(U,X,V)
% 1.72/1.87 & theme(U,X,Y)
% 1.72/1.87 & event(U,X)
% 1.72/1.87 & present(U,X)
% 1.72/1.87 & think_believe_consider(U,X)
% 1.72/1.87 & accessible_world(U,Y)
% 1.72/1.87 & ! [X3] :
% 1.72/1.87 ( man(Y,X3)
% 1.72/1.87 => ? [X4] :
% 1.72/1.87 ( event(Y,X4)
% 1.72/1.87 & agent(Y,X4,X3)
% 1.72/1.87 & present(Y,X4)
% 1.72/1.87 & smoke(Y,X4) ) )
% 1.72/1.87 & of(U,Z,X1)
% 1.72/1.87 & man(U,X1)
% 1.72/1.87 & jules_forename(U,Z)
% 1.72/1.87 & forename(U,Z)
% 1.72/1.87 & man(U,X1)
% 1.72/1.87 & state(U,X2)
% 1.72/1.87 & be(U,X2,X1,X1) ) )
% 1.72/1.87 & ~ ? [X5] :
% 1.72/1.87 ( actual_world(X5)
% 1.72/1.87 & ? [X6,X7,V,W,X,Y,Z,X1,X2,X8,X9] :
% 1.72/1.87 ( of(X5,X6,X1)
% 1.72/1.87 & jules_forename(X5,X6)
% 1.72/1.87 & forename(X5,X6)
% 1.72/1.87 & of(X5,X7,V)
% 1.72/1.87 & vincent_forename(X5,X7)
% 1.72/1.87 & forename(X5,X7)
% 1.72/1.87 & of(X5,W,V)
% 1.72/1.87 & man(X5,V)
% 1.72/1.87 & vincent_forename(X5,W)
% 1.72/1.87 & forename(X5,W)
% 1.72/1.87 & proposition(X5,Y)
% 1.72/1.87 & agent(X5,X,V)
% 1.72/1.87 & theme(X5,X,Y)
% 1.72/1.87 & event(X5,X)
% 1.72/1.87 & present(X5,X)
% 1.72/1.87 & think_believe_consider(X5,X)
% 1.72/1.87 & accessible_world(X5,Y)
% 1.72/1.87 & ! [X3] :
% 1.72/1.87 ( man(Y,X3)
% 1.72/1.87 => ? [X4] :
% 1.72/1.87 ( event(Y,X4)
% 1.72/1.87 & agent(Y,X4,X3)
% 1.72/1.87 & present(Y,X4)
% 1.72/1.87 & smoke(Y,X4) ) )
% 1.72/1.87 & of(X5,Z,X1)
% 1.72/1.87 & man(X5,X1)
% 1.72/1.87 & jules_forename(X5,Z)
% 1.72/1.87 & forename(X5,Z)
% 1.72/1.87 & man(X5,X1)
% 1.72/1.87 & state(X5,X2)
% 1.72/1.87 & be(X5,X2,X1,X1)
% 1.72/1.87 & proposition(X5,X9)
% 1.72/1.87 & agent(X5,X8,V)
% 1.72/1.87 & theme(X5,X8,X9)
% 1.72/1.87 & event(X5,X8)
% 1.72/1.87 & present(X5,X8)
% 1.72/1.87 & think_believe_consider(X5,X8)
% 1.72/1.87 & accessible_world(X5,X9)
% 1.72/1.87 & ? [X10] :
% 1.72/1.87 ( event(X9,X10)
% 1.72/1.87 & agent(X9,X10,X1)
% 1.72/1.87 & present(X9,X10)
% 1.72/1.87 & smoke(X9,X10) ) ) ) ) ).
% 1.72/1.87
% 1.72/1.87 %--------------------------------------------------------------------------
% 1.72/1.87 %-------------------------------------------
% 1.72/1.87 % Proof found
% 1.72/1.87 % SZS status Theorem for theBenchmark
% 1.72/1.87 % SZS output start Proof
% 1.72/1.87 %ClaNum:188(EqnAxiom:92)
% 1.72/1.87 %VarNum:594(SingletonVarNum:220)
% 1.72/1.87 %MaxLitNum:39
% 1.72/1.87 %MaxfuncDepth:1
% 1.72/1.87 %SharedTerms:26
% 1.72/1.87 %goalClause: 93 94 95 96 97 98 100 101 102 103 104 105 106 107 108 109 110 111 142 143 144 179 187 188
% 1.72/1.87 %singleGoalClaCount:18
% 1.72/1.87 [93]P1(a1)
% 1.72/1.87 [94]P4(a1,a3)
% 1.72/1.87 [95]P5(a1,a4)
% 1.72/1.87 [96]P5(a1,a3)
% 1.72/1.87 [97]P17(a1,a4)
% 1.72/1.87 [98]P18(a1,a5)
% 1.72/1.87 [100]P18(a1,a8)
% 1.72/1.87 [101]P21(a1,a9)
% 1.72/1.87 [102]P6(a1,a6)
% 1.72/1.87 [103]P22(a1,a7)
% 1.72/1.87 [104]P2(a1,a7)
% 1.72/1.87 [105]P33(a1,a6)
% 1.72/1.87 [106]P23(a1,a6)
% 1.72/1.87 [107]P24(a1,a4,a5)
% 1.72/1.87 [108]P24(a1,a3,a8)
% 1.72/1.87 [109]P34(a1,a6,a7)
% 1.72/1.87 [110]P7(a1,a6,a5)
% 1.72/1.87 [111]P8(a1,a9,a8,a8)
% 1.72/1.87 [142]~P18(a7,x1421)+P6(a7,f10(x1421))
% 1.72/1.87 [143]~P18(a7,x1431)+P31(a7,f10(x1431))
% 1.72/1.87 [144]~P18(a7,x1441)+P23(a7,f10(x1441))
% 1.72/1.87 [179]~P18(a7,x1791)+P7(a7,f10(x1791),x1791)
% 1.72/1.87 [112]~P4(x1121,x1122)+P5(x1121,x1122)
% 1.72/1.87 [113]~P17(x1131,x1132)+P5(x1131,x1132)
% 1.72/1.87 [114]~P5(x1141,x1142)+P28(x1141,x1142)
% 1.72/1.87 [115]~P28(x1151,x1152)+P29(x1151,x1152)
% 1.72/1.87 [116]~P22(x1161,x1162)+P29(x1161,x1162)
% 1.72/1.87 [117]~P18(x1171,x1172)+P19(x1171,x1172)
% 1.72/1.87 [118]~P18(x1181,x1182)+P13(x1181,x1182)
% 1.72/1.87 [119]~P13(x1191,x1192)+P9(x1191,x1192)
% 1.72/1.87 [120]~P13(x1201,x1202)+P14(x1201,x1202)
% 1.72/1.87 [121]~P13(x1211,x1212)+P27(x1211,x1212)
% 1.72/1.87 [122]~P27(x1221,x1222)+P20(x1221,x1222)
% 1.72/1.87 [123]~P27(x1231,x1232)+P16(x1231,x1232)
% 1.72/1.87 [124]~P27(x1241,x1242)+P10(x1241,x1242)
% 1.72/1.87 [125]~P10(x1251,x1252)+P11(x1251,x1252)
% 1.72/1.87 [126]~P10(x1261,x1262)+P30(x1261,x1262)
% 1.72/1.87 [127]~P12(x1271,x1272)+P30(x1271,x1272)
% 1.72/1.87 [128]~P10(x1281,x1282)+P35(x1281,x1282)
% 1.72/1.87 [129]~P12(x1291,x1292)+P35(x1291,x1292)
% 1.72/1.87 [130]~P3(x1301,x1302)+P35(x1301,x1302)
% 1.72/1.87 [131]~P21(x1311,x1312)+P6(x1311,x1312)
% 1.72/1.87 [132]~P31(x1321,x1322)+P6(x1321,x1322)
% 1.72/1.87 [133]~P21(x1331,x1332)+P12(x1331,x1332)
% 1.72/1.87 [134]~P6(x1341,x1342)+P12(x1341,x1342)
% 1.72/1.87 [135]~P29(x1351,x1352)+P3(x1351,x1352)
% 1.72/1.87 [136]~P12(x1361,x1362)+P36(x1361,x1362)
% 1.72/1.87 [137]~P3(x1371,x1372)+P36(x1371,x1372)
% 1.72/1.87 [138]~P3(x1381,x1382)+P15(x1381,x1382)
% 1.72/1.87 [139]~P3(x1391,x1392)+P25(x1391,x1392)
