TSTP Solution File: LCL638+1.010 by CSE---1.6
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : LCL638+1.010 : TPTP v8.1.2. Released v4.0.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% Computer : n032.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 06:49:55 EDT 2023
% Result : Theorem 57.62s 57.82s
% Output : CNFRefutation 57.62s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.08 % Problem : LCL638+1.010 : TPTP v8.1.2. Released v4.0.0.
% 0.00/0.08 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% 0.08/0.27 % Computer : n032.cluster.edu
% 0.08/0.27 % Model : x86_64 x86_64
% 0.08/0.27 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.08/0.27 % Memory : 8042.1875MB
% 0.08/0.27 % OS : Linux 3.10.0-693.el7.x86_64
% 0.08/0.27 % CPULimit : 300
% 0.08/0.27 % WCLimit : 300
% 0.08/0.27 % DateTime : Thu Aug 24 18:27:42 EDT 2023
% 0.08/0.27 % CPUTime :
% 0.13/0.45 start to proof:theBenchmark
% 57.62/57.79 %-------------------------------------------
% 57.62/57.79 % File :CSE---1.6
% 57.62/57.79 % Problem :theBenchmark
% 57.62/57.79 % Transform :cnf
% 57.62/57.79 % Format :tptp:raw
% 57.62/57.79 % Command :java -jar mcs_scs.jar %d %s
% 57.62/57.79
% 57.62/57.79 % Result :Theorem 57.100000s
% 57.62/57.79 % Output :CNFRefutation 57.100000s
% 57.62/57.79 %-------------------------------------------
% 57.62/57.80 %------------------------------------------------------------------------------
% 57.62/57.80 % File : LCL638+1.010 : TPTP v8.1.2. Released v4.0.0.
% 57.62/57.80 % Domain : Logic Calculi (Modal Logic)
% 57.62/57.80 % Problem : In K, D & A4 & B{~p0/p0} -> T, size 10
% 57.62/57.80 % Version : Especial.
% 57.62/57.80 % English :
% 57.62/57.80
% 57.62/57.80 % Refs : [BHS00] Balsiger et al. (2000), A Benchmark Method for the Pro
% 57.62/57.80 % : [Kam08] Kaminski (2008), Email to G. Sutcliffe
% 57.62/57.80 % Source : [Kam08]
% 57.62/57.80 % Names : k_d4_p [BHS00]
% 57.62/57.80
% 57.62/57.80 % Status : Theorem
% 57.62/57.80 % Rating : 0.73 v8.1.0, 0.57 v7.5.0, 0.76 v7.4.0, 0.75 v7.3.0, 0.86 v7.2.0, 0.67 v7.1.0, 0.75 v7.0.0, 0.71 v6.3.0, 0.69 v6.2.0, 0.73 v6.1.0, 0.88 v6.0.0, 0.75 v5.5.0, 0.88 v5.4.0, 0.83 v5.3.0, 0.87 v5.2.0, 0.79 v5.0.0, 0.90 v4.1.0, 0.94 v4.0.1, 0.89 v4.0.0
% 57.62/57.80 % Syntax : Number of formulae : 1 ( 0 unt; 0 def)
% 57.62/57.80 % Number of atoms : 625 ( 0 equ)
% 57.62/57.80 % Maximal formula atoms : 625 ( 625 avg)
% 57.62/57.80 % Number of connectives : 1371 ( 747 ~; 584 |; 40 &)
% 57.62/57.80 % ( 0 <=>; 0 =>; 0 <=; 0 <~>)
% 57.62/57.80 % Maximal formula depth : 88 ( 88 avg)
% 57.62/57.80 % Maximal term depth : 1 ( 1 avg)
% 57.62/57.80 % Number of predicates : 3 ( 2 usr; 1 prp; 0-2 aty)
% 57.62/57.80 % Number of functors : 0 ( 0 usr; 0 con; --- aty)
% 57.62/57.80 % Number of variables : 516 ( 515 !; 1 ?)
% 57.62/57.80 % SPC : FOF_THM_RFO_NEQ
% 57.62/57.80
% 57.62/57.80 % Comments : A naive relational encoding of the modal logic problem into
% 57.62/57.80 % first-order logic.
% 57.62/57.80 %------------------------------------------------------------------------------
% 57.62/57.80 fof(main,conjecture,
% 57.62/57.80 ~ ? [X] :
% 57.62/57.80 ~ ( ~ ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ~ ( ~ ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ~ ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | p1(X) ) )
% 57.62/57.80 & ~ p1(X) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.80 | ~ ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ~ ( ~ ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ~ ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ~ p1(X) ) )
% 57.62/57.80 & p1(X) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.80 | ~ ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ~ ( ~ ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ~ ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ~ p1(Y) ) ) )
% 57.62/57.80 & ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ~ ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ~ p1(X) ) ) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.80 | ~ ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ~ ( ~ ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | p1(X) ) )
% 57.62/57.80 & ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | p1(Y) ) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.80 | ~ ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ~ ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | $false ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.80 | ! [X] :
% 57.62/57.80 ( ~ r1(Y,X)
% 57.62/57.80 | ! [Y] :
% 57.62/57.80 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | p1(X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | p1(Y) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ( ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | p1(Y) ) )
% 57.62/57.81 & ~ p1(Y) ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ( ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ p1(Y) ) )
% 57.62/57.81 & p1(Y) ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ( ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ p1(X) ) ) )
% 57.62/57.81 & ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ p1(Y) ) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ( ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | p1(Y) ) )
% 57.62/57.81 & ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | p1(X) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | $false ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | p1(X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | p1(Y) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ( ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | p1(X) ) )
% 57.62/57.81 & ~ p1(X) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ( ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ p1(X) ) )
% 57.62/57.81 & p1(X) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ( ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ p1(Y) ) ) )
% 57.62/57.81 & ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ p1(X) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ( ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | p1(X) ) )
% 57.62/57.81 & ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | p1(Y) ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | $false ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | p1(X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | p1(Y) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ( ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | p1(Y) ) )
% 57.62/57.81 & ~ p1(Y) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ( ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ p1(Y) ) )
% 57.62/57.81 & p1(Y) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ( ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ p1(X) ) ) )
% 57.62/57.81 & ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ p1(Y) ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ( ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | p1(Y) ) )
% 57.62/57.81 & ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | p1(X) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | $false ) ) ) ) ) ) ) )
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | p1(X)
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | p1(Y) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ( ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | p1(X) ) )
% 57.62/57.81 & ~ p1(X) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ ( ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ~ ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ~ p1(X) ) )
% 57.62/57.81 & p1(X) ) ) ) ) ) ) )
% 57.62/57.81 | ~ ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.81 ( ~ r1(Y,X)
% 57.62/57.81 | ! [Y] :
% 57.62/57.81 ( ~ r1(X,Y)
% 57.62/57.81 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ( ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ p1(Y) ) ) )
% 57.62/57.82 & ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ p1(X) ) ) ) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ( ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X) ) )
% 57.62/57.82 & ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) ) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | $false ) ) ) ) ) ) )
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) )
% 57.62/57.82 & ~ p1(Y) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ p1(Y) ) )
% 57.62/57.82 & p1(Y) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ p1(X) ) ) )
% 57.62/57.82 & ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ p1(Y) ) ) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) )
% 57.62/57.82 & ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X) ) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | $false ) ) ) ) ) )
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ( ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X) ) )
% 57.62/57.82 & ~ p1(X) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ( ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ p1(X) ) )
% 57.62/57.82 & p1(X) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ( ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ p1(Y) ) ) )
% 57.62/57.82 & ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ p1(X) ) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ( ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X) ) )
% 57.62/57.82 & ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | $false ) ) ) ) )
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) )
% 57.62/57.82 & ~ p1(Y) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ p1(Y) ) )
% 57.62/57.82 & p1(Y) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ p1(X) ) ) )
% 57.62/57.82 & ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ p1(Y) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) )
% 57.62/57.82 & ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | $false ) ) ) )
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ( ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X) ) )
% 57.62/57.82 & ~ p1(X) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ( ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ p1(X) ) )
% 57.62/57.82 & p1(X) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ( ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ p1(Y) ) ) )
% 57.62/57.82 & ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ p1(X) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ( ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X) ) )
% 57.62/57.82 & ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | $false ) ) )
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) ) ) ) ) ) ) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) )
% 57.62/57.82 & ~ p1(Y) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ p1(Y) ) )
% 57.62/57.82 & p1(Y) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ p1(X) ) ) )
% 57.62/57.82 & ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ p1(Y) ) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ( ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) )
% 57.62/57.82 & ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X) ) ) )
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ~ ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | $false ) )
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | ! [X] :
% 57.62/57.82 ( ~ r1(Y,X)
% 57.62/57.82 | p1(X)
% 57.62/57.82 | ~ ! [Y] :
% 57.62/57.82 ( ~ r1(X,Y)
% 57.62/57.82 | p1(Y) ) ) ) ) ) ) ) ) ) ) ) ) ).
