TSTP Solution File: SYO182^5 by Zipperpin---2.1.9999
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : Zipperpin---2.1.9999
% Problem : SYO182^5 : TPTP v8.1.2. Released v4.0.0.
% Transfm : NO INFORMATION
% Format : NO INFORMATION
% Command : python3 /export/starexec/sandbox2/solver/bin/portfolio.lams.parallel.py %s %d /export/starexec/sandbox2/tmp/tmp.V3jZ64xsdN true
% Computer : n013.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 : Fri Sep 1 05:50:10 EDT 2023
% Result : Theorem 63.42s 8.86s
% Output : Refutation 63.42s
% Verified :
% SZS Type : Refutation
% Derivation depth : 7
% Number of leaves : 129
% Syntax : Number of formulae : 215 ( 1 unt; 128 typ; 0 def)
% Number of atoms : 4502 ( 0 equ;1156 cnn)
% Maximal formula atoms : 1329 ( 51 avg)
% Number of connectives : 6729 (2314 ~;1427 |;1832 &;1156 @)
% ( 0 <=>; 0 =>; 0 <=; 0 <~>)
% Maximal formula depth : 248 ( 15 avg)
% Number of types : 1 ( 0 usr)
% Number of type conns : 0 ( 0 >; 0 *; 0 +; 0 <<)
% Number of symbols : 130 ( 128 usr; 130 con; 0-0 aty)
% Number of variables : 0 ( 0 ^; 0 !; 0 ?; 0 :)
% Comments :
%------------------------------------------------------------------------------
thf(q66_type,type,
q66: $o ).
thf(q06_type,type,
q06: $o ).
thf(q61_type,type,
q61: $o ).
thf(p47_type,type,
p47: $o ).
thf(p32_type,type,
p32: $o ).
thf(q34_type,type,
q34: $o ).
thf(q73_type,type,
q73: $o ).
thf(q16_type,type,
q16: $o ).
thf(q40_type,type,
q40: $o ).
thf(q36_type,type,
q36: $o ).
thf(p20_type,type,
p20: $o ).
thf(p35_type,type,
p35: $o ).
thf(q00_type,type,
q00: $o ).
thf(q54_type,type,
q54: $o ).
thf(q10_type,type,
q10: $o ).
thf(p26_type,type,
p26: $o ).
thf(p77_type,type,
p77: $o ).
thf(q22_type,type,
q22: $o ).
thf(q76_type,type,
q76: $o ).
thf(p71_type,type,
p71: $o ).
thf(p61_type,type,
p61: $o ).
thf(q75_type,type,
q75: $o ).
thf(q71_type,type,
q71: $o ).
thf(p41_type,type,
p41: $o ).
thf(p70_type,type,
p70: $o ).
thf(p56_type,type,
p56: $o ).
thf(q30_type,type,
q30: $o ).
thf(p52_type,type,
p52: $o ).
thf(p11_type,type,
p11: $o ).
thf(q44_type,type,
q44: $o ).
thf(q23_type,type,
q23: $o ).
thf(q37_type,type,
q37: $o ).
thf(p31_type,type,
p31: $o ).
thf(q65_type,type,
q65: $o ).
thf(p55_type,type,
p55: $o ).
thf(p36_type,type,
p36: $o ).
thf(p02_type,type,
p02: $o ).
thf(p45_type,type,
p45: $o ).
thf(p05_type,type,
p05: $o ).
thf(q03_type,type,
q03: $o ).
thf(q11_type,type,
q11: $o ).
thf(q74_type,type,
q74: $o ).
thf(q02_type,type,
q02: $o ).
thf(q72_type,type,
q72: $o ).
thf(p62_type,type,
p62: $o ).
thf(q77_type,type,
q77: $o ).
thf(p75_type,type,
p75: $o ).
thf(q17_type,type,
q17: $o ).
thf(q62_type,type,
q62: $o ).
thf(p30_type,type,
p30: $o ).
thf(q63_type,type,
q63: $o ).
thf(q05_type,type,
q05: $o ).
thf(p63_type,type,
p63: $o ).
thf(q33_type,type,
q33: $o ).
thf(p15_type,type,
p15: $o ).
thf(q52_type,type,
q52: $o ).
thf(q42_type,type,
q42: $o ).
thf(q35_type,type,
q35: $o ).
thf(q07_type,type,
q07: $o ).
thf(q55_type,type,
q55: $o ).