% 1.72/1.87 [140]~P12(x1401,x1402)+P26(x1401,x1402)
% 1.72/1.87 [141]~P35(x1411,x1412)+P32(x1411,x1412)
% 1.72/1.87 [145]~P36(x1451,x1452)+~P19(x1451,x1452)
% 1.72/1.87 [146]~P25(x1461,x1462)+~P14(x1461,x1462)
% 1.72/1.87 [147]~P26(x1471,x1472)+~P11(x1471,x1472)
% 1.72/1.87 [148]~P15(x1481,x1482)+~P30(x1481,x1482)
% 1.72/1.87 [184]E(x1841,x1842)+~P8(x1843,x1844,x1841,x1842)
% 1.72/1.87 [149]~P2(x1493,x1491)+P4(x1491,x1492)+~P4(x1493,x1492)
% 1.72/1.87 [150]~P2(x1503,x1501)+P5(x1501,x1502)+~P5(x1503,x1502)
% 1.72/1.87 [151]~P2(x1513,x1511)+P17(x1511,x1512)+~P17(x1513,x1512)
% 1.72/1.87 [152]~P2(x1523,x1521)+P28(x1521,x1522)+~P28(x1523,x1522)
% 1.72/1.87 [153]~P2(x1533,x1531)+P29(x1531,x1532)+~P29(x1533,x1532)
% 1.72/1.87 [154]~P2(x1543,x1541)+P18(x1541,x1542)+~P18(x1543,x1542)
% 1.72/1.87 [155]~P2(x1553,x1551)+P19(x1551,x1552)+~P19(x1553,x1552)
% 1.72/1.87 [156]~P2(x1563,x1561)+P13(x1561,x1562)+~P13(x1563,x1562)
% 1.72/1.87 [157]~P2(x1573,x1571)+P9(x1571,x1572)+~P9(x1573,x1572)
% 1.72/1.87 [158]~P2(x1583,x1581)+P14(x1581,x1582)+~P14(x1583,x1582)
% 1.72/1.87 [159]~P2(x1593,x1591)+P27(x1591,x1592)+~P27(x1593,x1592)
% 1.72/1.87 [160]~P2(x1603,x1601)+P20(x1601,x1602)+~P20(x1603,x1602)
% 1.72/1.87 [161]~P2(x1613,x1611)+P16(x1611,x1612)+~P16(x1613,x1612)
% 1.72/1.87 [162]~P2(x1623,x1621)+P10(x1621,x1622)+~P10(x1623,x1622)
% 1.72/1.87 [163]~P2(x1633,x1631)+P11(x1631,x1632)+~P11(x1633,x1632)
% 1.72/1.87 [164]~P2(x1643,x1641)+P30(x1641,x1642)+~P30(x1643,x1642)
% 1.72/1.87 [165]~P2(x1653,x1651)+P35(x1651,x1652)+~P35(x1653,x1652)
% 1.72/1.87 [166]~P2(x1663,x1661)+P21(x1661,x1662)+~P21(x1663,x1662)
% 1.72/1.87 [167]~P2(x1673,x1671)+P6(x1671,x1672)+~P6(x1673,x1672)
% 1.72/1.87 [168]~P2(x1683,x1681)+P12(x1681,x1682)+~P12(x1683,x1682)
% 1.72/1.87 [169]~P2(x1693,x1691)+P3(x1691,x1692)+~P3(x1693,x1692)
% 1.72/1.87 [170]~P2(x1703,x1701)+P36(x1701,x1702)+~P36(x1703,x1702)
% 1.72/1.87 [171]~P2(x1713,x1711)+P15(x1711,x1712)+~P15(x1713,x1712)
% 1.72/1.87 [172]~P2(x1723,x1721)+P25(x1721,x1722)+~P25(x1723,x1722)
% 1.72/1.87 [173]~P2(x1733,x1731)+P22(x1731,x1732)+~P22(x1733,x1732)
% 1.72/1.87 [174]~P2(x1743,x1741)+P26(x1741,x1742)+~P26(x1743,x1742)
% 1.72/1.87 [175]~P2(x1753,x1751)+P32(x1751,x1752)+~P32(x1753,x1752)
% 1.72/1.87 [176]~P2(x1763,x1761)+P31(x1761,x1762)+~P31(x1763,x1762)
% 1.72/1.87 [177]~P33(x1773,x1772)+P33(x1771,x1772)+~P2(x1773,x1771)
% 1.72/1.87 [178]~P23(x1783,x1782)+P23(x1781,x1782)+~P2(x1783,x1781)
% 1.72/1.87 [180]~P24(x1804,x1802,x1803)+P24(x1801,x1802,x1803)+~P2(x1804,x1801)
% 1.72/1.87 [181]~P34(x1814,x1812,x1813)+P34(x1811,x1812,x1813)+~P2(x1814,x1811)
% 1.72/1.87 [182]~P7(x1824,x1822,x1823)+P7(x1821,x1822,x1823)+~P2(x1824,x1821)
% 1.72/1.87 [186]~P8(x1865,x1862,x1863,x1864)+P8(x1861,x1862,x1863,x1864)+~P2(x1865,x1861)
% 1.72/1.87 [183]~P5(x1833,x1831)+~P24(x1833,x1832,x1834)+~P24(x1833,x1831,x1834)+E(x1831,x1832)+~P5(x1833,x1832)+~P10(x1833,x1834)
% 1.72/1.87 [185]~P22(x1853,x1851)+~P34(x1853,x1854,x1852)+~P34(x1853,x1855,x1851)+~P7(x1853,x1855,x1856)+E(x1851,x1852)+~P22(x1853,x1852)+~P33(x1853,x1854)+~P7(x1853,x1854,x1856)+~P33(x1853,x1855)
% 1.72/1.87 [187]P18(x1871,f2(x1872,x1873,x1874,x1875,x1876,x1877,x1871,x1878,x1879,x18710,x18711,x18712))+~P1(x1872)+~P4(x1872,x1878)+~P4(x1872,x1873)+~P5(x1872,x1878)+~P5(x1872,x1876)+~P5(x1872,x1874)+~P5(x1872,x1873)+~P17(x1872,x1876)+~P17(x1872,x1874)+~P18(x1872,x1879)+~P18(x1872,x1875)+~P21(x1872,x18710)+~P6(x18712,x18713)+~P6(x1872,x18711)+~P6(x1872,x1877)+~P22(x1872,x18712)+~P22(x1872,x1871)+~P31(x18712,x18713)+~P2(x1872,x18712)+~P2(x1872,x1871)+~P33(x1872,x18711)+~P33(x1872,x1877)+~P23(x18712,x18713)+~P23(x1872,x18711)+~P23(x1872,x1877)+~P24(x1872,x1878,x1879)+~P24(x1872,x1876,x1875)+~P24(x1872,x1874,x1875)+~P24(x1872,x1873,x1879)+~P34(x1872,x18711,x18712)+~P34(x1872,x1877,x1871)+~P7(x18712,x18713,x1879)+~P7(x1872,x18711,x1875)+~P7(x1872,x1877,x1875)+~P8(x1872,x18710,x1879,x1879)
% 1.72/1.87 [188]~P1(x1881)+~P4(x1881,x1882)+~P4(x1881,x1883)+~P5(x1881,x1882)+~P5(x1881,x1884)+~P5(x1881,x1885)+~P5(x1881,x1883)+~P17(x1881,x1884)+~P17(x1881,x1885)+~P18(x1881,x1886)+~P18(x1881,x1887)+~P21(x1881,x1888)+~P6(x1889,x18810)+~P6(x1881,x18811)+~P6(x1881,x18812)+~P6(x18813,x18814)+~P22(x1881,x1889)+~P22(x1881,x18813)+~P31(x1889,x18810)+~P31(x18813,x18814)+~P2(x1881,x1889)+~P2(x1881,x18813)+~P33(x1881,x18811)+~P33(x1881,x18812)+~P23(x1889,x18810)+~P23(x1881,x18811)+~P23(x1881,x18812)+~P23(x18813,x18814)+~P24(x1881,x1882,x1886)+~P24(x1881,x1884,x1887)+~P24(x1881,x1885,x1887)+~P24(x1881,x1883,x1886)+~P34(x1881,x18811,x1889)+~P34(x1881,x18812,x18813)+~P7(x1889,x18810,x1886)+~P7(x1881,x18811,x1887)+~P7(x1881,x18812,x1887)+~P8(x1881,x1888,x1886,x1886)+~P7(x18813,x18814,f2(x1881,x1883,x1885,x1887,x1884,x18812,x18813,x1882,x1886,x1888,x18811,x1889))