% 57.62/57.82
% 57.62/57.82 %------------------------------------------------------------------------------
% 57.62/57.82 %-------------------------------------------
% 57.62/57.82 % Proof found
% 57.62/57.82 % SZS status Theorem for theBenchmark
% 57.62/57.82 % SZS output start Proof
% 57.62/57.82 %ClaNum:230(EqnAxiom:0)
% 57.62/57.82 %VarNum:2565(SingletonVarNum:795)
% 57.62/57.82 %MaxLitNum:15
% 57.62/57.82 %MaxfuncDepth:1
% 57.62/57.82 %SharedTerms:211
% 57.62/57.82 %goalClause: 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104 105 106 107 108 109 110 111 112 113 114 115 116 117 118 119 120 121 122 123 124 125 126 127 128 129 130 131 132 133 134 135 136 137 138 139 140 141 142 143 144 145 146 147 148 149 150 151 152 153 154 155 156 157 158 159 160 161 162 163 164 165 166 167 168 169 170 171 172 173 174 175 176 177 178 179 180 181 182 183 184 185 186 187 188 189 190 191 192 193 194 195 196 197 198 199 200 201 202 203 204 205 206 207 208 209 210 211 212 213 214 215 216 217 218 219 220 221 222 223 224 225 226 227 228 229 230
% 57.62/57.82 %singleGoalClaCount:110
% 57.62/57.82 [1]P1(a1,a74)
% 57.62/57.82 [2]P1(a1,a75)
% 57.62/57.82 [3]P1(a1,a80)
% 57.62/57.82 [4]P1(a1,a98)
% 57.62/57.82 [5]P1(a1,a115)
% 57.62/57.82 [6]P1(a1,a133)
% 57.62/57.82 [7]P1(a1,a2)
% 57.62/57.82 [8]P1(a1,a7)
% 57.62/57.82 [9]P1(a1,a25)
% 57.62/57.82 [10]P1(a1,a42)
% 57.62/57.82 [11]P1(a74,a151)
% 57.62/57.82 [12]P1(a151,a8)
% 57.62/57.82 [13]P1(a8,a14)
% 57.62/57.82 [14]P1(a14,a26)
% 57.62/57.82 [15]P1(a26,a43)
% 57.62/57.82 [16]P1(a43,a47)
% 57.62/57.82 [17]P1(a47,a60)
% 57.62/57.82 [18]P1(a60,a68)
% 57.62/57.82 [19]P1(a68,a71)
% 57.62/57.82 [20]P1(a75,a81)
% 57.62/57.82 [21]P1(a81,a82)
% 57.62/57.82 [22]P1(a82,a83)
% 57.62/57.82 [23]P1(a83,a84)
% 57.62/57.82 [24]P1(a84,a85)
% 57.62/57.82 [25]P1(a85,a86)
% 57.62/57.82 [26]P1(a86,a88)
% 57.62/57.82 [27]P1(a88,a89)
% 57.62/57.82 [28]P1(a89,a90)
% 57.62/57.82 [29]P1(a80,a99)
% 57.62/57.82 [30]P1(a99,a100)
% 57.62/57.82 [31]P1(a100,a101)
% 57.62/57.82 [32]P1(a101,a102)
% 57.62/57.82 [33]P1(a102,a103)
% 57.62/57.82 [34]P1(a103,a104)
% 57.62/57.82 [35]P1(a104,a105)
% 57.62/57.82 [36]P1(a105,a106)
% 57.62/57.82 [37]P1(a106,a107)
% 57.62/57.82 [38]P1(a98,a116)
% 57.62/57.82 [39]P1(a116,a117)
% 57.62/57.82 [40]P1(a117,a118)
% 57.62/57.82 [41]P1(a118,a119)
% 57.62/57.82 [42]P1(a119,a121)
% 57.62/57.82 [43]P1(a121,a122)
% 57.62/57.82 [44]P1(a122,a123)
% 57.62/57.82 [45]P1(a123,a124)
% 57.62/57.82 [46]P1(a124,a125)
% 57.62/57.82 [47]P1(a115,a134)
% 57.62/57.82 [48]P1(a134,a135)
% 57.62/57.82 [49]P1(a135,a136)
% 57.62/57.82 [50]P1(a136,a137)
% 57.62/57.82 [51]P1(a137,a138)
% 57.62/57.82 [52]P1(a138,a139)
% 57.62/57.82 [53]P1(a139,a140)
% 57.62/57.82 [54]P1(a140,a141)
% 57.62/57.82 [55]P1(a141,a143)
% 57.62/57.82 [56]P1(a133,a150)
% 57.62/57.82 [57]P1(a150,a152)
% 57.62/57.82 [58]P1(a152,a153)
% 57.62/57.82 [59]P1(a153,a154)
% 57.62/57.82 [60]P1(a154,a155)
% 57.62/57.82 [61]P1(a155,a156)
% 57.62/57.82 [62]P1(a156,a157)
% 57.62/57.82 [63]P1(a157,a158)
% 57.62/57.82 [64]P1(a158,a159)
% 57.62/57.82 [65]P1(a2,a9)
% 57.62/57.82 [66]P1(a9,a10)
% 57.62/57.82 [67]P1(a10,a11)
% 57.62/57.82 [68]P1(a11,a12)
% 57.62/57.82 [69]P1(a12,a13)
% 57.62/57.82 [70]P1(a13,a15)
% 57.62/57.82 [71]P1(a15,a16)
% 57.62/57.82 [72]P1(a16,a17)
% 57.62/57.82 [73]P1(a17,a18)
% 57.62/57.82 [74]P1(a7,a27)
% 57.62/57.82 [75]P1(a27,a28)
% 57.62/57.82 [76]P1(a28,a29)
% 57.62/57.82 [77]P1(a29,a30)
% 57.62/57.82 [78]P1(a30,a31)
% 57.62/57.82 [79]P1(a31,a32)
% 57.62/57.82 [80]P1(a32,a33)
% 57.62/57.82 [81]P1(a33,a34)
% 57.62/57.82 [82]P1(a34,a35)
% 57.62/57.82 [83]P1(a25,a44)
% 57.62/57.82 [84]P1(a44,a45)
% 57.62/57.82 [85]P1(a45,a46)
% 57.62/57.82 [86]P1(a46,a48)
% 57.62/57.82 [87]P1(a48,a49)
% 57.62/57.82 [88]P1(a49,a50)
% 57.62/57.82 [89]P1(a50,a51)
% 57.62/57.82 [90]P1(a51,a52)
% 57.62/57.82 [91]P1(a52,a53)
% 57.62/57.82 [92]P1(a42,a61)
% 57.62/57.82 [93]P1(a61,a62)
% 57.62/57.82 [94]P1(a62,a63)
% 57.62/57.82 [95]P1(a63,a64)
% 57.62/57.82 [96]P1(a64,a65)
% 57.62/57.82 [97]P1(a65,a66)
% 57.62/57.82 [98]P1(a66,a67)
% 57.62/57.82 [99]P1(a67,a69)
% 57.62/57.82 [100]P1(a69,a70)
% 57.62/57.82 [101]~P2(a71)
% 57.62/57.82 [102]~P2(a90)
% 57.62/57.82 [103]~P2(a107)
% 57.62/57.82 [104]~P2(a125)
% 57.62/57.82 [105]~P2(a143)