thf(q32_type,type,
q32: $o ).
thf(q31_type,type,
q31: $o ).
thf(p76_type,type,
p76: $o ).
thf(q21_type,type,
q21: $o ).
thf(q41_type,type,
q41: $o ).
thf(p24_type,type,
p24: $o ).
thf(p07_type,type,
p07: $o ).
thf(q13_type,type,
q13: $o ).
thf(p34_type,type,
p34: $o ).
thf(p01_type,type,
p01: $o ).
thf(q56_type,type,
q56: $o ).
thf(q27_type,type,
q27: $o ).
thf(q20_type,type,
q20: $o ).
thf(q24_type,type,
q24: $o ).
thf(q12_type,type,
q12: $o ).
thf(p10_type,type,
p10: $o ).
thf(p03_type,type,
p03: $o ).
thf(p64_type,type,
p64: $o ).
thf(p23_type,type,
p23: $o ).
thf(p06_type,type,
p06: $o ).
thf(q45_type,type,
q45: $o ).
thf(p65_type,type,
p65: $o ).
thf(q67_type,type,
q67: $o ).
thf(p53_type,type,
p53: $o ).
thf(q50_type,type,
q50: $o ).
thf(q43_type,type,
q43: $o ).
thf(p22_type,type,
p22: $o ).
thf(q46_type,type,
q46: $o ).
thf(q70_type,type,
q70: $o ).
thf(p72_type,type,
p72: $o ).
thf(p51_type,type,
p51: $o ).
thf(q57_type,type,
q57: $o ).
thf(p25_type,type,
p25: $o ).
thf(q15_type,type,
q15: $o ).
thf(q26_type,type,
q26: $o ).
thf(p12_type,type,
p12: $o ).
thf(p74_type,type,
p74: $o ).
thf(p66_type,type,
p66: $o ).
thf(p27_type,type,
p27: $o ).
thf(p14_type,type,
p14: $o ).
thf(q14_type,type,
q14: $o ).
thf(p43_type,type,
p43: $o ).
thf(q51_type,type,
q51: $o ).
thf(p37_type,type,
p37: $o ).
thf(p21_type,type,
p21: $o ).
thf(q53_type,type,
q53: $o ).
thf(p16_type,type,
p16: $o ).
thf(q47_type,type,
q47: $o ).
thf(p54_type,type,
p54: $o ).
thf(p73_type,type,
p73: $o ).
thf(p04_type,type,
p04: $o ).
thf(p13_type,type,
p13: $o ).
thf(p50_type,type,
p50: $o ).
thf(q01_type,type,
q01: $o ).
thf(q25_type,type,
q25: $o ).
thf(q60_type,type,
q60: $o ).
thf(q64_type,type,
q64: $o ).
thf(p33_type,type,
p33: $o ).
thf(p40_type,type,
p40: $o ).
thf(p17_type,type,
p17: $o ).
thf(p67_type,type,
p67: $o ).
thf(p60_type,type,
p60: $o ).
thf(p44_type,type,
p44: $o ).
thf(p57_type,type,
p57: $o ).
thf(p42_type,type,
p42: $o ).
thf(p00_type,type,
p00: $o ).
thf(p46_type,type,
p46: $o ).
thf(q04_type,type,
q04: $o ).