% 1.72/1.87 %EqnAxiom
% 1.72/1.87 [1]E(x11,x11)
% 1.72/1.87 [2]E(x22,x21)+~E(x21,x22)
% 1.72/1.87 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 1.72/1.87 [4]~E(x41,x42)+E(f10(x41),f10(x42))
% 1.72/1.87 [5]~E(x51,x52)+E(f2(x51,x53,x54,x55,x56,x57,x58,x59,x510,x511,x512,x513),f2(x52,x53,x54,x55,x56,x57,x58,x59,x510,x511,x512,x513))
% 1.72/1.87 [6]~E(x61,x62)+E(f2(x63,x61,x64,x65,x66,x67,x68,x69,x610,x611,x612,x613),f2(x63,x62,x64,x65,x66,x67,x68,x69,x610,x611,x612,x613))
% 1.72/1.87 [7]~E(x71,x72)+E(f2(x73,x74,x71,x75,x76,x77,x78,x79,x710,x711,x712,x713),f2(x73,x74,x72,x75,x76,x77,x78,x79,x710,x711,x712,x713))
% 1.72/1.87 [8]~E(x81,x82)+E(f2(x83,x84,x85,x81,x86,x87,x88,x89,x810,x811,x812,x813),f2(x83,x84,x85,x82,x86,x87,x88,x89,x810,x811,x812,x813))
% 1.72/1.87 [9]~E(x91,x92)+E(f2(x93,x94,x95,x96,x91,x97,x98,x99,x910,x911,x912,x913),f2(x93,x94,x95,x96,x92,x97,x98,x99,x910,x911,x912,x913))
% 1.72/1.87 [10]~E(x101,x102)+E(f2(x103,x104,x105,x106,x107,x101,x108,x109,x1010,x1011,x1012,x1013),f2(x103,x104,x105,x106,x107,x102,x108,x109,x1010,x1011,x1012,x1013))
% 1.72/1.87 [11]~E(x111,x112)+E(f2(x113,x114,x115,x116,x117,x118,x111,x119,x1110,x1111,x1112,x1113),f2(x113,x114,x115,x116,x117,x118,x112,x119,x1110,x1111,x1112,x1113))
% 1.72/1.87 [12]~E(x121,x122)+E(f2(x123,x124,x125,x126,x127,x128,x129,x121,x1210,x1211,x1212,x1213),f2(x123,x124,x125,x126,x127,x128,x129,x122,x1210,x1211,x1212,x1213))
% 1.72/1.87 [13]~E(x131,x132)+E(f2(x133,x134,x135,x136,x137,x138,x139,x1310,x131,x1311,x1312,x1313),f2(x133,x134,x135,x136,x137,x138,x139,x1310,x132,x1311,x1312,x1313))
% 1.72/1.87 [14]~E(x141,x142)+E(f2(x143,x144,x145,x146,x147,x148,x149,x1410,x1411,x141,x1412,x1413),f2(x143,x144,x145,x146,x147,x148,x149,x1410,x1411,x142,x1412,x1413))
% 1.72/1.87 [15]~E(x151,x152)+E(f2(x153,x154,x155,x156,x157,x158,x159,x1510,x1511,x1512,x151,x1513),f2(x153,x154,x155,x156,x157,x158,x159,x1510,x1511,x1512,x152,x1513))
% 1.72/1.87 [16]~E(x161,x162)+E(f2(x163,x164,x165,x166,x167,x168,x169,x1610,x1611,x1612,x1613,x161),f2(x163,x164,x165,x166,x167,x168,x169,x1610,x1611,x1612,x1613,x162))
% 1.72/1.87 [17]~P1(x171)+P1(x172)+~E(x171,x172)
% 1.72/1.87 [18]P4(x182,x183)+~E(x181,x182)+~P4(x181,x183)
% 1.72/1.87 [19]P4(x193,x192)+~E(x191,x192)+~P4(x193,x191)
% 1.72/1.87 [20]P5(x202,x203)+~E(x201,x202)+~P5(x201,x203)
% 1.72/1.87 [21]P5(x213,x212)+~E(x211,x212)+~P5(x213,x211)
% 1.72/1.87 [22]P24(x222,x223,x224)+~E(x221,x222)+~P24(x221,x223,x224)
% 1.72/1.87 [23]P24(x233,x232,x234)+~E(x231,x232)+~P24(x233,x231,x234)
% 1.72/1.87 [24]P24(x243,x244,x242)+~E(x241,x242)+~P24(x243,x244,x241)
% 1.72/1.87 [25]P17(x252,x253)+~E(x251,x252)+~P17(x251,x253)
% 1.72/1.87 [26]P17(x263,x262)+~E(x261,x262)+~P17(x263,x261)
% 1.72/1.87 [27]P18(x272,x273)+~E(x271,x272)+~P18(x271,x273)
% 1.72/1.87 [28]P18(x283,x282)+~E(x281,x282)+~P18(x283,x281)
% 1.72/1.87 [29]P22(x292,x293)+~E(x291,x292)+~P22(x291,x293)
% 1.72/1.87 [30]P22(x303,x302)+~E(x301,x302)+~P22(x303,x301)
% 1.72/1.87 [31]P6(x312,x313)+~E(x311,x312)+~P6(x311,x313)
% 1.72/1.87 [32]P6(x323,x322)+~E(x321,x322)+~P6(x323,x321)
% 1.72/1.87 [33]P21(x332,x333)+~E(x331,x332)+~P21(x331,x333)
% 1.72/1.87 [34]P21(x343,x342)+~E(x341,x342)+~P21(x343,x341)
% 1.72/1.87 [35]P2(x352,x353)+~E(x351,x352)+~P2(x351,x353)
% 1.72/1.87 [36]P2(x363,x362)+~E(x361,x362)+~P2(x363,x361)
% 1.72/1.87 [37]P7(x372,x373,x374)+~E(x371,x372)+~P7(x371,x373,x374)
% 1.72/1.87 [38]P7(x383,x382,x384)+~E(x381,x382)+~P7(x383,x381,x384)
% 1.72/1.87 [39]P7(x393,x394,x392)+~E(x391,x392)+~P7(x393,x394,x391)
% 1.72/1.87 [40]P10(x402,x403)+~E(x401,x402)+~P10(x401,x403)
% 1.72/1.87 [41]P10(x413,x412)+~E(x411,x412)+~P10(x413,x411)
% 1.72/1.87 [42]P33(x422,x423)+~E(x421,x422)+~P33(x421,x423)
% 1.72/1.87 [43]P33(x433,x432)+~E(x431,x432)+~P33(x433,x431)
% 1.72/1.87 [44]P23(x442,x443)+~E(x441,x442)+~P23(x441,x443)
% 1.72/1.87 [45]P23(x453,x452)+~E(x451,x452)+~P23(x453,x451)
% 1.72/1.87 [46]P34(x462,x463,x464)+~E(x461,x462)+~P34(x461,x463,x464)
% 1.72/1.87 [47]P34(x473,x472,x474)+~E(x471,x472)+~P34(x473,x471,x474)
% 1.72/1.87 [48]P34(x483,x484,x482)+~E(x481,x482)+~P34(x483,x484,x481)
% 1.72/1.87 [49]P27(x492,x493)+~E(x491,x492)+~P27(x491,x493)
% 1.72/1.87 [50]P27(x503,x502)+~E(x501,x502)+~P27(x503,x501)
% 1.72/1.87 [51]P11(x512,x513)+~E(x511,x512)+~P11(x511,x513)
% 1.72/1.87 [52]P11(x523,x522)+~E(x521,x522)+~P11(x523,x521)
% 1.72/1.87 [53]P15(x532,x533)+~E(x531,x532)+~P15(x531,x533)
% 1.72/1.87 [54]P15(x543,x542)+~E(x541,x542)+~P15(x543,x541)
% 1.72/1.87 [55]P8(x552,x553,x554,x555)+~E(x551,x552)+~P8(x551,x553,x554,x555)