% 57.62/57.82 [106]~P2(a159)
% 57.62/57.82 [107]~P2(a18)
% 57.62/57.82 [108]~P2(a35)
% 57.62/57.82 [109]~P2(a53)
% 57.62/57.82 [110]~P2(a70)
% 57.62/57.82 [111]P2(x1111)+~P1(a71,x1111)
% 57.62/57.82 [112]P2(x1121)+~P1(a90,x1121)
% 57.62/57.82 [113]P2(x1131)+~P1(a107,x1131)
% 57.62/57.82 [114]P2(x1141)+~P1(a125,x1141)
% 57.62/57.82 [115]P2(x1151)+~P1(a143,x1151)
% 57.62/57.82 [116]P2(x1161)+~P1(a159,x1161)
% 57.62/57.82 [117]P2(x1171)+~P1(a18,x1171)
% 57.62/57.82 [118]P2(x1181)+~P1(a35,x1181)
% 57.62/57.82 [119]P2(x1191)+~P1(a53,x1191)
% 57.62/57.82 [120]P2(x1201)+~P1(a70,x1201)
% 57.62/57.82 [121]~P1(a1,x1211)+P1(x1211,f58(x1211))
% 57.62/57.82 [123]~P1(x1232,x1231)+~P1(a1,x1232)+P1(x1231,f36(x1232,x1231))
% 57.62/57.82 [122]~P2(x1221)+~P1(x1221,x1222)+~P1(a1,x1221)+P2(f54(x1221,x1222))
% 57.62/57.82 [125]~P1(x1251,x1252)+P2(x1251)+~P1(a1,x1251)+P1(x1252,f55(x1251,x1252))
% 57.62/57.82 [126]~P2(x1262)+~P1(x1262,x1261)+~P1(a1,x1262)+P1(x1261,f54(x1262,x1261))
% 57.62/57.82 [128]P2(x1281)+~P1(x1281,x1282)+~P1(a1,x1281)+~P2(f55(x1281,x1282))
% 57.62/57.82 [132]~P1(x1323,x1321)+~P1(x1322,x1323)+~P1(a1,x1322)+P1(x1321,f19(x1322,x1323,x1321))
% 57.62/57.82 [124]P2(x1241)+~P1(x1242,x1241)+~P1(x1243,x1242)+~P1(a1,x1243)+~P2(f59(x1243))
% 57.62/57.82 [127]~P1(x1272,x1273)+P2(x1271)+~P1(x1273,x1271)+~P1(a1,x1272)+P1(x1272,f59(x1272))
% 57.62/57.82 [131]~P2(x1312)+~P1(x1312,x1313)+~P1(x1311,x1312)+~P1(a1,x1311)+P2(f38(x1311,x1312,x1313))
% 57.62/57.82 [133]~P1(x1331,x1332)+~P1(x1333,x1331)+P2(x1331)+~P1(a1,x1333)+P1(x1332,f39(x1333,x1331,x1332))
% 57.62/57.82 [134]~P2(x1343)+~P1(x1343,x1341)+~P1(x1342,x1343)+~P1(a1,x1342)+P1(x1341,f38(x1342,x1343,x1341))
% 57.62/57.82 [135]~P1(x1352,x1353)+~P1(x1351,x1352)+~P1(a1,x1351)+P1(x1351,f56(x1351))+P2(f57(x1351,x1352,x1353))
% 57.62/57.82 [136]~P1(x1363,x1362)+~P1(x1361,x1363)+~P1(a1,x1361)+P1(x1361,f56(x1361))+P1(x1362,f57(x1361,x1363,x1362))
% 57.62/57.82 [140]P2(x1401)+~P1(x1401,x1402)+~P1(x1403,x1401)+~P1(a1,x1403)+~P2(f39(x1403,x1401,x1402))
% 57.62/57.82 [143]~P1(x1434,x1431)+~P1(x1433,x1434)+~P1(x1432,x1433)+~P1(a1,x1432)+P1(x1431,f3(x1432,x1433,x1434,x1431))
% 57.62/57.82 [129]~P1(x1293,x1292)+~P1(x1292,x1294)+P2(x1291)+~P1(x1294,x1291)+~P1(a1,x1293)+P1(x1292,f37(x1293,x1292))
% 57.62/57.82 [130]P2(x1301)+~P1(x1302,x1301)+~P1(x1303,x1302)+~P1(x1304,x1303)+~P1(a1,x1304)+~P2(f37(x1304,x1303))
% 57.62/57.82 [137]~P1(x1372,x1373)+~P1(x1371,x1372)+~P2(x1374)+~P1(a1,x1371)+~P1(f56(x1371),x1374)+P2(f57(x1371,x1372,x1373))
% 57.62/57.82 [138]~P1(x1383,x1381)+~P1(x1382,x1383)+~P2(x1384)+~P1(a1,x1382)+~P1(f56(x1382),x1384)+P1(x1381,f57(x1382,x1383,x1381))
% 57.62/57.82 [142]~P2(x1423)+~P1(x1423,x1424)+~P1(x1422,x1423)+~P1(x1421,x1422)+~P1(a1,x1421)+P2(f21(x1421,x1422,x1423,x1424))
% 57.62/57.82 [144]~P1(x1441,x1442)+~P1(x1444,x1441)+~P1(x1443,x1444)+P2(x1441)+~P1(a1,x1443)+P1(x1442,f22(x1443,x1444,x1441,x1442))
% 57.62/57.82 [145]~P2(x1454)+~P1(x1454,x1451)+~P1(x1453,x1454)+~P1(x1452,x1453)+~P1(a1,x1452)+P1(x1451,f21(x1452,x1453,x1454,x1451))
% 57.62/57.82 [146]~P1(x1463,x1464)+~P1(x1462,x1461)+~P1(x1461,x1463)+~P1(a1,x1462)+P1(x1461,f40(x1462,x1461))+P2(f41(x1462,x1461,x1463,x1464))
% 57.62/57.82 [147]~P1(x1474,x1473)+~P1(x1472,x1471)+~P1(x1471,x1474)+~P1(a1,x1472)+P1(x1471,f40(x1472,x1471))+P1(x1473,f41(x1472,x1471,x1474,x1473))
% 57.62/57.82 [151]P2(x1511)+~P1(x1511,x1512)+~P1(x1513,x1511)+~P1(x1514,x1513)+~P1(a1,x1514)+~P2(f22(x1514,x1513,x1511,x1512))
% 57.62/57.82 [154]~P1(x1545,x1541)+~P1(x1544,x1545)+~P1(x1543,x1544)+~P1(x1542,x1543)+~P1(a1,x1542)+P1(x1541,f144(x1542,x1543,x1544,x1545,x1541))
% 57.62/57.82 [139]~P1(x1394,x1392)+~P1(x1393,x1394)+~P1(x1392,x1395)+P2(x1391)+~P1(x1395,x1391)+~P1(a1,x1393)+P1(x1392,f20(x1393,x1394,x1392))
% 57.62/57.82 [141]P2(x1411)+~P1(x1412,x1411)+~P1(x1413,x1412)+~P1(x1414,x1413)+~P1(x1415,x1414)+~P1(a1,x1415)+~P2(f20(x1415,x1414,x1413))
% 57.62/57.82 [149]~P1(x1493,x1494)+~P1(x1492,x1493)+~P1(x1491,x1492)+~P2(x1495)+~P1(a1,x1491)+~P1(f40(x1491,x1492),x1495)+P2(f41(x1491,x1492,x1493,x1494))
% 57.62/57.82 [150]~P1(x1504,x1501)+~P1(x1503,x1504)+~P1(x1502,x1503)+~P2(x1505)+~P1(a1,x1502)+~P1(f40(x1502,x1503),x1505)+P1(x1501,f41(x1502,x1503,x1504,x1501))
% 57.62/57.82 [153]~P2(x1534)+~P1(x1534,x1535)+~P1(x1533,x1534)+~P1(x1532,x1533)+~P1(x1531,x1532)+~P1(a1,x1531)+P2(f160(x1531,x1532,x1533,x1534,x1535))