thf(cTHM602,conjecture,
~ ( ( q40
| q41
| p31
| p41 )
& ( ( ~ q35
& ~ q34
& ~ q24
& ~ q25 )
| ~ p25 )
& ~ q00
& ( ( ~ q12
& ~ q11
& ~ q01
& ~ q02 )
| ~ p02 )
& ( q60
| q61
| p51
| p61 )
& ( ( ~ q54
& ~ q52 )
| ~ q53 )
& ( q64
| q65
| p55
| p65 )
& ( ( ~ q71
& ~ q70
& ~ q60
& ~ q61 )
| ~ p61 )
& ~ q17
& ~ q77
& ( ( ~ q15
& ~ q14
& ~ q04
& ~ q05 )
| ~ p05 )
& ( ( ~ p37
& ~ p17 )
| ~ p27 )
& ( q05
| q06
| p06 )
& ( q02
| q03
| p03 )
& ( ( ~ q55
& ~ q53 )
| ~ q54 )
& ~ p71
& ~ p00
& ~ p67
& ( ( ~ q31
& ~ q30
& ~ q20
& ~ q21 )
| ~ p21 )
& ( q44
| q45
| p35
| p45 )
& ~ q07
& ( q52
| q53
| p43
| p53 )
& ( q12
| q13
| p03
| p13 )
& ( ( ~ q54
& ~ q53
& ~ q43
& ~ q44 )
| ~ p44 )
& ( ( ~ q04
& ~ q02 )
| ~ q03 )
& ( ( ~ p66
& ~ p46 )
| ~ p56 )
& ( q35
| q36
| p26
| p36 )
& ( ( ~ q55
& ~ q54
& ~ q44
& ~ q45 )
| ~ p45 )
& ( ( ~ p65
& ~ p45 )
| ~ p55 )
& ( ( ~ q46
& ~ q36 )
| ~ p37 )
& ( ( ~ p36
& ~ p16 )
| ~ p26 )
& ( ~ q74
| ~ q75 )
& ( q21
| q22
| p12
| p22 )
& ( ( ~ q13
& ~ q11 )
| ~ q12 )
& ( ( ~ q36
& ~ q35
& ~ q25
& ~ q26 )
| ~ p26 )
& ( ~ q15
| ~ q16 )
& ( q25
| q26
| p16
| p26 )
& ( ( ~ q34
& ~ q33
& ~ q23
& ~ q24 )
| ~ p24 )
& ( ( ~ q62
& ~ q61
& ~ q51
& ~ q52 )
| ~ p52 )
& ( ( ~ q05
& ~ q03 )
| ~ q04 )
& ( ( ~ q73
& ~ q71 )
| ~ q72 )
& ( q41
| q42
| p32
| p42 )
& ( ( ~ q70
& ~ q60 )
| ~ p60 )
& ( ~ q35
| ~ q36 )
& ( ( ~ q56
& ~ q55
& ~ q45
& ~ q46 )
| ~ p46 )
& ~ p75
& ~ p73
& ( ( ~ p45
& ~ p25 )
| ~ p35 )
& ( q65
| q66
| p56
| p66 )
& ( q14
| q15
| p05
| p15 )
& ( ( ~ p35
& ~ p15 )
| ~ p25 )
& ( q15
| q16
| p06
| p16 )
& ( q04
| q05
| p05 )
& ~ q27
& ( ( ~ q22
& ~ q21
& ~ q11
& ~ q12 )
| ~ p12 )
& ( q36
| p27
| p37 )
& ( ( ~ q45
& ~ q44
& ~ q34
& ~ q35 )
| ~ p35 )
& ( ( ~ p47
& ~ p27 )
| ~ p37 )
& ( ( ~ p63
& ~ p43 )
| ~ p53 )
& ( ( ~ q14
& ~ q12 )
| ~ q13 )
& ( ( ~ q43
& ~ q41 )
| ~ q42 )
& ( ~ q31
| ~ q30 )
& ( ( ~ p24
& ~ p04 )
| ~ p14 )
& ( ~ q51
| ~ q50 )
& ( ( ~ q23
& ~ q22
& ~ q12
& ~ q13 )
| ~ p13 )
& ( ( ~ q72
& ~ q71
& ~ q61
& ~ q62 )
| ~ p62 )
& ( ~ q05
| ~ q06 )
& ( ( ~ q56
& ~ q54 )
| ~ q55 )
& ( ( ~ q46
& ~ q44 )
| ~ q45 )
& ( ( ~ q52
& ~ q50 )
| ~ q51 )
& ( ( ~ q21
& ~ q20
& ~ q10
& ~ q11 )
| ~ p11 )
& ~ q76
& ( q60
| p50
| p60 )
& ( ( ~ p31
& ~ p11 )
| ~ p21 )
& ( ( ~ q15
& ~ q13 )
| ~ q14 )
& ( ( ~ q44
& ~ q42 )
| ~ q43 )
& ( ( ~ q20
& ~ q10 )
| ~ p10 )
& ( ~ p20
| ~ p10 )
& ( ( ~ q13
& ~ q12
& ~ q02
& ~ q03 )
| ~ p03 )
& ( q45
| q46
| p36
