0.00/0.05	% Problem    : theBenchmark.p : TPTP v0.0.0. Released v0.0.0.
0.00/0.06	% Command    : do_CVC4 %s
0.03/0.31	% Computer   : n066.star.cs.uiowa.edu
0.03/0.31	% Model      : x86_64 x86_64
0.03/0.31	% CPU        : Intel(R) Xeon(R) CPU E5-2609 0 @ 2.40GHz
0.03/0.31	% Memory     : 32218.625MB
0.03/0.31	% OS         : Linux 3.10.0-693.2.2.el7.x86_64
0.03/0.31	% CPULimit   : 300
0.03/0.31	% DateTime   : Sat Jul 14 04:27:25 CDT 2018
0.03/0.31	% CPUTime    : 
0.03/0.36	%----Proving without arithmetic mode
0.03/0.36	------- cvc4-fof casc j9 : /export/starexec/sandbox2/benchmark/theBenchmark.p at ...
0.03/0.36	--- Run --decision=internal --simplification=none --no-inst-no-entail --no-quant-cf --full-saturate-quant at 20...
0.07/0.40	% SZS status Theorem for theBenchmark
0.07/0.40	% SZS output start Proof for theBenchmark
0.07/0.40	(skolem (forall ((E $$unsorted)) (or (not (leq n0 E)) (not (leq E n2)) (= use (a_select2 rho_defuse E))) )
0.07/0.40	  ( skv_1 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted) (Y $$unsorted)) (= (gt (succ Y) X) (leq X Y)) )
0.07/0.40	  ( n0, n0 )
0.07/0.40	  ( n0, (succ n0) )
0.07/0.40	  ( n0, (succ (succ n0)) )
0.07/0.40	  ( n0, (succ (succ (succ n0))) )
0.07/0.40	  ( n0, (succ (succ (succ (succ n0)))) )
0.07/0.40	  ( n0, skv_1 )
0.07/0.40	  ( n4, (succ (succ (succ (succ n0)))) )
0.07/0.40	  ( n1, (succ n0) )
0.07/0.40	  ( n1, (succ (succ n0)) )
0.07/0.40	  ( n1, (succ (succ (succ n0))) )
0.07/0.40	  ( n1, (succ (succ (succ (succ n0)))) )
0.07/0.40	  ( tptp_minus_1, n0 )
0.07/0.40	  ( tptp_minus_1, tptp_minus_1 )
0.07/0.40	  ( tptp_minus_1, (succ n0) )
0.07/0.40	  ( tptp_minus_1, (succ (succ n0)) )
0.07/0.40	  ( tptp_minus_1, (succ (succ (succ n0))) )
0.07/0.40	  ( tptp_minus_1, (succ (succ (succ (succ n0)))) )
0.07/0.40	  ( n2, (succ (succ n0)) )
0.07/0.40	  ( n2, (succ (succ (succ n0))) )
0.07/0.40	  ( n2, (succ (succ (succ (succ n0)))) )
0.07/0.40	  ( n3, (succ (succ (succ n0))) )
0.07/0.40	  ( n3, (succ (succ (succ (succ n0)))) )
0.07/0.40	  ( skv_1, n2 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted) (Y $$unsorted)) (= (lt X Y) (gt Y X)) )
0.07/0.40	  ( n0, n4 )
0.07/0.40	  ( n0, n1 )
0.07/0.40	  ( n0, n5 )
0.07/0.40	  ( n0, n2 )
0.07/0.40	  ( n0, n3 )
0.07/0.40	  ( n0, n998 )
0.07/0.40	  ( n4, n5 )
0.07/0.40	  ( n4, n998 )
0.07/0.40	  ( n1, n4 )
0.07/0.40	  ( n1, n5 )
0.07/0.40	  ( n1, n2 )
0.07/0.40	  ( n1, n3 )
0.07/0.40	  ( n1, n998 )
0.07/0.40	  ( tptp_minus_1, n0 )
0.07/0.40	  ( tptp_minus_1, n4 )
0.07/0.40	  ( tptp_minus_1, n1 )
0.07/0.40	  ( tptp_minus_1, n5 )
0.07/0.40	  ( tptp_minus_1, n2 )
0.07/0.40	  ( tptp_minus_1, n3 )
0.07/0.40	  ( tptp_minus_1, n998 )
0.07/0.40	  ( n5, n998 )
0.07/0.40	  ( n2, n4 )
0.07/0.40	  ( n2, n5 )
0.07/0.40	  ( n2, n3 )
0.07/0.40	  ( n2, n998 )
0.07/0.40	  ( n3, n4 )
0.07/0.40	  ( n3, n5 )
0.07/0.40	  ( n3, n998 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted) (Y $$unsorted)) (= (geq X Y) (leq Y X)) )
0.07/0.40	  ( n2, skv_1 )