% 57.62/57.82 [155]~P1(x1551,x1552)+~P1(x1555,x1551)+~P1(x1554,x1555)+~P1(x1553,x1554)+P2(x1551)+~P1(a1,x1553)+P1(x1552,f161(x1553,x1554,x1555,x1551,x1552))
% 57.62/57.82 [156]~P2(x1565)+~P1(x1565,x1561)+~P1(x1564,x1565)+~P1(x1563,x1564)+~P1(x1562,x1563)+~P1(a1,x1562)+P1(x1561,f160(x1562,x1563,x1564,x1565,x1561))
% 57.62/57.82 [158]~P1(x1584,x1585)+~P1(x1583,x1581)+~P1(x1582,x1583)+~P1(x1581,x1584)+~P1(a1,x1582)+P1(x1581,f23(x1582,x1583,x1581))+P2(f24(x1582,x1583,x1581,x1584,x1585))
% 57.62/57.82 [159]~P1(x1595,x1594)+~P1(x1593,x1591)+~P1(x1592,x1593)+~P1(x1591,x1595)+~P1(a1,x1592)+P1(x1591,f23(x1592,x1593,x1591))+P1(x1594,f24(x1592,x1593,x1591,x1595,x1594))
% 57.62/57.82 [162]P2(x1621)+~P1(x1621,x1622)+~P1(x1623,x1621)+~P1(x1624,x1623)+~P1(x1625,x1624)+~P1(a1,x1625)+~P2(f161(x1625,x1624,x1623,x1621,x1622))
% 57.62/57.82 [165]~P1(x1656,x1651)+~P1(x1655,x1656)+~P1(x1654,x1655)+~P1(x1653,x1654)+~P1(x1652,x1653)+~P1(a1,x1652)+P1(x1651,f126(x1652,x1653,x1654,x1655,x1656,x1651))
% 57.62/57.82 [148]~P1(x1485,x1482)+~P1(x1484,x1485)+~P1(x1483,x1484)+~P1(x1482,x1486)+P2(x1481)+~P1(x1486,x1481)+~P1(a1,x1483)+P1(x1482,f4(x1483,x1484,x1485,x1482))
% 57.62/57.82 [152]P2(x1521)+~P1(x1522,x1521)+~P1(x1523,x1522)+~P1(x1524,x1523)+~P1(x1525,x1524)+~P1(x1526,x1525)+~P1(a1,x1526)+~P2(f4(x1526,x1525,x1524,x1523))
% 57.62/57.82 [160]~P1(x1604,x1605)+~P1(x1603,x1604)+~P1(x1602,x1603)+~P1(x1601,x1602)+~P2(x1606)+~P1(a1,x1601)+~P1(f23(x1601,x1602,x1603),x1606)+P2(f24(x1601,x1602,x1603,x1604,x1605))
% 57.62/57.82 [161]~P1(x1615,x1611)+~P1(x1614,x1615)+~P1(x1613,x1614)+~P1(x1612,x1613)+~P2(x1616)+~P1(a1,x1612)+~P1(f23(x1612,x1613,x1614),x1616)+P1(x1611,f24(x1612,x1613,x1614,x1615,x1611))
% 57.62/57.82 [164]~P2(x1645)+~P1(x1645,x1646)+~P1(x1644,x1645)+~P1(x1643,x1644)+~P1(x1642,x1643)+~P1(x1641,x1642)+~P1(a1,x1641)+P2(f146(x1641,x1642,x1643,x1644,x1645,x1646))
% 57.62/57.82 [166]~P1(x1661,x1662)+~P1(x1666,x1661)+~P1(x1665,x1666)+~P1(x1664,x1665)+~P1(x1663,x1664)+P2(x1661)+~P1(a1,x1663)+P1(x1662,f147(x1663,x1664,x1665,x1666,x1661,x1662))
% 57.62/57.82 [167]~P2(x1676)+~P1(x1676,x1671)+~P1(x1675,x1676)+~P1(x1674,x1675)+~P1(x1673,x1674)+~P1(x1672,x1673)+~P1(a1,x1672)+P1(x1671,f146(x1672,x1673,x1674,x1675,x1676,x1671))
% 57.62/57.82 [169]~P1(x1695,x1696)+~P1(x1694,x1691)+~P1(x1693,x1694)+~P1(x1692,x1693)+~P1(x1691,x1695)+~P1(a1,x1692)+P1(x1691,f5(x1692,x1693,x1694,x1691))+P2(f6(x1692,x1693,x1694,x1691,x1695,x1696))
% 57.62/57.82 [170]~P1(x1706,x1705)+~P1(x1704,x1701)+~P1(x1703,x1704)+~P1(x1702,x1703)+~P1(x1701,x1706)+~P1(a1,x1702)+P1(x1701,f5(x1702,x1703,x1704,x1701))+P1(x1705,f6(x1702,x1703,x1704,x1701,x1706,x1705))
% 57.62/57.82 [173]P2(x1731)+~P1(x1731,x1732)+~P1(x1733,x1731)+~P1(x1734,x1733)+~P1(x1735,x1734)+~P1(x1736,x1735)+~P1(a1,x1736)+~P2(f147(x1736,x1735,x1734,x1733,x1731,x1732))
% 57.62/57.82 [176]~P1(x1767,x1761)+~P1(x1766,x1767)+~P1(x1765,x1766)+~P1(x1764,x1765)+~P1(x1763,x1764)+~P1(x1762,x1763)+~P1(a1,x1762)+P1(x1761,f108(x1762,x1763,x1764,x1765,x1766,x1767,x1761))
% 57.62/57.82 [157]~P1(x1576,x1572)+~P1(x1575,x1576)+~P1(x1574,x1575)+~P1(x1573,x1574)+~P1(x1572,x1577)+P2(x1571)+~P1(x1577,x1571)+~P1(a1,x1573)+P1(x1572,f145(x1573,x1574,x1575,x1576,x1572))
% 57.62/57.82 [163]P2(x1631)+~P1(x1632,x1631)+~P1(x1633,x1632)+~P1(x1634,x1633)+~P1(x1635,x1634)+~P1(x1636,x1635)+~P1(x1637,x1636)+~P1(a1,x1637)+~P2(f145(x1637,x1636,x1635,x1634,x1633))
% 57.62/57.82 [171]~P1(x1715,x1716)+~P1(x1714,x1715)+~P1(x1713,x1714)+~P1(x1712,x1713)+~P1(x1711,x1712)+~P2(x1717)+~P1(a1,x1711)+~P1(f5(x1711,x1712,x1713,x1714),x1717)+P2(f6(x1711,x1712,x1713,x1714,x1715,x1716))
% 57.62/57.82 [172]~P1(x1726,x1721)+~P1(x1725,x1726)+~P1(x1724,x1725)+~P1(x1723,x1724)+~P1(x1722,x1723)+~P2(x1727)+~P1(a1,x1722)+~P1(f5(x1722,x1723,x1724,x1725),x1727)+P1(x1721,f6(x1722,x1723,x1724,x1725,x1726,x1721))
% 57.62/57.82 [175]~P2(x1756)+~P1(x1756,x1757)+~P1(x1755,x1756)+~P1(x1754,x1755)+~P1(x1753,x1754)+~P1(x1752,x1753)+~P1(x1751,x1752)+~P1(a1,x1751)+P2(f128(x1751,x1752,x1753,x1754,x1755,x1756,x1757))
% 57.62/57.82 [177]~P1(x1771,x1772)+~P1(x1777,x1771)+~P1(x1776,x1777)+~P1(x1775,x1776)+~P1(x1774,x1775)+~P1(x1773,x1774)+P2(x1771)+~P1(a1,x1773)+P1(x1772,f129(x1773,x1774,x1775,x1776,x1777,x1771,x1772))