| p46 )
& ( ( ~ p52
& ~ p32 )
| ~ p42 )
& ( ( ~ q16
& ~ q15
& ~ q05
& ~ q06 )
| ~ p06 )
& ( q43
| q44
| p34
| p44 )
& ( q53
| q54
| p44
| p54 )
& ( ( ~ q75
& ~ q73 )
| ~ q74 )
& ( ( ~ p41
& ~ p21 )
| ~ p31 )
& ( ( ~ q42
& ~ q41
& ~ q31
& ~ q32 )
| ~ p32 )
& ( q20
| p10
| p20 )
& ( ( ~ p53
& ~ p33 )
| ~ p43 )
& ( q56
| p47
| p57 )
& ( ( ~ q32
& ~ q30 )
| ~ q31 )
& ~ p77
& ( q31
| q32
| p22
| p32 )
& ( ( ~ q74
& ~ q72 )
| ~ q73 )
& ( ( ~ p57
& ~ p37 )
| ~ p47 )
& ( ( ~ q26
& ~ q25
& ~ q15
& ~ q16 )
| ~ p16 )
& ( q11
| q12
| p02
| p12 )
& ( ~ p50
| ~ p60 )
& ( ( ~ p56
& ~ p36 )
| ~ p46 )
& ( ~ p17
| ~ p07 )
& ( q16
| p07
| p17 )
& ( ~ p13
| ~ p03 )
& ( ~ p12
| ~ p02 )
& ( q62
| q63
| p53
| p63 )
& ( q20
| q21
| p11
| p21 )
& ( ( ~ p44
& ~ p24 )
| ~ p34 )
& ( q66
| p57 )
& ( q22
| q23
| p13
| p23 )
& ( q75
| p66 )
& ( ( ~ q24
& ~ q22 )
| ~ q23 )
& ( ( ~ q66
& ~ q65
& ~ q55
& ~ q56 )
| ~ p56 )
& ( q10
| q11
| p01
| p11 )
& ( ( ~ p43
& ~ p23 )
| ~ p33 )
& ( ( ~ q33
& ~ q32
& ~ q22
& ~ q23 )
| ~ p23 )
& ( ( ~ q40
& ~ q30 )
| ~ p30 )
& ( ~ p56
| ~ p66 )
& ( ~ p52
| ~ p62 )
& ( ~ p47
| ~ p57 )
& ( ( ~ q73
& ~ q72
& ~ q62
& ~ q63 )
| ~ p63 )
& ( ( ~ q22
& ~ q20 )
| ~ q21 )
& ( ( ~ p62
& ~ p42 )
| ~ p52 )
& ( q74
| q75
| p65 )
& ( q50
| p40
| p50 )
& ( q73
| q74
| p64 )
& ( ( ~ p61
& ~ p41 )
| ~ p51 )
& ( ( ~ q16
& ~ q14 )
| ~ q15 )
& ( ~ q11
| ~ q10 )
& ( ~ p15
| ~ p05 )
& ( ~ q61
| ~ q60 )
& ( ( ~ q32
& ~ q31
& ~ q21
& ~ q22 )
| ~ p22 )
& ( ( ~ q41
& ~ q40
& ~ q30
& ~ q31 )
| ~ p31 )
& ( ~ q21
| ~ q20 )
& ( ( ~ p55
& ~ p35 )
| ~ p45 )
& ( q34
| q35
| p25
| p35 )
& ( q70
| q71
| p61 )
& ( ( ~ q63
& ~ q62
& ~ q52
& ~ q53 )
| ~ p53 )
& ( q42
| q43
| p33
| p43 )
& ( q72
| q73
| p63 )
& ~ p72
& ( q24
| q25
| p15
| p25 )
& ( q63
| q64
| p54
| p64 )
& ~ p70
& ( q50
| q51
| p41
| p51 )
& ( ~ p14
| ~ p04 )
& ( ( ~ q46
& ~ q45
& ~ q35
& ~ q36 )
| ~ p36 )
& ( ( ~ p21
& ~ p01 )
| ~ p11 )
& ( ( ~ q25
& ~ q24
& ~ q14
& ~ q15 )
| ~ p15 )
& ( ( ~ q64
& ~ q63
& ~ q53
& ~ q54 )
| ~ p54 )
& ~ p76
& ( ( ~ p40
& ~ p20 )
| ~ p30 )
& ( ( ~ q64
& ~ q62 )
| ~ q63 )
& ( ~ q71
| ~ q70 )
& ( ( ~ q45
& ~ q43 )
| ~ q44 )
& ( ( ~ q11
& ~ q10
& ~ q01 )
| ~ p01 )
& ( ( ~ q65
& ~ q64
& ~ q54
& ~ q55 )
| ~ p55 )
& ( ( ~ q66
& ~ q64 )
| ~ q65 )
& ( ( ~ q52
& ~ q51
& ~ q41
& ~ q42 )
| ~ p42 )
& ( ( ~ q03
& ~ q01 )
| ~ q02 )
& ( ( ~ q35
& ~ q33 )
| ~ q34 )
& ( ( ~ p26
& ~ p06 )
| ~ p16 )
& ( q30
| p20