% 1.72/1.87 [56]P8(x563,x562,x564,x565)+~E(x561,x562)+~P8(x563,x561,x564,x565)
% 1.72/1.87 [57]P8(x573,x574,x572,x575)+~E(x571,x572)+~P8(x573,x574,x571,x575)
% 1.72/1.87 [58]P8(x583,x584,x585,x582)+~E(x581,x582)+~P8(x583,x584,x585,x581)
% 1.72/1.87 [59]P35(x592,x593)+~E(x591,x592)+~P35(x591,x593)
% 1.72/1.87 [60]P35(x603,x602)+~E(x601,x602)+~P35(x603,x601)
% 1.72/1.87 [61]P32(x612,x613)+~E(x611,x612)+~P32(x611,x613)
% 1.72/1.87 [62]P32(x623,x622)+~E(x621,x622)+~P32(x623,x621)
% 1.72/1.87 [63]P25(x632,x633)+~E(x631,x632)+~P25(x631,x633)
% 1.72/1.87 [64]P25(x643,x642)+~E(x641,x642)+~P25(x643,x641)
% 1.72/1.87 [65]P9(x652,x653)+~E(x651,x652)+~P9(x651,x653)
% 1.72/1.87 [66]P9(x663,x662)+~E(x661,x662)+~P9(x663,x661)
% 1.72/1.87 [67]P28(x672,x673)+~E(x671,x672)+~P28(x671,x673)
% 1.72/1.87 [68]P28(x683,x682)+~E(x681,x682)+~P28(x683,x681)
% 1.72/1.87 [69]P26(x692,x693)+~E(x691,x692)+~P26(x691,x693)
% 1.72/1.87 [70]P26(x703,x702)+~E(x701,x702)+~P26(x703,x701)
% 1.72/1.87 [71]P29(x712,x713)+~E(x711,x712)+~P29(x711,x713)
% 1.72/1.87 [72]P29(x723,x722)+~E(x721,x722)+~P29(x723,x721)
% 1.72/1.87 [73]P14(x732,x733)+~E(x731,x732)+~P14(x731,x733)
% 1.72/1.87 [74]P14(x743,x742)+~E(x741,x742)+~P14(x743,x741)
% 1.72/1.87 [75]P31(x752,x753)+~E(x751,x752)+~P31(x751,x753)
% 1.72/1.87 [76]P31(x763,x762)+~E(x761,x762)+~P31(x763,x761)
% 1.72/1.87 [77]P3(x772,x773)+~E(x771,x772)+~P3(x771,x773)
% 1.72/1.87 [78]P3(x783,x782)+~E(x781,x782)+~P3(x783,x781)
% 1.72/1.87 [79]P19(x792,x793)+~E(x791,x792)+~P19(x791,x793)
% 1.72/1.87 [80]P19(x803,x802)+~E(x801,x802)+~P19(x803,x801)
% 1.72/1.87 [81]P36(x812,x813)+~E(x811,x812)+~P36(x811,x813)
% 1.72/1.87 [82]P36(x823,x822)+~E(x821,x822)+~P36(x823,x821)
% 1.72/1.87 [83]P13(x832,x833)+~E(x831,x832)+~P13(x831,x833)
% 1.72/1.87 [84]P13(x843,x842)+~E(x841,x842)+~P13(x843,x841)
% 1.72/1.87 [85]P30(x852,x853)+~E(x851,x852)+~P30(x851,x853)
% 1.72/1.87 [86]P30(x863,x862)+~E(x861,x862)+~P30(x863,x861)
% 1.72/1.87 [87]P16(x872,x873)+~E(x871,x872)+~P16(x871,x873)
% 1.72/1.87 [88]P16(x883,x882)+~E(x881,x882)+~P16(x883,x881)
% 1.72/1.87 [89]P20(x892,x893)+~E(x891,x892)+~P20(x891,x893)
% 1.72/1.87 [90]P20(x903,x902)+~E(x901,x902)+~P20(x903,x901)
% 1.72/1.87 [91]P12(x912,x913)+~E(x911,x912)+~P12(x911,x913)
% 1.72/1.87 [92]P12(x923,x922)+~E(x921,x922)+~P12(x923,x921)
% 1.72/1.87
% 1.72/1.87 %-------------------------------------------
% 1.72/1.87 cnf(203,plain,
% 1.72/1.87 (P21(a7,a9)),
% 1.72/1.87 inference(scs_inference,[],[101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166])).
% 1.72/1.87 cnf(213,plain,
% 1.72/1.87 (P12(a1,a6)),
% 1.72/1.87 inference(scs_inference,[],[94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134])).
% 1.72/1.87 cnf(215,plain,
% 1.72/1.87 (P12(a1,a9)),
% 1.72/1.87 inference(scs_inference,[],[94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133])).
% 1.72/1.87 cnf(219,plain,
% 1.72/1.87 (P35(a1,a6)),
% 1.72/1.87 inference(scs_inference,[],[94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129])).
% 1.72/1.87 cnf(221,plain,
% 1.72/1.87 (P30(a1,a6)),
% 1.72/1.87 inference(scs_inference,[],[94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127])).
% 1.72/1.87 cnf(223,plain,
% 1.72/1.87 (P13(a1,a5)),
% 1.72/1.87 inference(scs_inference,[],[94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118])).
% 1.72/1.87 cnf(227,plain,
% 1.72/1.87 (P29(a1,a7)),
% 1.72/1.87 inference(scs_inference,[],[94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118,117,116])).
% 1.72/1.87 cnf(229,plain,
% 1.72/1.87 (P28(a1,a4)),
% 1.72/1.87 inference(scs_inference,[],[94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118,117,116,114])).
% 1.72/1.87 cnf(239,plain,
% 1.72/1.87 (P6(a7,f10(a5))),
% 1.72/1.87 inference(scs_inference,[],[94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118,117,116,114,112,179,144,143,142])).
% 1.72/1.87 cnf(242,plain,
% 1.72/1.87 (P12(a7,a6)),
% 1.72/1.87 inference(scs_inference,[],[93,94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118,117,116,114,112,179,144,143,142,17,168])).
% 1.72/1.87 cnf(246,plain,
% 1.72/1.87 (P30(a7,a6)),
% 1.72/1.87 inference(scs_inference,[],[93,94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118,117,116,114,112,179,144,143,142,17,168,165,164])).
% 1.72/1.87 cnf(250,plain,
% 1.72/1.87 (P19(a7,a5)),
% 1.72/1.87 inference(scs_inference,[],[93,94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118,117,116,114,112,179,144,143,142,17,168,165,164,156,155])).
% 1.72/1.87 cnf(258,plain,
% 1.72/1.87 (~P36(a1,a5)),
% 1.72/1.87 inference(scs_inference,[],[93,94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118,117,116,114,112,179,144,143,142,17,168,165,164,156,155,153,152,148,145])).