0.07/0.40	  ( skv_1, n0 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted) (Y $$unsorted)) (= (gt Y X) (leq X (pred Y))) )
0.07/0.40	  ( n0, n4 )
0.07/0.40	  ( n0, n1 )
0.07/0.40	  ( n0, n5 )
0.07/0.40	  ( n0, n2 )
0.07/0.40	  ( n0, n3 )
0.07/0.40	  ( n0, n998 )
0.07/0.40	  ( n4, n5 )
0.07/0.40	  ( n4, n998 )
0.07/0.40	  ( n1, n4 )
0.07/0.40	  ( n1, n5 )
0.07/0.40	  ( n1, n2 )
0.07/0.40	  ( n1, n3 )
0.07/0.40	  ( n1, n998 )
0.07/0.40	  ( tptp_minus_1, n0 )
0.07/0.40	  ( tptp_minus_1, n4 )
0.07/0.40	  ( tptp_minus_1, n1 )
0.07/0.40	  ( tptp_minus_1, n5 )
0.07/0.40	  ( tptp_minus_1, n2 )
0.07/0.40	  ( tptp_minus_1, n3 )
0.07/0.40	  ( tptp_minus_1, n998 )
0.07/0.40	  ( n5, n998 )
0.07/0.40	  ( n2, n4 )
0.07/0.40	  ( n2, n5 )
0.07/0.40	  ( n2, n3 )
0.07/0.40	  ( n2, n998 )
0.07/0.40	  ( n3, n4 )
0.07/0.40	  ( n3, n5 )
0.07/0.40	  ( n3, n998 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (gt (succ X) X) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	  ( (succ n0) )
0.07/0.40	  ( (succ (succ n0)) )
0.07/0.40	  ( (succ (succ (succ n0))) )
0.07/0.40	  ( (succ (succ (succ (succ n0)))) )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (= (succ (succ (succ (succ X)))) (plus n4 X)) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	  ( (succ n0) )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (= (plus n1 X) (succ X)) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	  ( (succ n0) )
0.07/0.40	  ( (succ (succ n0)) )
0.07/0.40	  ( (succ (succ (succ n0))) )
0.07/0.40	  ( (succ (succ (succ (succ n0)))) )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted) (Y $$unsorted) (Z $$unsorted)) (or (not (gt Y Z)) (not (gt X Y)) (gt X Z)) )
0.07/0.40	  ( n4, n3, n2 )
0.07/0.40	  ( n5, n4, n0 )
0.07/0.40	  ( n5, n2, n0 )
0.07/0.40	  ( n5, n3, n0 )
0.07/0.40	  ( n2, n0, tptp_minus_1 )
0.07/0.40	  ( n3, n1, n0 )
0.07/0.40	  ( n3, n2, tptp_minus_1 )
0.07/0.40	  ( n998, n4, n3 )
0.07/0.40	  ( n998, n1, tptp_minus_1 )
0.07/0.40	  ( n998, n5, tptp_minus_1 )
0.07/0.40	  ( n998, n2, n1 )
0.07/0.40	  ( n998, n3, n1 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted) (Y $$unsorted)) (or (not (gt Y X)) (leq X Y)) )
0.07/0.40	  ( n0, n4 )
0.07/0.40	  ( n0, n1 )
0.07/0.40	  ( n0, n5 )
0.07/0.40	  ( n0, n2 )
0.07/0.40	  ( n0, n3 )
0.07/0.40	  ( n0, n998 )
0.07/0.40	  ( n4, n5 )
0.07/0.40	  ( n4, n998 )
0.07/0.40	  ( n1, n4 )
0.07/0.40	  ( n1, n5 )
0.07/0.40	  ( n1, n2 )
0.07/0.40	  ( n1, n3 )
0.07/0.40	  ( n1, n998 )
0.07/0.40	  ( tptp_minus_1, n0 )
0.07/0.40	  ( tptp_minus_1, n4 )
0.07/0.40	  ( tptp_minus_1, n1 )
0.07/0.40	  ( tptp_minus_1, n5 )
0.07/0.40	  ( tptp_minus_1, n2 )
0.07/0.40	  ( tptp_minus_1, n3 )
0.07/0.40	  ( tptp_minus_1, n998 )
0.07/0.40	  ( n5, n998 )
0.07/0.40	  ( n2, n4 )
0.07/0.40	  ( n2, n5 )
0.07/0.40	  ( n2, n3 )
0.07/0.40	  ( n2, n998 )
0.07/0.40	  ( n3, n4 )
0.07/0.40	  ( n3, n5 )
0.07/0.40	  ( n3, n998 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted) (Y $$unsorted)) (or (= X Y) (not (leq X Y)) (gt Y X)) )
0.07/0.40	  ( n0, skv_1 )