| p30 )
& ( ( ~ p60
& ~ p40 )
| ~ p50 )
& ( ( ~ q25
& ~ q23 )
| ~ q24 )
& ( ( ~ q75
& ~ q74
& ~ q64
& ~ q65 )
| ~ p65 )
& ( ~ q55
| ~ q56 )
& ( ( ~ q66
& ~ q56 )
| ~ p57 )
& ( q01
| q02
| p02 )
& ( q33
| q34
| p24
| p34 )
& ( ( ~ q26
& ~ q24 )
| ~ q25 )
& ~ q47
& ( ( ~ q50
& ~ q40 )
| ~ p40 )
& ( ( ~ q16
& ~ q06 )
| ~ p07 )
& ( ~ q61
| q62
| p52
| p62 )
& ( ( ~ p22
& ~ p02 )
| ~ p12 )
& ( ( ~ q75
& ~ q65
& ~ q66 )
| ~ p66 )
& ( ~ p53
| ~ p63 )
& ( q26
| p17
| p27 )
& ~ p74
& ( ( ~ q53
& ~ q51 )
| ~ q52 )
& ( ( ~ q24
& ~ q23
& ~ q13
& ~ q14 )
| ~ p14 )
& ( ( ~ p25
& ~ p05 )
| ~ p15 )
& ( ( ~ q42
& ~ q40 )
| ~ q41 )
& ( ( ~ q14
& ~ q13
& ~ q03
& ~ q04 )
| ~ p04 )
& ( ( ~ q63
& ~ q61 )
| ~ q62 )
& ( ( ~ p51
& ~ p31 )
| ~ p41 )
& ( ( ~ p33
& ~ p13 )
| ~ p23 )
& ( ( ~ q36
& ~ q26 )
| ~ p27 )
& ~ q67
& ( q32
| q33
| p23
| p33 )
& ( ~ p54
| ~ p64 )
& ( q10
| p10 )
& ( ( ~ q36
& ~ q34 )
| ~ q35 )
& ( q30
| q31
| p21
| p31 )
& ( ( ~ p34
& ~ p14 )
| ~ p24 )
& ( q70
| p60 )
& ( ( ~ q06
& ~ q04 )
| ~ q05 )
& ( ~ p11
| ~ p01 )
& ~ q57
& ( ~ q41
| ~ q40 )
& ( ~ p16
| ~ p06 )
& ( ( ~ q43
& ~ q42
& ~ q32
& ~ q33 )
| ~ p33 )
& ( ( ~ q26
& ~ q16 )
| ~ p17 )
& ( ( ~ q33
& ~ q31 )
| ~ q32 )
& ( ( ~ p23
& ~ p03 )
| ~ p13 )
& ( ( ~ p32
& ~ p12 )
| ~ p22 )
& ( q51
| q52
| p42
| p52 )
& ( ~ q25
| ~ q26 )
& ( q01
| p01 )
& ( q23
| q24
| p14
| p24 )
& ( q54
| q55
| p45
| p55 )
& ( ( ~ q56
& ~ q46 )
| ~ p47 )
& ( q13
| q14
| p04
| p14 )
& ( ( ~ q61
& ~ q60
& ~ q50
& ~ q51 )
| ~ p51 )
& ( q55
| q56
| p46
| p56 )
& ( q06
| p07 )
& ( ( ~ q65
& ~ q63 )
| ~ q64 )
& ~ q37
& ( ~ q65
| ~ q66 )
& ( ( ~ q53
& ~ q52
& ~ q42
& ~ q43 )
| ~ p43 )
& ( ~ q02
| ~ q01 )
& ( q40
| p30
| p40 )
& ( ( ~ p50
& ~ p30 )
| ~ p40 )
& ( ( ~ p64
& ~ p44 )
| ~ p54 )
& ( ( ~ q34
& ~ q32 )
| ~ q33 )
& ( q46
| p37
| p47 )
& ( ( ~ p42
& ~ p22 )
| ~ p32 )
& ( ( ~ q30
& ~ q20 )
| ~ p20 )
& ( ( ~ p54
& ~ p34 )
| ~ p44 )
& ( ~ q45
| ~ q46 )
& ( ( ~ p27
& ~ p07 )
| ~ p17 )
& ( ~ p55
| ~ p65 )
& ( ( ~ q12
& ~ q10 )
| ~ q11 )
& ( ~ p51
| ~ p61 )
& ( ( ~ p46
& ~ p26 )
| ~ p36 )
& ( q71
| q72
| p62 )
& ( ( ~ q44
& ~ q43
& ~ q33
& ~ q34 )
| ~ p34 )
& ( ( ~ q62
& ~ q60 )
| ~ q61 )
& ( ( ~ q51
& ~ q50
& ~ q40
& ~ q41 )
| ~ p41 )
& ( ( ~ q60
& ~ q50 )
| ~ p50 )
& ( ( ~ q74
& ~ q73
& ~ q63
& ~ q64 )
| ~ p64 )
& ( ( ~ p30
& ~ p10 )
| ~ p20 )
& ( ( ~ q23
& ~ q21 )
| ~ q22 )
& ( ( ~ q72
& ~ q70 )
| ~ q71 )
& ( q03
| q04
| p04 ) ) ).