% 1.72/1.87 cnf(262,plain,
% 1.72/1.87 (~P3(a1,a5)),
% 1.72/1.87 inference(scs_inference,[],[93,94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118,117,116,114,112,179,144,143,142,17,168,165,164,156,155,153,152,148,145,138,137])).
% 1.72/1.87 cnf(264,plain,
% 1.72/1.87 (~P12(a1,a5)),
% 1.72/1.87 inference(scs_inference,[],[93,94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118,117,116,114,112,179,144,143,142,17,168,165,164,156,155,153,152,148,145,138,137,136])).
% 1.72/1.87 cnf(266,plain,
% 1.72/1.87 (~P29(a1,a6)),
% 1.72/1.87 inference(scs_inference,[],[93,94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118,117,116,114,112,179,144,143,142,17,168,165,164,156,155,153,152,148,145,138,137,136,135])).
% 1.72/1.87 cnf(268,plain,
% 1.72/1.87 (~P28(a1,a6)),
% 1.72/1.87 inference(scs_inference,[],[93,94,95,97,98,101,102,103,104,105,106,107,109,110,111,186,182,181,180,178,177,173,167,166,154,151,150,149,134,133,131,129,127,118,117,116,114,112,179,144,143,142,17,168,165,164,156,155,153,152,148,145,138,137,136,135,115])).
% 1.72/1.87 cnf(294,plain,
% 1.72/1.87 (P26(a7,a6)),
% 1.72/1.87 inference(scs_inference,[],[104,213,219,223,227,229,264,266,268,141,140,121,120,119,92,72,68,175,174])).
% 1.72/1.87 cnf(298,plain,
% 1.72/1.87 (P14(a7,a5)),
% 1.72/1.87 inference(scs_inference,[],[104,213,219,223,227,229,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158])).
% 1.72/1.87 cnf(302,plain,
% 1.72/1.87 (P36(a1,a6)),
% 1.72/1.87 inference(scs_inference,[],[104,213,219,223,227,229,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136])).
% 1.72/1.87 cnf(306,plain,
% 1.72/1.87 (P18(a7,a8)),
% 1.72/1.87 inference(scs_inference,[],[100,104,213,219,223,227,229,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154])).
% 1.72/1.87 cnf(314,plain,
% 1.72/1.87 (P29(a1,a4)),
% 1.72/1.87 inference(scs_inference,[],[100,104,213,219,223,227,229,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115])).
% 1.72/1.87 cnf(320,plain,
% 1.72/1.87 (P36(a7,a6)),
% 1.72/1.87 inference(scs_inference,[],[100,108,104,213,219,223,227,229,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170])).
% 1.72/1.87 cnf(322,plain,
% 1.72/1.87 (P3(a7,a7)),
% 1.72/1.87 inference(scs_inference,[],[100,108,104,213,219,223,227,229,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169])).
% 1.72/1.87 cnf(330,plain,
% 1.72/1.87 (~P31(a1,a5)),
% 1.72/1.87 inference(scs_inference,[],[100,108,104,213,219,223,227,229,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132])).
% 1.72/1.87 cnf(344,plain,
% 1.72/1.87 (P12(a7,a9)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168])).
% 1.72/1.87 cnf(346,plain,
% 1.72/1.87 (P29(a7,a4)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168,153])).
% 1.72/1.87 cnf(348,plain,
% 1.72/1.87 (~P18(a1,a6)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168,153,117])).
% 1.72/1.87 cnf(350,plain,
% 1.72/1.87 (P15(a7,a7)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168,153,117,171])).
% 1.72/1.87 cnf(353,plain,
% 1.72/1.87 (~P11(a1,a6)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168,153,117,171,2,147])).
% 1.72/1.87 cnf(355,plain,
% 1.72/1.87 (P25(a1,a7)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168,153,117,171,2,147,139])).
% 1.72/1.87 cnf(357,plain,
% 1.72/1.87 (P35(a1,a7)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168,153,117,171,2,147,139,130])).
% 1.72/1.87 cnf(359,plain,
% 1.72/1.87 (P10(a1,a5)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168,153,117,171,2,147,139,130,124])).
% 1.72/1.87 cnf(361,plain,
% 1.72/1.87 (P16(a1,a5)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168,153,117,171,2,147,139,130,124,123])).
% 1.72/1.87 cnf(363,plain,
% 1.72/1.87 (P20(a1,a5)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168,153,117,171,2,147,139,130,124,123,122])).
% 1.72/1.87 cnf(371,plain,
% 1.72/1.87 (~P30(a1,a7)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168,153,117,171,2,147,139,130,124,123,122,176,172,163,148])).
% 1.72/1.87 cnf(373,plain,
% 1.72/1.87 (~P12(a1,a7)),
% 1.72/1.87 inference(scs_inference,[],[100,108,96,101,104,213,215,219,223,227,229,262,264,266,268,141,140,121,120,119,92,72,68,175,174,159,158,157,136,134,154,135,133,116,115,114,180,170,169,112,184,146,132,91,78,34,21,113,145,138,137,168,153,117,171,2,147,139,130,124,123,122,176,172,163,148,127])).
% 1.72/1.87 cnf(387,plain,
% 1.72/1.87 (~P10(a1,a6)),
% 1.72/1.87 inference(scs_inference,[],[353,371,126,125])).
% 1.72/1.87 cnf(392,plain,
% 1.72/1.87 (P10(a7,a5)),
% 1.72/1.87 inference(scs_inference,[],[100,104,348,353,359,371,221,126,125,86,41,28,162])).
% 1.72/1.87 cnf(402,plain,
% 1.72/1.87 (P25(a7,a7)),
% 1.72/1.87 inference(scs_inference,[],[100,104,348,353,355,359,361,363,371,221,126,125,86,41,28,162,161,160,146,124,172])).
% 1.72/1.87 cnf(404,plain,
% 1.72/1.87 (~P13(a1,a7)),
% 1.72/1.87 inference(scs_inference,[],[100,104,348,353,355,359,361,363,371,221,126,125,86,41,28,162,161,160,146,124,172,121])).
% 1.72/1.87 cnf(407,plain,
% 1.72/1.87 (P12(a7,f10(a5))),
% 1.72/1.87 inference(scs_inference,[],[100,104,348,353,355,359,361,363,371,373,221,239,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134])).
% 1.72/1.87 cnf(411,plain,
% 1.72/1.87 (~P36(a7,a5)),
% 1.72/1.88 inference(scs_inference,[],[100,104,246,250,348,353,355,359,361,363,371,373,221,239,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134,148,145])).
% 1.72/1.88 cnf(413,plain,
% 1.72/1.88 (~P29(a1,a5)),
% 1.72/1.88 inference(scs_inference,[],[100,104,246,250,348,353,355,359,361,363,371,373,221,239,262,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134,148,145,135])).
% 1.72/1.88 cnf(415,plain,
% 1.72/1.88 (P30(a7,a9)),
% 1.72/1.88 inference(scs_inference,[],[100,104,246,250,344,348,353,355,359,361,363,371,373,221,239,262,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134,148,145,135,127])).
% 1.72/1.88 cnf(417,plain,
% 1.72/1.88 (P19(a1,a8)),
% 1.72/1.88 inference(scs_inference,[],[100,104,246,250,344,348,353,355,359,361,363,371,373,221,239,262,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134,148,145,135,127,117])).
% 1.72/1.88 cnf(419,plain,
% 1.72/1.88 (P19(a7,a8)),
% 1.72/1.88 inference(scs_inference,[],[100,104,246,250,344,348,353,355,359,361,363,371,373,221,239,262,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134,148,145,135,127,117,155])).
% 1.72/1.88 cnf(421,plain,
% 1.72/1.88 (~P28(a1,a5)),
% 1.72/1.88 inference(scs_inference,[],[100,104,246,250,344,348,353,355,359,361,363,371,373,221,239,262,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134,148,145,135,127,117,155,115])).
% 1.72/1.88 cnf(423,plain,
% 1.72/1.88 (P28(a1,a3)),
% 1.72/1.88 inference(scs_inference,[],[100,96,104,246,250,344,348,353,355,359,361,363,371,373,221,239,262,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134,148,145,135,127,117,155,115,114])).
