TSTP Solution File: KRS034+1 by Paradox---4.0
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : Paradox---4.0
% Problem : KRS034+1 : TPTP v8.1.0. Released v3.1.0.
% Transfm : none
% Format : tptp:short
% Command : paradox --no-progress --time %d --tstp --model %s
% Computer : n019.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 : 600s
% DateTime : Sun Jul 17 03:23:24 EDT 2022
% Result : Satisfiable 0.15s 0.38s
% Output : FiniteModel 0.15s
% Verified :
% SZS Type : FiniteModel
% Domain size : 5
% Comments :
%------------------------------------------------------------------------------
% domain size is 5
fof(domain,fi_domain,
! [X] :
( X = "1"
| X = "2"
| X = "3"
| X = "4"
| X = "5" ) ).
fof(cSatisfiable,fi_predicates,
( ( cSatisfiable("1")
<=> $true )
& ( cSatisfiable("2")
<=> cSatisfiable("1") )
& ( cSatisfiable("3")
<=> cSatisfiable("2") )
& ( cSatisfiable("4")
<=> cSatisfiable("3") )
& ( cSatisfiable("5")
<=> cSatisfiable("4") ) ) ).
fof(cowlNothing,fi_predicates,
! [X1] :
( cowlNothing(X1)
<=> $false ) ).
fof(cowlThing,fi_predicates,
! [X1] :
( cowlThing(X1)
<=> $true ) ).
fof(cp,fi_predicates,
( ( cp("1")
<=> $true )
& ( cp("2")
<=> $true )
& ( cp("3")
<=> $true )
& ( cp("4")
<=> $true )
& ( cp("5")
<=> $true ) ) ).
fof(cp1,fi_predicates,
( ( cp1("1")
<=> $false )
& ( cp1("2")
<=> $false )
& ( cp1("3")
<=> $true )
& ( cp1("4")
<=> $false )
& ( cp1("5")
<=> $false ) ) ).
fof(cp2,fi_predicates,
( ( cp2("1")
<=> $false )
& ( cp2("2")
<=> $true )
& ( cp2("3")
<=> $false )
& ( cp2("4")
<=> $false )
& ( cp2("5")
<=> $false ) ) ).
fof(cp3,fi_predicates,
( ( cp3("1")
<=> $false )
& ( cp3("2")
<=> $false )
& ( cp3("3")
<=> $false )
& ( cp3("4")
<=> $true )
& ( cp3("5")
<=> $false ) ) ).
fof(cp4,fi_predicates,
( ( cp4("1")
<=> $false )
& ( cp4("2")
<=> $false )
& ( cp4("3")
<=> $false )
& ( cp4("4")
<=> $false )
& ( cp4("5")
<=> $true ) ) ).
fof(cp5,fi_predicates,
( ( cp5("1")
<=> $true )
& ( cp5("2")
<=> $false )
& ( cp5("3")
<=> $false )
& ( cp5("4")
<=> $false )
& ( cp5("5")
<=> $false ) ) ).
fof(i2003_11_14_17_15_408,fi_functors,
i2003_11_14_17_15_408 = "1" ).
fof(rr,fi_predicates,
( ( rr("1","1")
<=> $true )
& ( rr("1","2")
<=> $true )
& ( rr("1","3")
<=> $true )
& ( rr("1","4")
<=> $true )
& ( rr("1","5")
<=> $true )
& ! [X2] :
( rr("2",X2)
<=> rr("1",X2) )
& ! [X2] :
( rr("3",X2)
<=> rr("2",X2) )
& ! [X2] :
( rr("4",X2)
<=> rr("3",X2) )
& ! [X2] :
( rr("5",X2)
<=> rr("4",X2) ) ) ).
fof(sK31_axiom_2_Y,fi_functors,
( sK31_axiom_2_Y("1") = "3"
& sK31_axiom_2_Y("2") = sK31_axiom_2_Y("1")
& sK31_axiom_2_Y("3") = sK31_axiom_2_Y("2")
& sK31_axiom_2_Y("4") = sK31_axiom_2_Y("3")
& sK31_axiom_2_Y("5") = sK31_axiom_2_Y("4") ) ).
fof(sK32_axiom_2_Y,fi_functors,
( sK32_axiom_2_Y("1") = "2"
& sK32_axiom_2_Y("2") = sK32_axiom_2_Y("1")
& sK32_axiom_2_Y("3") = sK32_axiom_2_Y("2")
& sK32_axiom_2_Y("4") = sK32_axiom_2_Y("3")
& sK32_axiom_2_Y("5") = sK32_axiom_2_Y("4") ) ).