thf(zf_stmt_0,negated_conjecture,
( ( q40
| q41
| p31
| p41 )
& ( ( ~ q35
& ~ q34
& ~ q24
& ~ q25 )
| ~ p25 )
& ~ q00
& ( ( ~ q12
& ~ q11
& ~ q01
& ~ q02 )
| ~ p02 )
& ( q60
| q61
| p51
| p61 )
& ( ( ~ q54
& ~ q52 )
| ~ q53 )
& ( q64
| q65
| p55
| p65 )
& ( ( ~ q71
& ~ q70
& ~ q60
& ~ q61 )
| ~ p61 )
& ~ q17
& ~ q77
& ( ( ~ q15
& ~ q14
& ~ q04
& ~ q05 )
| ~ p05 )
& ( ( ~ p37
& ~ p17 )
| ~ p27 )
& ( q05
| q06
| p06 )
& ( q02
| q03
| p03 )
& ( ( ~ q55
& ~ q53 )
| ~ q54 )
& ~ p71
& ~ p00
& ~ p67
& ( ( ~ q31
& ~ q30
& ~ q20
& ~ q21 )
| ~ p21 )
& ( q44
| q45
| p35
| p45 )
& ~ q07
& ( q52
| q53
| p43
| p53 )
& ( q12
| q13
| p03
| p13 )
& ( ( ~ q54
& ~ q53
& ~ q43
& ~ q44 )
| ~ p44 )
& ( ( ~ q04
& ~ q02 )
| ~ q03 )
& ( ( ~ p66
& ~ p46 )
| ~ p56 )
& ( q35
| q36
| p26
| p36 )
& ( ( ~ q55
& ~ q54
& ~ q44
& ~ q45 )
| ~ p45 )
& ( ( ~ p65
& ~ p45 )
| ~ p55 )
& ( ( ~ q46
& ~ q36 )
| ~ p37 )
& ( ( ~ p36
& ~ p16 )
| ~ p26 )
& ( ~ q74
| ~ q75 )
& ( q21
| q22
| p12
| p22 )
& ( ( ~ q13
& ~ q11 )
| ~ q12 )
& ( ( ~ q36
& ~ q35
& ~ q25
& ~ q26 )
| ~ p26 )
& ( ~ q15
| ~ q16 )
& ( q25
| q26
| p16
| p26 )
& ( ( ~ q34
& ~ q33
& ~ q23
& ~ q24 )
| ~ p24 )
& ( ( ~ q62
& ~ q61
& ~ q51
& ~ q52 )
| ~ p52 )
& ( ( ~ q05
& ~ q03 )
| ~ q04 )
& ( ( ~ q73
& ~ q71 )
| ~ q72 )
& ( q41
| q42
| p32
| p42 )
& ( ( ~ q70
& ~ q60 )
| ~ p60 )
& ( ~ q35
| ~ q36 )
& ( ( ~ q56
& ~ q55
& ~ q45
& ~ q46 )
| ~ p46 )
& ~ p75
& ~ p73
& ( ( ~ p45
& ~ p25 )
| ~ p35 )
& ( q65
| q66
| p56
| p66 )
& ( q14
| q15
| p05
| p15 )
& ( ( ~ p35
& ~ p15 )
| ~ p25 )
& ( q15
| q16
| p06
| p16 )
& ( q04
| q05
| p05 )
& ~ q27
& ( ( ~ q22
& ~ q21
& ~ q11
& ~ q12 )
| ~ p12 )
& ( q36
| p27
| p37 )
& ( ( ~ q45
& ~ q44
& ~ q34
& ~ q35 )
| ~ p35 )
& ( ( ~ p47
& ~ p27 )
| ~ p37 )
& ( ( ~ p63