% 57.62/57.82 [178]~P2(x1787)+~P1(x1787,x1781)+~P1(x1786,x1787)+~P1(x1785,x1786)+~P1(x1784,x1785)+~P1(x1783,x1784)+~P1(x1782,x1783)+~P1(a1,x1782)+P1(x1781,f128(x1782,x1783,x1784,x1785,x1786,x1787,x1781))
% 57.62/57.82 [180]~P1(x1806,x1807)+~P1(x1805,x1801)+~P1(x1804,x1805)+~P1(x1803,x1804)+~P1(x1802,x1803)+~P1(x1801,x1806)+~P1(a1,x1802)+P1(x1801,f148(x1802,x1803,x1804,x1805,x1801))+P2(f149(x1802,x1803,x1804,x1805,x1801,x1806,x1807))
% 57.62/57.82 [181]~P1(x1817,x1816)+~P1(x1815,x1811)+~P1(x1814,x1815)+~P1(x1813,x1814)+~P1(x1812,x1813)+~P1(x1811,x1817)+~P1(a1,x1812)+P1(x1811,f148(x1812,x1813,x1814,x1815,x1811))+P1(x1816,f149(x1812,x1813,x1814,x1815,x1811,x1817,x1816))
% 57.62/57.82 [184]P2(x1841)+~P1(x1841,x1842)+~P1(x1843,x1841)+~P1(x1844,x1843)+~P1(x1845,x1844)+~P1(x1846,x1845)+~P1(x1847,x1846)+~P1(a1,x1847)+~P2(f129(x1847,x1846,x1845,x1844,x1843,x1841,x1842))
% 57.62/57.82 [187]~P1(x1878,x1871)+~P1(x1877,x1878)+~P1(x1876,x1877)+~P1(x1875,x1876)+~P1(x1874,x1875)+~P1(x1873,x1874)+~P1(x1872,x1873)+~P1(a1,x1872)+P1(x1871,f91(x1872,x1873,x1874,x1875,x1876,x1877,x1878,x1871))
% 57.62/57.82 [168]~P1(x1687,x1682)+~P1(x1686,x1687)+~P1(x1685,x1686)+~P1(x1684,x1685)+~P1(x1683,x1684)+~P1(x1682,x1688)+P2(x1681)+~P1(x1688,x1681)+~P1(a1,x1683)+P1(x1682,f127(x1683,x1684,x1685,x1686,x1687,x1682))
% 57.62/57.82 [174]P2(x1741)+~P1(x1742,x1741)+~P1(x1743,x1742)+~P1(x1744,x1743)+~P1(x1745,x1744)+~P1(x1746,x1745)+~P1(x1747,x1746)+~P1(x1748,x1747)+~P1(a1,x1748)+~P2(f127(x1748,x1747,x1746,x1745,x1744,x1743))
% 57.62/57.82 [182]~P1(x1826,x1827)+~P1(x1825,x1826)+~P1(x1824,x1825)+~P1(x1823,x1824)+~P1(x1822,x1823)+~P1(x1821,x1822)+~P2(x1828)+~P1(a1,x1821)+~P1(f148(x1821,x1822,x1823,x1824,x1825),x1828)+P2(f149(x1821,x1822,x1823,x1824,x1825,x1826,x1827))
% 57.62/57.82 [183]~P1(x1837,x1831)+~P1(x1836,x1837)+~P1(x1835,x1836)+~P1(x1834,x1835)+~P1(x1833,x1834)+~P1(x1832,x1833)+~P2(x1838)+~P1(a1,x1832)+~P1(f148(x1832,x1833,x1834,x1835,x1836),x1838)+P1(x1831,f149(x1832,x1833,x1834,x1835,x1836,x1837,x1831))
% 57.62/57.82 [186]~P2(x1867)+~P1(x1867,x1868)+~P1(x1866,x1867)+~P1(x1865,x1866)+~P1(x1864,x1865)+~P1(x1863,x1864)+~P1(x1862,x1863)+~P1(x1861,x1862)+~P1(a1,x1861)+P2(f110(x1861,x1862,x1863,x1864,x1865,x1866,x1867,x1868))
% 57.62/57.82 [188]~P1(x1881,x1882)+~P1(x1888,x1881)+~P1(x1887,x1888)+~P1(x1886,x1887)+~P1(x1885,x1886)+~P1(x1884,x1885)+~P1(x1883,x1884)+P2(x1881)+~P1(a1,x1883)+P1(x1882,f111(x1883,x1884,x1885,x1886,x1887,x1888,x1881,x1882))
% 57.62/57.82 [189]~P2(x1898)+~P1(x1898,x1891)+~P1(x1897,x1898)+~P1(x1896,x1897)+~P1(x1895,x1896)+~P1(x1894,x1895)+~P1(x1893,x1894)+~P1(x1892,x1893)+~P1(a1,x1892)+P1(x1891,f110(x1892,x1893,x1894,x1895,x1896,x1897,x1898,x1891))
% 57.62/57.82 [191]~P1(x1917,x1918)+~P1(x1916,x1911)+~P1(x1915,x1916)+~P1(x1914,x1915)+~P1(x1913,x1914)+~P1(x1912,x1913)+~P1(x1911,x1917)+~P1(a1,x1912)+P1(x1911,f130(x1912,x1913,x1914,x1915,x1916,x1911))+P2(f131(x1912,x1913,x1914,x1915,x1916,x1911,x1917,x1918))
% 57.62/57.82 [192]~P1(x1928,x1927)+~P1(x1926,x1921)+~P1(x1925,x1926)+~P1(x1924,x1925)+~P1(x1923,x1924)+~P1(x1922,x1923)+~P1(x1921,x1928)+~P1(a1,x1922)+P1(x1921,f130(x1922,x1923,x1924,x1925,x1926,x1921))+P1(x1927,f131(x1922,x1923,x1924,x1925,x1926,x1921,x1928,x1927))
% 57.62/57.82 [195]P2(x1951)+~P1(x1951,x1952)+~P1(x1953,x1951)+~P1(x1954,x1953)+~P1(x1955,x1954)+~P1(x1956,x1955)+~P1(x1957,x1956)+~P1(x1958,x1957)+~P1(a1,x1958)+~P2(f111(x1958,x1957,x1956,x1955,x1954,x1953,x1951,x1952))
% 57.62/57.82 [198]~P1(x1989,x1981)+~P1(x1988,x1989)+~P1(x1987,x1988)+~P1(x1986,x1987)+~P1(x1985,x1986)+~P1(x1984,x1985)+~P1(x1983,x1984)+~P1(x1982,x1983)+~P1(a1,x1982)+P1(x1981,f76(x1982,x1983,x1984,x1985,x1986,x1987,x1988,x1989,x1981))
% 57.62/57.82 [179]~P1(x1798,x1792)+~P1(x1797,x1798)+~P1(x1796,x1797)+~P1(x1795,x1796)+~P1(x1794,x1795)+~P1(x1793,x1794)+~P1(x1792,x1799)+P2(x1791)+~P1(x1799,x1791)+~P1(a1,x1793)+P1(x1792,f109(x1793,x1794,x1795,x1796,x1797,x1798,x1792))
% 57.62/57.82 [185]P2(x1851)+~P1(x1852,x1851)+~P1(x1853,x1852)+~P1(x1854,x1853)+~P1(x1855,x1854)+~P1(x1856,x1855)+~P1(x1857,x1856)+~P1(x1858,x1857)+~P1(x1859,x1858)+~P1(a1,x1859)+~P2(f109(x1859,x1858,x1857,x1856,x1855,x1854,x1853))
% 57.62/57.82 [193]~P1(x1937,x1938)+~P1(x1936,x1937)+~P1(x1935,x1936)+~P1(x1934,x1935)+~P1(x1933,x1934)+~P1(x1932,x1933)+~P1(x1931,x1932)+~P2(x1939)+~P1(a1,x1931)+~P1(f130(x1931,x1932,x1933,x1934,x1935,x1936),x1939)+P2(f131(x1931,x1932,x1933,x1934,x1935,x1936,x1937,x1938))