fof(sK33_axiom_2_Y,fi_functors,
( sK33_axiom_2_Y("1") = "4"
& sK33_axiom_2_Y("2") = sK33_axiom_2_Y("1")
& sK33_axiom_2_Y("3") = sK33_axiom_2_Y("2")
& sK33_axiom_2_Y("4") = sK33_axiom_2_Y("3")
& sK33_axiom_2_Y("5") = sK33_axiom_2_Y("4") ) ).
fof(sK34_axiom_2_Y,fi_functors,
( sK34_axiom_2_Y("1") = "5"
& sK34_axiom_2_Y("2") = sK34_axiom_2_Y("1")
& sK34_axiom_2_Y("3") = sK34_axiom_2_Y("2")
& sK34_axiom_2_Y("4") = sK34_axiom_2_Y("3")
& sK34_axiom_2_Y("5") = sK34_axiom_2_Y("4") ) ).
fof(sK35_axiom_2_Y,fi_functors,
( sK35_axiom_2_Y("1") = "1"
& sK35_axiom_2_Y("2") = sK35_axiom_2_Y("1")
& sK35_axiom_2_Y("3") = sK35_axiom_2_Y("2")
& sK35_axiom_2_Y("4") = sK35_axiom_2_Y("3")
& sK35_axiom_2_Y("5") = sK35_axiom_2_Y("4") ) ).
fof(sK36_axiom_2_Y,fi_functors,
( sK36_axiom_2_Y("1") = "3"
& sK36_axiom_2_Y("2") = sK36_axiom_2_Y("1")
& sK36_axiom_2_Y("3") = sK36_axiom_2_Y("2")
& sK36_axiom_2_Y("4") = sK36_axiom_2_Y("3")
& sK36_axiom_2_Y("5") = sK36_axiom_2_Y("4") ) ).
fof(sK37_axiom_2_Y,fi_functors,
( sK37_axiom_2_Y("1") = "2"
& sK37_axiom_2_Y("2") = sK37_axiom_2_Y("1")
& sK37_axiom_2_Y("3") = sK37_axiom_2_Y("2")
& sK37_axiom_2_Y("4") = sK37_axiom_2_Y("3")
& sK37_axiom_2_Y("5") = sK37_axiom_2_Y("4") ) ).
fof(sK38_axiom_2_Y,fi_functors,
( sK38_axiom_2_Y("1") = "4"
& sK38_axiom_2_Y("2") = sK38_axiom_2_Y("1")
& sK38_axiom_2_Y("3") = sK38_axiom_2_Y("2")
& sK38_axiom_2_Y("4") = sK38_axiom_2_Y("3")
& sK38_axiom_2_Y("5") = sK38_axiom_2_Y("4") ) ).
fof(sK39_axiom_2_Y,fi_functors,
( sK39_axiom_2_Y("1") = "5"
& sK39_axiom_2_Y("2") = sK39_axiom_2_Y("1")
& sK39_axiom_2_Y("3") = sK39_axiom_2_Y("2")
& sK39_axiom_2_Y("4") = sK39_axiom_2_Y("3")
& sK39_axiom_2_Y("5") = sK39_axiom_2_Y("4") ) ).
fof(sK40_axiom_2_Y,fi_functors,
( sK40_axiom_2_Y("1") = "1"
& sK40_axiom_2_Y("2") = sK40_axiom_2_Y("1")
& sK40_axiom_2_Y("3") = sK40_axiom_2_Y("2")
& sK40_axiom_2_Y("4") = sK40_axiom_2_Y("3")
& sK40_axiom_2_Y("5") = sK40_axiom_2_Y("4") ) ).
fof(sK41_axiom_2_Y1,fi_functors,
( sK41_axiom_2_Y1("1") = "1"
& sK41_axiom_2_Y1("2") = sK41_axiom_2_Y1("1")
& sK41_axiom_2_Y1("3") = sK41_axiom_2_Y1("2")
& sK41_axiom_2_Y1("4") = sK41_axiom_2_Y1("3")
& sK41_axiom_2_Y1("5") = sK41_axiom_2_Y1("4") ) ).
fof(sK42_axiom_2_Y0,fi_functors,
( sK42_axiom_2_Y0("1") = "1"
& sK42_axiom_2_Y0("2") = sK42_axiom_2_Y0("1")
& sK42_axiom_2_Y0("3") = sK42_axiom_2_Y0("2")
& sK42_axiom_2_Y0("4") = sK42_axiom_2_Y0("3")
& sK42_axiom_2_Y0("5") = sK42_axiom_2_Y0("4") ) ).