0.07/0.40	  ( skv_1, n2 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (= (succ (succ (succ (succ X)))) (plus X n4)) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	  ( (succ n0) )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (= (succ X) (plus X n1)) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	  ( (succ n0) )
0.07/0.40	  ( (succ (succ n0)) )
0.07/0.40	  ( (succ (succ (succ n0))) )
0.07/0.40	  ( (succ (succ (succ (succ n0)))) )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (= (succ (succ (succ (succ (succ X))))) (plus X n5)) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted) (Y $$unsorted) (Z $$unsorted)) (or (not (leq Y Z)) (not (leq X Y)) (leq X Z)) )
0.07/0.40	  ( n0, skv_1, n2 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (= (plus X n2) (succ (succ X))) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	  ( (succ n0) )
0.07/0.40	  ( (succ (succ n0)) )
0.07/0.40	  ( (succ (succ (succ n0))) )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (= (succ (succ X)) (plus n2 X)) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	  ( (succ n0) )
0.07/0.40	  ( (succ (succ n0)) )
0.07/0.40	  ( (succ (succ (succ n0))) )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (= X (pred (succ X))) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	  ( (succ n0) )
0.07/0.40	  ( (succ (succ n0)) )
0.07/0.40	  ( (succ (succ (succ n0))) )
0.07/0.40	  ( (succ (succ (succ (succ n0)))) )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (= (plus X n3) (succ (succ (succ X)))) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	  ( (succ n0) )
0.07/0.40	  ( (succ (succ n0)) )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (= (plus n3 X) (succ (succ (succ X)))) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	  ( (succ n0) )
0.07/0.40	  ( (succ (succ n0)) )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (= (plus n5 X) (succ (succ (succ (succ (succ X)))))) )
0.07/0.40	  ( n0 )
0.07/0.40	  ( tptp_minus_1 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted) (Y $$unsorted)) (or (not (leq (succ X) Y)) (gt Y X)) )
0.07/0.40	  ( tptp_minus_1, skv_1 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (or (not (leq X n0)) (not (leq n0 X)) (= n0 X)) )
0.07/0.40	  ( skv_1 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (or (not (leq X n1)) (not (leq n0 X)) (= n1 X) (= n0 X)) )
0.07/0.40	  ( skv_1 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (or (not (leq X n2)) (not (leq n0 X)) (= n1 X) (= n2 X) (= n0 X)) )
0.07/0.40	  ( skv_1 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (or (not (leq n0 X)) (not (leq X n3)) (= n2 X) (= n3 X) (= n1 X) (= n0 X)) )
0.07/0.40	  ( skv_1 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (or (not (leq X n4)) (not (leq n0 X)) (= n0 X) (= n1 X) (= n2 X) (= n4 X) (= n3 X)) )
0.07/0.40	  ( skv_1 )
0.07/0.40	)
0.07/0.40	(instantiation (forall ((X $$unsorted)) (or (not (leq X n5)) (not (leq n0 X)) (= n0 X) (= n1 X) (= n3 X) (= n5 X) (= n4 X) (= n2 X)) )
0.07/0.40	  ( skv_1 )
0.07/0.40	)
0.07/0.40	% SZS output end Proof for theBenchmark
0.07/0.42	EOF