% 57.62/57.82 [194]~P1(x1948,x1941)+~P1(x1947,x1948)+~P1(x1946,x1947)+~P1(x1945,x1946)+~P1(x1944,x1945)+~P1(x1943,x1944)+~P1(x1942,x1943)+~P2(x1949)+~P1(a1,x1942)+~P1(f130(x1942,x1943,x1944,x1945,x1946,x1947),x1949)+P1(x1941,f131(x1942,x1943,x1944,x1945,x1946,x1947,x1948,x1941))
% 57.62/57.82 [197]~P2(x1978)+~P1(x1978,x1979)+~P1(x1977,x1978)+~P1(x1976,x1977)+~P1(x1975,x1976)+~P1(x1974,x1975)+~P1(x1973,x1974)+~P1(x1972,x1973)+~P1(x1971,x1972)+~P1(a1,x1971)+P2(f93(x1971,x1972,x1973,x1974,x1975,x1976,x1977,x1978,x1979))
% 57.62/57.82 [199]~P1(x1991,x1992)+~P1(x1999,x1991)+~P1(x1998,x1999)+~P1(x1997,x1998)+~P1(x1996,x1997)+~P1(x1995,x1996)+~P1(x1994,x1995)+~P1(x1993,x1994)+P2(x1991)+~P1(a1,x1993)+P1(x1992,f94(x1993,x1994,x1995,x1996,x1997,x1998,x1999,x1991,x1992))
% 57.62/57.82 [200]~P2(x2009)+~P1(x2009,x2001)+~P1(x2008,x2009)+~P1(x2007,x2008)+~P1(x2006,x2007)+~P1(x2005,x2006)+~P1(x2004,x2005)+~P1(x2003,x2004)+~P1(x2002,x2003)+~P1(a1,x2002)+P1(x2001,f93(x2002,x2003,x2004,x2005,x2006,x2007,x2008,x2009,x2001))
% 57.62/57.82 [202]~P1(x2028,x2029)+~P1(x2027,x2021)+~P1(x2026,x2027)+~P1(x2025,x2026)+~P1(x2024,x2025)+~P1(x2023,x2024)+~P1(x2022,x2023)+~P1(x2021,x2028)+~P1(a1,x2022)+P1(x2021,f113(x2022,x2023,x2024,x2025,x2026,x2027,x2021))+P2(f114(x2022,x2023,x2024,x2025,x2026,x2027,x2021,x2028,x2029))
% 57.62/57.82 [203]~P1(x2039,x2038)+~P1(x2037,x2031)+~P1(x2036,x2037)+~P1(x2035,x2036)+~P1(x2034,x2035)+~P1(x2033,x2034)+~P1(x2032,x2033)+~P1(x2031,x2039)+~P1(a1,x2032)+P1(x2031,f113(x2032,x2033,x2034,x2035,x2036,x2037,x2031))+P1(x2038,f114(x2032,x2033,x2034,x2035,x2036,x2037,x2031,x2039,x2038))
% 57.62/57.82 [206]P2(x2061)+~P1(x2061,x2062)+~P1(x2063,x2061)+~P1(x2064,x2063)+~P1(x2065,x2064)+~P1(x2066,x2065)+~P1(x2067,x2066)+~P1(x2068,x2067)+~P1(x2069,x2068)+~P1(a1,x2069)+~P2(f94(x2069,x2068,x2067,x2066,x2065,x2064,x2063,x2061,x2062))
% 57.62/57.82 [209]~P1(x20910,x2091)+~P1(x2099,x20910)+~P1(x2098,x2099)+~P1(x2097,x2098)+~P1(x2096,x2097)+~P1(x2095,x2096)+~P1(x2094,x2095)+~P1(x2093,x2094)+~P1(x2092,x2093)+~P1(a1,x2092)+P1(x2091,f142(x2092,x2093,x2094,x2095,x2096,x2097,x2098,x2099,x20910,x2091))
% 57.62/57.82 [190]~P1(x1909,x1902)+~P1(x1908,x1909)+~P1(x1907,x1908)+~P1(x1906,x1907)+~P1(x1905,x1906)+~P1(x1904,x1905)+~P1(x1903,x1904)+~P1(x1902,x19010)+P2(x1901)+~P1(x19010,x1901)+~P1(a1,x1903)+P1(x1902,f92(x1903,x1904,x1905,x1906,x1907,x1908,x1909,x1902))
% 57.62/57.82 [196]P2(x1961)+~P1(x1962,x1961)+~P1(x1963,x1962)+~P1(x1964,x1963)+~P1(x1965,x1964)+~P1(x1966,x1965)+~P1(x1967,x1966)+~P1(x1968,x1967)+~P1(x1969,x1968)+~P1(x19610,x1969)+~P1(a1,x19610)+~P2(f92(x19610,x1969,x1968,x1967,x1966,x1965,x1964,x1963))
% 57.62/57.82 [204]~P1(x2048,x2049)+~P1(x2047,x2048)+~P1(x2046,x2047)+~P1(x2045,x2046)+~P1(x2044,x2045)+~P1(x2043,x2044)+~P1(x2042,x2043)+~P1(x2041,x2042)+~P2(x20410)+~P1(a1,x2041)+~P1(f113(x2041,x2042,x2043,x2044,x2045,x2046,x2047),x20410)+P2(f114(x2041,x2042,x2043,x2044,x2045,x2046,x2047,x2048,x2049))
% 57.62/57.82 [205]~P1(x2059,x2051)+~P1(x2058,x2059)+~P1(x2057,x2058)+~P1(x2056,x2057)+~P1(x2055,x2056)+~P1(x2054,x2055)+~P1(x2053,x2054)+~P1(x2052,x2053)+~P2(x20510)+~P1(a1,x2052)+~P1(f113(x2052,x2053,x2054,x2055,x2056,x2057,x2058),x20510)+P1(x2051,f114(x2052,x2053,x2054,x2055,x2056,x2057,x2058,x2059,x2051))
% 57.62/57.82 [208]~P2(x2089)+~P1(x2089,x20810)+~P1(x2088,x2089)+~P1(x2087,x2088)+~P1(x2086,x2087)+~P1(x2085,x2086)+~P1(x2084,x2085)+~P1(x2083,x2084)+~P1(x2082,x2083)+~P1(x2081,x2082)+~P1(a1,x2081)+P2(f72(x2081,x2082,x2083,x2084,x2085,x2086,x2087,x2088,x2089,x20810))
% 57.62/57.82 [210]~P1(x2101,x2102)+~P1(x21010,x2101)+~P1(x2109,x21010)+~P1(x2108,x2109)+~P1(x2107,x2108)+~P1(x2106,x2107)+~P1(x2105,x2106)+~P1(x2104,x2105)+~P1(x2103,x2104)+P2(x2101)+~P1(a1,x2103)+P1(x2102,f73(x2103,x2104,x2105,x2106,x2107,x2108,x2109,x21010,x2101,x2102))
% 57.62/57.82 [211]~P2(x21110)+~P1(x21110,x2111)+~P1(x2119,x21110)+~P1(x2118,x2119)+~P1(x2117,x2118)+~P1(x2116,x2117)+~P1(x2115,x2116)+~P1(x2114,x2115)+~P1(x2113,x2114)+~P1(x2112,x2113)+~P1(a1,x2112)+P1(x2111,f72(x2112,x2113,x2114,x2115,x2116,x2117,x2118,x2119,x21110,x2111))