fof(sK43_axiom_2_Y2,fi_functors,
( sK43_axiom_2_Y2("1") = "1"
& sK43_axiom_2_Y2("2") = sK43_axiom_2_Y2("1")
& sK43_axiom_2_Y2("3") = sK43_axiom_2_Y2("2")
& sK43_axiom_2_Y2("4") = sK43_axiom_2_Y2("3")
& sK43_axiom_2_Y2("5") = sK43_axiom_2_Y2("4") ) ).
fof(sK44_axiom_2_Y3,fi_functors,
( sK44_axiom_2_Y3("1") = "1"
& sK44_axiom_2_Y3("2") = sK44_axiom_2_Y3("1")
& sK44_axiom_2_Y3("3") = sK44_axiom_2_Y3("2")
& sK44_axiom_2_Y3("4") = sK44_axiom_2_Y3("3")
& sK44_axiom_2_Y3("5") = sK44_axiom_2_Y3("4") ) ).
fof(sK45_axiom_2_Y4,fi_functors,
( sK45_axiom_2_Y4("1") = "1"
& sK45_axiom_2_Y4("2") = sK45_axiom_2_Y4("1")
& sK45_axiom_2_Y4("3") = sK45_axiom_2_Y4("2")
& sK45_axiom_2_Y4("4") = sK45_axiom_2_Y4("3")
& sK45_axiom_2_Y4("5") = sK45_axiom_2_Y4("4") ) ).
fof(sK46_axiom_2_Y5,fi_functors,
( sK46_axiom_2_Y5("1") = "1"
& sK46_axiom_2_Y5("2") = sK46_axiom_2_Y5("1")
& sK46_axiom_2_Y5("3") = sK46_axiom_2_Y5("2")
& sK46_axiom_2_Y5("4") = sK46_axiom_2_Y5("3")
& sK46_axiom_2_Y5("5") = sK46_axiom_2_Y5("4") ) ).
fof(xsd_integer,fi_predicates,
( ( xsd_integer("1")
<=> $false )
& ( xsd_integer("2")
<=> xsd_integer("1") )
& ( xsd_integer("3")
<=> xsd_integer("2") )
& ( xsd_integer("4")
<=> xsd_integer("3") )
& ( xsd_integer("5")
<=> xsd_integer("4") ) ) ).
fof(xsd_string,fi_predicates,
( ( xsd_string("1")
<=> $true )
& ( xsd_string("2")
<=> xsd_string("1") )
& ( xsd_string("3")
<=> xsd_string("2") )
& ( xsd_string("4")
<=> xsd_string("3") )
& ( xsd_string("5")
<=> xsd_string("4") ) ) ).
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.09 % Problem : KRS034+1 : TPTP v8.1.0. Released v3.1.0.
% 0.09/0.09 % Command : paradox --no-progress --time %d --tstp --model %s
% 0.09/0.29 % Computer : n019.cluster.edu
% 0.09/0.29 % Model : x86_64 x86_64
% 0.09/0.29 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.09/0.29 % Memory : 8042.1875MB
% 0.09/0.29 % OS : Linux 3.10.0-693.el7.x86_64
% 0.09/0.29 % CPULimit : 300
% 0.09/0.29 % WCLimit : 600
% 0.09/0.29 % DateTime : Tue Jun 7 15:48:25 EDT 2022
% 0.09/0.29 % CPUTime :
% 0.09/0.30 Paradox, version 4.0, 2010-06-29.
% 0.09/0.30 +++ PROBLEM: /export/starexec/sandbox/benchmark/theBenchmark.p
% 0.09/0.30 Reading '/export/starexec/sandbox/benchmark/theBenchmark.p' ... OK
% 0.09/0.31 +++ SOLVING: /export/starexec/sandbox/benchmark/theBenchmark.p
% 0.15/0.37 +++ BEGIN MODEL
% 0.15/0.37 SZS output start FiniteModel for /export/starexec/sandbox/benchmark/theBenchmark.p
% See solution above
% 0.15/0.37 +++ END MODEL
% 0.15/0.38 +++ RESULT: Satisfiable
% 0.15/0.38 SZS status Satisfiable for /export/starexec/sandbox/benchmark/theBenchmark.p
%------------------------------------------------------------------------------