% 1.72/1.88 cnf(425,plain,
% 1.72/1.88 (P35(a1,a5)),
% 1.72/1.88 inference(scs_inference,[],[100,96,104,246,250,344,348,353,355,359,361,363,371,373,221,239,262,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134,148,145,135,127,117,155,115,114,128])).
% 1.72/1.88 cnf(430,plain,
% 1.72/1.88 (~P3(a7,a6)),
% 1.72/1.88 inference(scs_inference,[],[100,96,104,246,250,344,348,353,355,359,361,363,371,373,221,239,262,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134,148,145,135,127,117,155,115,114,128,85,118,138])).
% 1.72/1.88 cnf(432,plain,
% 1.72/1.88 (~P3(a7,a5)),
% 1.72/1.88 inference(scs_inference,[],[100,96,104,246,250,344,348,353,355,359,361,363,371,373,221,239,262,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134,148,145,135,127,117,155,115,114,128,85,118,138,137])).
% 1.72/1.88 cnf(438,plain,
% 1.72/1.88 (P28(a7,a3)),
% 1.72/1.88 inference(scs_inference,[],[100,96,104,246,250,344,348,353,355,357,359,361,363,371,373,221,239,262,215,126,125,86,41,28,162,161,160,146,124,172,121,92,134,148,145,135,127,117,155,115,114,128,85,118,138,137,136,165,152])).
% 1.72/1.88 cnf(454,plain,
% 1.72/1.88 (P30(a7,a5)),
% 1.72/1.88 inference(scs_inference,[],[392,126])).
% 1.72/1.88 cnf(458,plain,
% 1.72/1.88 (P13(a1,a8)),
% 1.72/1.88 inference(scs_inference,[],[100,392,126,125,118])).
% 1.72/1.88 cnf(464,plain,
% 1.72/1.88 (P27(a1,a8)),
% 1.72/1.88 inference(scs_inference,[],[100,314,392,413,421,423,322,126,125,118,72,68,137,121])).
% 1.72/1.88 cnf(468,plain,
% 1.72/1.88 (~P6(a1,a7)),
% 1.72/1.88 inference(scs_inference,[],[100,298,314,392,413,421,423,322,373,126,125,118,72,68,137,121,146,134])).
% 1.72/1.88 cnf(470,plain,
% 1.72/1.88 (~P30(a7,a7)),
% 1.72/1.88 inference(scs_inference,[],[100,298,350,314,392,413,421,423,322,373,126,125,118,72,68,137,121,146,134,148])).
% 1.72/1.88 cnf(472,plain,
% 1.72/1.88 (~P19(a7,a6)),
% 1.72/1.88 inference(scs_inference,[],[100,298,350,320,314,392,413,421,423,322,373,126,125,118,72,68,137,121,146,134,148,145])).
% 1.72/1.88 cnf(474,plain,
% 1.72/1.88 (~P12(a7,a5)),
% 1.72/1.88 inference(scs_inference,[],[100,298,350,320,314,392,411,413,421,423,322,373,126,125,118,72,68,137,121,146,134,148,145,136])).
% 1.72/1.88 cnf(476,plain,
% 1.72/1.88 (P3(a1,a4)),
% 1.72/1.88 inference(scs_inference,[],[100,298,350,320,314,392,411,413,421,423,322,373,126,125,118,72,68,137,121,146,134,148,145,136,135])).
% 1.72/1.88 cnf(478,plain,
% 1.72/1.88 (~P12(a7,a7)),
% 1.72/1.88 inference(scs_inference,[],[100,298,350,320,314,392,411,413,421,423,322,373,126,125,118,72,68,137,121,146,134,148,145,136,135,127])).
% 1.72/1.88 cnf(480,plain,
% 1.72/1.88 (~P5(a1,a5)),
% 1.72/1.88 inference(scs_inference,[],[100,298,350,320,314,392,411,413,421,423,322,373,126,125,118,72,68,137,121,146,134,148,145,136,135,127,114])).
% 1.72/1.88 cnf(482,plain,
% 1.72/1.88 (P29(a1,a3)),
% 1.72/1.88 inference(scs_inference,[],[100,298,350,320,314,392,411,413,421,423,322,373,126,125,118,72,68,137,121,146,134,148,145,136,135,127,114,115])).
% 1.72/1.88 cnf(489,plain,
% 1.72/1.88 (P15(a1,a4)),
% 1.72/1.88 inference(scs_inference,[],[100,104,298,350,404,320,314,392,411,413,421,423,322,373,126,125,118,72,68,137,121,146,134,148,145,136,135,127,114,115,83,147,174,138])).
% 1.72/1.88 cnf(491,plain,
% 1.72/1.88 (~P27(a1,a6)),
% 1.72/1.88 inference(scs_inference,[],[100,104,298,350,404,320,314,387,392,411,413,421,423,322,373,126,125,118,72,68,137,121,146,134,148,145,136,135,127,114,115,83,147,174,138,124])).
% 1.72/1.88 cnf(493,plain,
% 1.72/1.88 (P15(a7,a4)),
% 1.72/1.88 inference(scs_inference,[],[100,104,298,350,404,320,314,387,392,411,413,421,423,322,373,126,125,118,72,68,137,121,146,134,148,145,136,135,127,114,115,83,147,174,138,124,171])).
% 1.72/1.88 cnf(519,plain,
% 1.72/1.88 (~P10(a7,a7)),
% 1.72/1.88 inference(scs_inference,[],[458,470,404,84,126])).
% 1.72/1.88 cnf(521,plain,
% 1.72/1.88 (~P11(a7,a6)),
% 1.72/1.88 inference(scs_inference,[],[294,458,470,404,84,126,147])).
% 1.72/1.88 cnf(527,plain,
% 1.72/1.88 (P36(a7,f10(a5))),
% 1.72/1.88 inference(scs_inference,[],[294,402,407,458,470,491,404,84,126,147,121,146,136])).
% 1.72/1.88 cnf(529,plain,
% 1.72/1.88 (P10(a1,a8)),
% 1.72/1.88 inference(scs_inference,[],[294,402,407,458,464,470,491,404,84,126,147,121,146,136,124])).
% 1.72/1.88 cnf(531,plain,
% 1.72/1.88 (~P15(a7,a9)),
% 1.72/1.88 inference(scs_inference,[],[294,402,407,415,458,464,470,491,404,84,126,147,121,146,136,124,148])).
% 1.72/1.88 cnf(533,plain,
% 1.72/1.88 (~P36(a1,a8)),
% 1.72/1.88 inference(scs_inference,[],[294,402,407,415,417,458,464,470,491,404,84,126,147,121,146,136,124,148,145])).
% 1.72/1.88 cnf(537,plain,
% 1.72/1.88 (P30(a7,f10(a5))),
% 1.72/1.88 inference(scs_inference,[],[294,402,432,407,415,417,458,464,470,491,404,84,126,147,121,146,136,124,148,145,135,127])).
% 1.72/1.88 cnf(544,plain,
% 1.72/1.88 (P7(a7,f10(a8),a8)),
% 1.72/1.88 inference(scs_inference,[],[294,402,432,407,302,306,415,417,458,464,470,491,493,258,404,84,126,147,121,146,136,124,148,145,135,127,115,81,54,82,179])).
% 1.72/1.88 cnf(546,plain,
% 1.72/1.88 (P23(a7,f10(a8))),
% 1.72/1.88 inference(scs_inference,[],[294,402,432,407,302,306,415,417,458,464,470,491,493,258,404,84,126,147,121,146,136,124,148,145,135,127,115,81,54,82,179,144])).
% 1.72/1.88 cnf(548,plain,
% 1.72/1.88 (P11(a1,a5)),
% 1.72/1.88 inference(scs_inference,[],[294,402,432,407,302,306,415,417,458,464,470,491,493,258,404,359,84,126,147,121,146,136,124,148,145,135,127,115,81,54,82,179,144,125])).