% 57.62/57.82 [213]~P1(x2139,x21310)+~P1(x2138,x2131)+~P1(x2137,x2138)+~P1(x2136,x2137)+~P1(x2135,x2136)+~P1(x2134,x2135)+~P1(x2133,x2134)+~P1(x2132,x2133)+~P1(x2131,x2139)+~P1(a1,x2132)+P1(x2131,f95(x2132,x2133,x2134,x2135,x2136,x2137,x2138,x2131))+P2(f96(x2132,x2133,x2134,x2135,x2136,x2137,x2138,x2131,x2139,x21310))
% 57.62/57.82 [214]~P1(x21410,x2149)+~P1(x2148,x2141)+~P1(x2147,x2148)+~P1(x2146,x2147)+~P1(x2145,x2146)+~P1(x2144,x2145)+~P1(x2143,x2144)+~P1(x2142,x2143)+~P1(x2141,x21410)+~P1(a1,x2142)+P1(x2141,f95(x2142,x2143,x2144,x2145,x2146,x2147,x2148,x2141))+P1(x2149,f96(x2142,x2143,x2144,x2145,x2146,x2147,x2148,x2141,x21410,x2149))
% 57.62/57.82 [217]P2(x2171)+~P1(x2171,x2172)+~P1(x2173,x2171)+~P1(x2174,x2173)+~P1(x2175,x2174)+~P1(x2176,x2175)+~P1(x2177,x2176)+~P1(x2178,x2177)+~P1(x2179,x2178)+~P1(x21710,x2179)+~P1(a1,x21710)+~P2(f73(x21710,x2179,x2178,x2177,x2176,x2175,x2174,x2173,x2171,x2172))
% 57.62/57.82 [201]~P1(x20110,x2012)+~P1(x2019,x20110)+~P1(x2018,x2019)+~P1(x2017,x2018)+~P1(x2016,x2017)+~P1(x2015,x2016)+~P1(x2014,x2015)+~P1(x2013,x2014)+~P1(x2012,x20111)+P2(x2011)+~P1(x20111,x2011)+~P1(a1,x2013)+P1(x2012,f77(x2013,x2014,x2015,x2016,x2017,x2018,x2019,x20110,x2012))
% 57.62/57.82 [207]P2(x2071)+~P1(x2072,x2071)+~P1(x2073,x2072)+~P1(x2074,x2073)+~P1(x2075,x2074)+~P1(x2076,x2075)+~P1(x2077,x2076)+~P1(x2078,x2077)+~P1(x2079,x2078)+~P1(x20710,x2079)+~P1(x20711,x20710)+~P1(a1,x20711)+~P2(f77(x20711,x20710,x2079,x2078,x2077,x2076,x2075,x2074,x2073))
% 57.62/57.82 [215]~P1(x2159,x21510)+~P1(x2158,x2159)+~P1(x2157,x2158)+~P1(x2156,x2157)+~P1(x2155,x2156)+~P1(x2154,x2155)+~P1(x2153,x2154)+~P1(x2152,x2153)+~P1(x2151,x2152)+~P2(x21511)+~P1(a1,x2151)+~P1(f95(x2151,x2152,x2153,x2154,x2155,x2156,x2157,x2158),x21511)+P2(f96(x2151,x2152,x2153,x2154,x2155,x2156,x2157,x2158,x2159,x21510))
% 57.62/57.82 [216]~P1(x21610,x2161)+~P1(x2169,x21610)+~P1(x2168,x2169)+~P1(x2167,x2168)+~P1(x2166,x2167)+~P1(x2165,x2166)+~P1(x2164,x2165)+~P1(x2163,x2164)+~P1(x2162,x2163)+~P2(x21611)+~P1(a1,x2162)+~P1(f95(x2162,x2163,x2164,x2165,x2166,x2167,x2168,x2169),x21611)+P1(x2161,f96(x2162,x2163,x2164,x2165,x2166,x2167,x2168,x2169,x21610,x2161))
% 57.62/57.82 [219]~P2(x21910)+~P1(x21910,x21911)+~P1(x2199,x21910)+~P1(x2198,x2199)+~P1(x2197,x2198)+~P1(x2196,x2197)+~P1(x2195,x2196)+~P1(x2194,x2195)+~P1(x2193,x2194)+~P1(x2192,x2193)+~P1(x2191,x2192)+~P1(a1,x2191)+P2(f97(x2191,x2192,x2193,x2194,x2195,x2196,x2197,x2198,x2199,x21910,x21911))
% 57.62/57.82 [220]~P1(x2201,x2202)+~P1(x22011,x2201)+~P1(x22010,x22011)+~P1(x2209,x22010)+~P1(x2208,x2209)+~P1(x2207,x2208)+~P1(x2206,x2207)+~P1(x2205,x2206)+~P1(x2204,x2205)+~P1(x2203,x2204)+P2(x2201)+~P1(a1,x2203)+P1(x2202,f87(x2203,x2204,x2205,x2206,x2207,x2208,x2209,x22010,x22011,x2201,x2202))
% 57.62/57.82 [221]~P2(x22111)+~P1(x22111,x2211)+~P1(x22110,x22111)+~P1(x2219,x22110)+~P1(x2218,x2219)+~P1(x2217,x2218)+~P1(x2216,x2217)+~P1(x2215,x2216)+~P1(x2214,x2215)+~P1(x2213,x2214)+~P1(x2212,x2213)+~P1(a1,x2212)+P1(x2211,f97(x2212,x2213,x2214,x2215,x2216,x2217,x2218,x2219,x22110,x22111,x2211))
% 57.62/57.82 [222]~P1(x22210,x22211)+~P1(x2229,x2221)+~P1(x2228,x2229)+~P1(x2227,x2228)+~P1(x2226,x2227)+~P1(x2225,x2226)+~P1(x2224,x2225)+~P1(x2223,x2224)+~P1(x2222,x2223)+~P1(x2221,x22210)+~P1(a1,x2222)+P1(x2221,f78(x2222,x2223,x2224,x2225,x2226,x2227,x2228,x2229,x2221))+P2(f79(x2222,x2223,x2224,x2225,x2226,x2227,x2228,x2229,x2221,x22210,x22211))
% 57.62/57.82 [223]~P1(x22311,x22310)+~P1(x2239,x2231)+~P1(x2238,x2239)+~P1(x2237,x2238)+~P1(x2236,x2237)+~P1(x2235,x2236)+~P1(x2234,x2235)+~P1(x2233,x2234)+~P1(x2232,x2233)+~P1(x2231,x22311)+~P1(a1,x2232)+P1(x2231,f78(x2232,x2233,x2234,x2235,x2236,x2237,x2238,x2239,x2231))+P1(x22310,f79(x2232,x2233,x2234,x2235,x2236,x2237,x2238,x2239,x2231,x22311,x22310))
% 57.62/57.82 [226]P2(x2261)+~P1(x2261,x2262)+~P1(x2263,x2261)+~P1(x2264,x2263)+~P1(x2265,x2264)+~P1(x2266,x2265)+~P1(x2267,x2266)+~P1(x2268,x2267)+~P1(x2269,x2268)+~P1(x22610,x2269)+~P1(x22611,x22610)+~P1(a1,x22611)+~P2(f87(x22611,x22610,x2269,x2268,x2267,x2266,x2265,x2264,x2263,x2261,x2262))
% 57.62/57.82 [212]~P1(x21211,x2122)+~P1(x21210,x21211)+~P1(x2129,x21210)+~P1(x2128,x2129)+~P1(x2127,x2128)+~P1(x2126,x2127)+~P1(x2125,x2126)+~P1(x2124,x2125)+~P1(x2123,x2124)+~P1(x2122,x21212)+P2(x2121)+~P1(x21212,x2121)+~P1(a1,x2123)+P1(x2122,f132(x2123,x2124,x2125,x2126,x2127,x2128,x2129,x21210,x21211,x2122))
% 57.62/57.82 [218]P2(x2181)+~P1(x2182,x2181)+~P1(x2183,x2182)+~P1(x2184,x2183)+~P1(x2185,x2184)+~P1(x2186,x2185)+~P1(x2187,x2186)+~P1(x2188,x2187)+~P1(x2189,x2188)+~P1(x21810,x2189)+~P1(x21811,x21810)+~P1(x21812,x21811)+~P1(a1,x21812)+~P2(f132(x21812,x21811,x21810,x2189,x2188,x2187,x2186,x2185,x2184,x2183))
% 57.62/57.82 [224]~P1(x22410,x22411)+~P1(x2249,x22410)+~P1(x2248,x2249)+~P1(x2247,x2248)+~P1(x2246,x2247)+~P1(x2245,x2246)+~P1(x2244,x2245)+~P1(x2243,x2244)+~P1(x2242,x2243)+~P1(x2241,x2242)+~P2(x22412)+~P1(a1,x2241)+~P1(f78(x2241,x2242,x2243,x2244,x2245,x2246,x2247,x2248,x2249),x22412)+P2(f79(x2241,x2242,x2243,x2244,x2245,x2246,x2247,x2248,x2249,x22410,x22411))
% 57.62/57.82 [225]~P1(x22511,x2251)+~P1(x22510,x22511)+~P1(x2259,x22510)+~P1(x2258,x2259)+~P1(x2257,x2258)+~P1(x2256,x2257)+~P1(x2255,x2256)+~P1(x2254,x2255)+~P1(x2253,x2254)+~P1(x2252,x2253)+~P2(x22512)+~P1(a1,x2252)+~P1(f78(x2252,x2253,x2254,x2255,x2256,x2257,x2258,x2259,x22510),x22512)+P1(x2251,f79(x2252,x2253,x2254,x2255,x2256,x2257,x2258,x2259,x22510,x22511,x2251))
% 57.62/57.82 [227]~P1(x22711,x22712)+~P1(x22710,x2271)+~P1(x2279,x22710)+~P1(x2278,x2279)+~P1(x2277,x2278)+~P1(x2276,x2277)+~P1(x2275,x2276)+~P1(x2274,x2275)+~P1(x2273,x2274)+~P1(x2272,x2273)+~P1(x2271,x22711)+~P1(a1,x2272)+P1(x2271,f120(x2272,x2273,x2274,x2275,x2276,x2277,x2278,x2279,x22710,x2271))+P2(f112(x2272,x2273,x2274,x2275,x2276,x2277,x2278,x2279,x22710,x2271,x22711,x22712))
% 57.62/57.82 [228]~P1(x22812,x22811)+~P1(x22810,x2281)+~P1(x2289,x22810)+~P1(x2288,x2289)+~P1(x2287,x2288)+~P1(x2286,x2287)+~P1(x2285,x2286)+~P1(x2284,x2285)+~P1(x2283,x2284)+~P1(x2282,x2283)+~P1(x2281,x22812)+~P1(a1,x2282)+P1(x2281,f120(x2282,x2283,x2284,x2285,x2286,x2287,x2288,x2289,x22810,x2281))+P1(x22811,f112(x2282,x2283,x2284,x2285,x2286,x2287,x2288,x2289,x22810,x2281,x22812,x22811))
% 57.62/57.82 [229]~P1(x22911,x22912)+~P1(x22910,x22911)+~P1(x2299,x22910)+~P1(x2298,x2299)+~P1(x2297,x2298)+~P1(x2296,x2297)+~P1(x2295,x2296)+~P1(x2294,x2295)+~P1(x2293,x2294)+~P1(x2292,x2293)+~P1(x2291,x2292)+~P2(x22913)+~P1(a1,x2291)+~P1(f120(x2291,x2292,x2293,x2294,x2295,x2296,x2297,x2298,x2299,x22910),x22913)+P2(f112(x2291,x2292,x2293,x2294,x2295,x2296,x2297,x2298,x2299,x22910,x22911,x22912))
% 57.62/57.83 [230]~P1(x23012,x2301)+~P1(x23011,x23012)+~P1(x23010,x23011)+~P1(x2309,x23010)+~P1(x2308,x2309)+~P1(x2307,x2308)+~P1(x2306,x2307)+~P1(x2305,x2306)+~P1(x2304,x2305)+~P1(x2303,x2304)+~P1(x2302,x2303)+~P2(x23013)+~P1(a1,x2302)+~P1(f120(x2302,x2303,x2304,x2305,x2306,x2307,x2308,x2309,x23010,x23011),x23013)+P1(x2301,f112(x2302,x2303,x2304,x2305,x2306,x2307,x2308,x2309,x23010,x23011,x23012,x2301))
% 57.62/57.83 %EqnAxiom
% 57.62/57.83
% 57.62/57.83 %-------------------------------------------
% 57.62/57.83 cnf(308,plain,
% 57.62/57.83 (P1(a107,f142(a80,a99,a100,a101,a102,a103,a104,a105,a106,a107))),
% 57.62/57.83 inference(scs_inference,[],[3,29,30,31,32,33,34,35,36,37,198,209])).
% 57.62/57.83 cnf(310,plain,
% 57.62/57.83 (P1(f142(a80,a99,a100,a101,a102,a103,a104,a105,a106,a107),f87(a80,a99,a100,a101,a102,a103,a104,a105,a106,a107,f142(a80,a99,a100,a101,a102,a103,a104,a105,a106,a107)))),
% 57.62/57.83 inference(scs_inference,[],[3,29,30,31,32,33,34,35,36,37,103,198,209,220])).
% 57.62/57.83 cnf(322,plain,
% 57.62/57.83 (~P2(f87(a80,a99,a100,a101,a102,a103,a104,a105,a106,a107,f142(a80,a99,a100,a101,a102,a103,a104,a105,a106,a107)))),
% 57.62/57.83 inference(scs_inference,[],[3,29,30,31,32,33,34,35,36,37,103,198,209,220,113,154,165,176,187,226])).
% 57.62/57.83 cnf(324,plain,
% 57.62/57.83 (~P2(f132(a80,a99,a100,a101,a102,a103,a104,a105,a106,a107))),
% 57.62/57.83 inference(scs_inference,[],[3,29,30,31,32,33,34,35,36,37,103,198,209,220,113,154,165,176,187,226,218])).
% 57.62/57.83 cnf(1298,plain,
% 57.62/57.83 (~P1(a107,f132(a80,a99,a100,a101,a102,a103,a104,a105,a106,a107))),
% 57.62/57.83 inference(scs_inference,[],[324,85,94,95,93,84,83,92,10,9,154,143,115,113])).
% 57.62/57.83 cnf(1336,plain,
% 57.62/57.83 ($false),
% 57.62/57.83 inference(scs_inference,[],[36,310,322,308,37,1298,35,34,33,32,31,30,29,3,212]),
% 57.62/57.83 ['proof']).
% 57.62/57.83 % SZS output end Proof
% 57.62/57.83 % Total time :57.100000s
%------------------------------------------------------------------------------