% 1.72/1.88 cnf(556,plain,
% 1.72/1.88 (~P3(a7,a9)),
% 1.72/1.88 inference(scs_inference,[],[294,402,432,407,302,306,415,417,458,464,470,476,491,493,258,404,359,84,126,147,121,146,136,124,148,145,135,127,115,81,54,82,179,144,125,120,137,118,138])).
% 1.72/1.88 cnf(558,plain,
% 1.72/1.88 (~P6(a7,a5)),
% 1.72/1.88 inference(scs_inference,[],[294,474,402,432,407,302,306,415,417,458,464,470,476,491,493,258,404,359,84,126,147,121,146,136,124,148,145,135,127,115,81,54,82,179,144,125,120,137,118,138,134])).
% 1.72/1.88 cnf(560,plain,
% 1.72/1.88 (~P5(a7,a5)),
% 1.72/1.88 inference(scs_inference,[],[294,474,402,432,407,302,306,415,417,458,464,470,476,491,493,258,404,359,84,126,147,121,146,136,124,148,145,135,127,115,81,54,82,179,144,125,120,137,118,138,134,114])).
% 1.72/1.88 cnf(570,plain,
% 1.72/1.88 (~E(f10(a5),a5)),
% 1.72/1.88 inference(scs_inference,[],[558,239,32])).
% 1.72/1.88 cnf(571,plain,
% 1.72/1.88 (P35(a1,a9)),
% 1.72/1.88 inference(scs_inference,[],[558,215,239,32,129])).
% 1.72/1.88 cnf(573,plain,
% 1.72/1.88 (P31(a7,f10(a8))),
% 1.72/1.88 inference(scs_inference,[],[558,215,306,239,32,129,143])).
% 1.72/1.88 cnf(575,plain,
% 1.72/1.88 (P6(a7,f10(a8))),
% 1.72/1.88 inference(scs_inference,[],[558,215,306,239,32,129,143,142])).
% 1.72/1.88 cnf(577,plain,
% 1.72/1.88 (P10(a7,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,529,558,215,306,239,32,129,143,142,162])).
% 1.72/1.88 cnf(581,plain,
% 1.72/1.88 (P30(a1,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,529,558,215,306,239,32,129,143,142,162,131,126])).
% 1.72/1.88 cnf(583,plain,
% 1.72/1.88 (P14(a1,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,529,558,458,215,306,239,32,129,143,142,162,131,126,120])).
% 1.72/1.88 cnf(588,plain,
% 1.72/1.88 (P30(a7,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,537,521,529,558,458,470,215,306,239,32,129,143,142,162,131,126,120,86,125,164])).
% 1.72/1.88 cnf(592,plain,
% 1.72/1.88 (~P12(a1,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,537,521,529,531,533,558,458,470,215,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136])).
% 1.72/1.88 cnf(594,plain,
% 1.72/1.88 (P13(a7,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,537,521,529,531,533,558,458,470,215,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136,118])).
% 1.72/1.88 cnf(596,plain,
% 1.72/1.88 (~P3(a1,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,537,521,529,531,533,558,458,470,215,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136,118,137])).
% 1.72/1.88 cnf(598,plain,
% 1.72/1.88 (P27(a7,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,537,521,529,531,533,558,458,470,215,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136,118,137,121])).
% 1.72/1.88 cnf(604,plain,
% 1.72/1.88 (P12(a7,f10(a8))),
% 1.72/1.88 inference(scs_inference,[],[104,537,519,521,529,531,533,558,458,470,215,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136,118,137,121,146,124,134])).
% 1.72/1.88 cnf(606,plain,
% 1.72/1.88 (~P30(a1,a4)),
% 1.72/1.88 inference(scs_inference,[],[104,537,489,519,521,529,531,533,558,458,470,215,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136,118,137,121,146,124,134,148])).
% 1.72/1.88 cnf(608,plain,
% 1.72/1.88 (~P19(a7,f10(a5))),
% 1.72/1.88 inference(scs_inference,[],[104,527,537,489,519,521,529,531,533,558,458,470,215,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136,118,137,121,146,124,134,148,145])).
% 1.72/1.88 cnf(610,plain,
% 1.72/1.88 (~P12(a1,a4)),
% 1.72/1.88 inference(scs_inference,[],[104,527,537,489,519,521,529,531,533,558,458,470,215,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136,118,137,121,146,124,134,148,145,127])).
% 1.72/1.88 cnf(612,plain,
% 1.72/1.88 (P3(a7,a4)),
% 1.72/1.88 inference(scs_inference,[],[104,346,527,537,489,519,521,529,531,533,558,458,470,215,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136,118,137,121,146,124,134,148,145,127,135])).
% 1.72/1.88 cnf(614,plain,
% 1.72/1.88 (P29(a7,a3)),
% 1.72/1.88 inference(scs_inference,[],[104,346,438,527,537,489,519,521,529,531,533,558,458,470,215,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136,118,137,121,146,124,134,148,145,127,135,115])).
% 1.72/1.88 cnf(617,plain,
% 1.72/1.88 (~E(a7,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,346,438,527,537,489,519,521,529,531,533,558,472,458,470,215,355,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136,118,137,121,146,124,134,148,145,127,135,115,79,64])).
% 1.72/1.88 cnf(621,plain,
% 1.72/1.88 (P26(a1,a9)),
% 1.72/1.88 inference(scs_inference,[],[104,419,346,438,527,537,425,489,519,521,529,531,533,558,472,458,470,215,355,306,239,32,129,143,142,162,131,126,120,86,125,164,171,136,118,137,121,146,124,134,148,145,127,135,115,79,64,80,141,140])).
% 1.72/1.88 cnf(636,plain,
% 1.72/1.88 (~P18(a7,f10(a5))),
% 1.72/1.88 inference(scs_inference,[],[104,617,608,606,203,184,131,126,155,117])).
% 1.72/1.88 cnf(640,plain,
% 1.72/1.88 (P36(a7,a4)),
% 1.72/1.88 inference(scs_inference,[],[104,617,608,577,606,612,203,184,131,126,155,117,125,137])).
% 1.72/1.88 cnf(642,plain,
% 1.72/1.88 (~P6(a1,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,617,608,577,592,606,612,203,184,131,126,155,117,125,137,134])).
% 1.72/1.88 cnf(648,plain,
% 1.72/1.88 (~P29(a7,a6)),
% 1.72/1.88 inference(scs_inference,[],[104,430,617,604,608,454,577,592,606,612,203,184,131,126,155,117,125,137,134,136,148,135])).
% 1.72/1.88 cnf(650,plain,
% 1.72/1.88 (~P36(a7,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,430,617,604,608,454,577,592,606,612,203,419,184,131,126,155,117,125,137,134,136,148,135,145])).
% 1.72/1.88 cnf(657,plain,
% 1.72/1.88 (~E(a5,f10(a5))),
% 1.72/1.88 inference(scs_inference,[],[104,430,617,570,604,608,454,577,592,606,612,203,419,184,131,126,155,117,125,137,134,136,148,135,145,127,77,128,2])).
% 1.72/1.88 cnf(668,plain,
% 1.72/1.88 (P25(a7,a4)),
% 1.72/1.88 inference(scs_inference,[],[104,430,617,570,604,608,454,577,592,594,598,606,612,468,203,419,184,131,126,155,117,125,137,134,136,148,135,145,127,77,128,2,130,123,122,119,132,139])).
% 1.72/1.88 cnf(672,plain,
% 1.72/1.88 (~P3(a1,a9)),
% 1.72/1.88 inference(scs_inference,[],[104,480,430,617,570,604,608,454,556,577,592,594,598,606,612,468,203,419,184,131,126,155,117,125,137,134,136,148,135,145,127,77,128,2,130,123,122,119,132,139,113,169])).
% 1.72/1.88 cnf(677,plain,
% 1.72/1.88 (~P26(a7,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,480,430,617,570,604,608,454,556,571,577,592,594,598,606,612,468,203,419,529,184,131,126,155,117,125,137,134,136,148,135,145,127,77,128,2,130,123,122,119,132,139,113,169,41,165,147])).
% 1.72/1.88 cnf(698,plain,
% 1.72/1.88 (~P14(a7,a4)),
% 1.72/1.88 inference(scs_inference,[],[104,610,621,642,648,668,677,478,604,359,140,174,131,92,116,126,147,133,125,146])).
% 1.72/1.88 cnf(700,plain,
% 1.72/1.88 (~P3(a7,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,610,621,642,648,650,668,677,478,604,359,140,174,131,92,116,126,147,133,125,146,137])).
% 1.72/1.88 cnf(702,plain,
% 1.72/1.88 (~P30(a7,a4)),
% 1.72/1.88 inference(scs_inference,[],[104,610,621,642,648,650,668,677,478,493,604,359,140,174,131,92,116,126,147,133,125,146,137,148])).
% 1.72/1.88 cnf(704,plain,
% 1.72/1.88 (~P19(a7,a4)),
% 1.72/1.88 inference(scs_inference,[],[104,640,610,621,642,648,650,668,677,478,493,604,359,140,174,131,92,116,126,147,133,125,146,137,148,145])).
% 1.72/1.88 cnf(706,plain,
% 1.72/1.88 (P3(a7,a3)),
% 1.72/1.88 inference(scs_inference,[],[104,640,610,621,642,648,650,668,677,614,478,493,604,359,140,174,131,92,116,126,147,133,125,146,137,148,145,135])).
% 1.72/1.88 cnf(708,plain,
% 1.72/1.88 (~P12(a7,a4)),
% 1.72/1.88 inference(scs_inference,[],[104,640,610,621,642,648,650,668,677,614,478,493,604,359,140,174,131,92,116,126,147,133,125,146,137,148,145,135,127])).
% 1.72/1.88 cnf(713,plain,
% 1.72/1.88 (P14(a7,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,640,330,610,621,642,648,650,668,677,614,583,548,478,493,298,604,359,140,174,131,92,116,126,147,133,125,146,137,148,145,135,127,76,52,74,158])).
% 1.72/1.88 cnf(718,plain,
% 1.72/1.88 (~P13(a7,a4)),
% 1.72/1.88 inference(scs_inference,[],[104,575,636,640,330,610,621,642,648,650,668,677,614,583,548,478,493,298,558,604,359,140,174,131,92,116,126,147,133,125,146,137,148,145,135,127,76,52,74,158,32,154,120])).
% 1.72/1.88 cnf(720,plain,
% 1.72/1.88 (~P18(a7,a4)),
% 1.72/1.88 inference(scs_inference,[],[104,575,636,640,330,610,621,642,648,650,668,677,614,583,548,478,493,298,558,604,359,140,174,131,92,116,126,147,133,125,146,137,148,145,135,127,76,52,74,158,32,154,120,118])).
% 1.72/1.88 cnf(722,plain,
% 1.72/1.88 (P15(a7,a3)),
% 1.72/1.88 inference(scs_inference,[],[104,575,636,640,330,610,621,642,648,650,668,677,614,583,548,478,493,298,558,604,359,140,174,131,92,116,126,147,133,125,146,137,148,145,135,127,76,52,74,158,32,154,120,118,138])).
% 1.72/1.88 cnf(724,plain,
% 1.72/1.88 (~P28(a7,a6)),
% 1.72/1.88 inference(scs_inference,[],[104,575,636,640,330,610,621,642,648,650,668,677,614,583,548,478,493,298,558,604,359,140,174,131,92,116,126,147,133,125,146,137,148,145,135,127,76,52,74,158,32,154,120,118,138,115])).
% 1.72/1.88 cnf(748,plain,
% 1.72/1.88 (P26(a7,f10(a5))),
% 1.72/1.88 inference(scs_inference,[],[104,698,700,706,407,78,158,140])).
% 1.72/1.88 cnf(765,plain,
% 1.72/1.88 (P36(a7,a3)),
% 1.72/1.88 inference(scs_inference,[],[104,698,713,700,702,704,706,708,720,560,242,425,407,529,78,158,140,112,165,154,126,155,92,125,146,137])).
% 1.72/1.88 cnf(769,plain,
% 1.72/1.88 (~P29(a1,a8)),
% 1.72/1.88 inference(scs_inference,[],[104,596,698,581,713,700,702,704,706,708,720,560,242,425,407,529,78,158,140,112,165,154,126,155,92,125,146,137,148,135])).
% 1.72/1.88 cnf(799,plain,
% 1.72/1.88 (~P11(a7,f10(a5))),
% 1.72/1.88 inference(scs_inference,[],[104,748,718,156,147])).
% 1.72/1.88 cnf(803,plain,
% 1.72/1.88 (~P10(a7,f10(a5))),
% 1.72/1.88 inference(scs_inference,[],[104,724,748,718,156,147,114,125])).
% 1.72/1.88 cnf(805,plain,
% 1.72/1.88 (~P19(a7,a3)),
% 1.72/1.88 inference(scs_inference,[],[104,724,748,765,718,156,147,114,125,145])).
% 1.72/1.88 cnf(807,plain,
% 1.72/1.88 (P3(a1,a3)),
% 1.72/1.88 inference(scs_inference,[],[104,724,748,765,718,482,156,147,114,125,145,135])).
% 1.72/1.88 cnf(811,plain,
% 1.72/1.88 (~P12(a7,a3)),
% 1.72/1.88 inference(scs_inference,[],[104,724,748,722,765,718,482,156,147,114,125,145,135,148,127])).
% 1.72/1.88 cnf(855,plain,
% 1.72/1.88 (P7(a7,f10(f2(a1,a3,a4,a5,a4,a6,a7,a3,a8,a9,a6,a7)),f2(a1,a3,a4,a5,a4,a6,a7,a3,a8,a9,a6,a7))),
% 1.72/1.88 inference(scs_inference,[],[98,111,110,100,109,106,107,102,108,101,105,103,104,672,588,799,803,769,807,544,546,573,575,529,94,97,93,96,95,187,163,162,78,117,118,135,148,145,71,128,179])).
% 1.72/1.88 cnf(857,plain,
% 1.72/1.88 (P23(a7,f10(f2(a1,a3,a4,a5,a4,a6,a7,a3,a8,a9,a6,a7)))),
% 1.72/1.88 inference(scs_inference,[],[98,111,110,100,109,106,107,102,108,101,105,103,104,672,588,799,803,769,807,544,546,573,575,529,94,97,93,96,95,187,163,162,78,117,118,135,148,145,71,128,179,144])).
% 1.72/1.88 cnf(870,plain,
% 1.72/1.88 (P6(a7,f10(f2(a1,a3,a4,a5,a4,a6,a7,a3,a8,a9,a6,a7)))),
% 1.72/1.88 inference(scs_inference,[],[98,111,110,100,109,106,107,102,108,101,105,103,104,657,672,588,799,803,769,805,807,811,544,546,573,250,464,575,529,94,97,93,96,95,187,163,162,78,117,118,135,148,145,71,128,179,144,184,80,130,122,170,168,142])).
% 1.72/1.88 cnf(872,plain,
% 1.72/1.88 (P31(a7,f10(f2(a1,a3,a4,a5,a4,a6,a7,a3,a8,a9,a6,a7)))),
% 1.72/1.88 inference(scs_inference,[],[98,111,110,100,109,106,107,102,108,101,105,103,104,657,672,588,799,803,769,805,807,811,544,546,573,250,464,575,529,94,97,93,96,95,187,163,162,78,117,118,135,148,145,71,128,179,144,184,80,130,122,170,168,142,143])).
% 1.72/1.88 cnf(1130,plain,
% 1.72/1.88 ($false),
% 1.72/1.88 inference(scs_inference,[],[102,111,110,109,108,106,103,105,107,104,537,872,855,857,702,706,544,546,870,575,573,94,100,93,98,96,97,95,101,139,86,146,188]),
% 1.72/1.88 ['proof']).
% 1.72/1.88 % SZS output end Proof
% 1.72/1.88 % Total time :1.220000s
%------------------------------------------------------------------------------