& ~ p43 )
| ~ p53 )
& ( ( ~ q14
& ~ q12 )
| ~ q13 )
& ( ( ~ q43
& ~ q41 )
| ~ q42 )
& ( ~ q31
| ~ q30 )
& ( ( ~ p24
& ~ p04 )
| ~ p14 )
& ( ~ q51
| ~ q50 )
& ( ( ~ q23
& ~ q22
& ~ q12
& ~ q13 )
| ~ p13 )
& ( ( ~ q72
& ~ q71
& ~ q61
& ~ q62 )
| ~ p62 )
& ( ~ q05
| ~ q06 )
& ( ( ~ q56
& ~ q54 )
| ~ q55 )
& ( ( ~ q46
& ~ q44 )
| ~ q45 )
& ( ( ~ q52
& ~ q50 )
| ~ q51 )
& ( ( ~ q21
& ~ q20
& ~ q10
& ~ q11 )
| ~ p11 )
& ~ q76
& ( q60
| p50
| p60 )
& ( ( ~ p31
& ~ p11 )
| ~ p21 )
& ( ( ~ q15
& ~ q13 )
| ~ q14 )
& ( ( ~ q44
& ~ q42 )
| ~ q43 )
& ( ( ~ q20
& ~ q10 )
| ~ p10 )
& ( ~ p20
| ~ p10 )
& ( ( ~ q13
& ~ q12
& ~ q02
& ~ q03 )
| ~ p03 )
& ( q45
| q46
| p36
| p46 )
& ( ( ~ p52
& ~ p32 )
| ~ p42 )
& ( ( ~ q16
& ~ q15
& ~ q05
& ~ q06 )
| ~ p06 )
& ( q43
| q44
| p34
| p44 )
& ( q53
| q54
| p44
| p54 )
& ( ( ~ q75
& ~ q73 )
| ~ q74 )
& ( ( ~ p41
& ~ p21 )
| ~ p31 )
& ( ( ~ q42
& ~ q41
& ~ q31
& ~ q32 )
| ~ p32 )
& ( q20
| p10
| p20 )
& ( ( ~ p53
& ~ p33 )
| ~ p43 )
& ( q56
| p47
| p57 )
& ( ( ~ q32
& ~ q30 )
| ~ q31 )
& ~ p77
& ( q31
| q32
| p22
| p32 )
& ( ( ~ q74
& ~ q72 )
| ~ q73 )
& ( ( ~ p57
& ~ p37 )
| ~ p47 )
& ( ( ~ q26
& ~ q25
& ~ q15
& ~ q16 )
| ~ p16 )
& ( q11
| q12
| p02
| p12 )
& ( ~ p50
| ~ p60 )
& ( ( ~ p56
& ~ p36 )
| ~ p46 )
& ( ~ p17
| ~ p07 )
& ( q16
| p07
| p17 )
& ( ~ p13
| ~ p03 )
& ( ~ p12
| ~ p02 )
& ( q62
| q63
| p53
| p63 )
& ( q20
| q21
| p11
| p21 )
& ( ( ~ p44
& ~ p24 )
| ~ p34 )
& ( q66
| p57 )
& ( q22
| q23
| p13
| p23 )
& ( q75
| p66 )
& ( ( ~ q24
& ~ q22 )
| ~ q23 )
& ( ( ~ q66
& ~ q65
& ~ q55
& ~ q56 )
| ~ p56 )
& ( q10
| q11
| p01
| p11 )
& ( ( ~ p43
& ~ p23 )
| ~ p33 )
& ( ( ~ q33
& ~ q32
& ~ q22
& ~ q23 )
| ~ p23 )
& ( ( ~ q40
& ~ q30 )
| ~ p30 )
& ( ~ p56
| ~ p66 )
& ( ~ p52
| ~ p62 )
& ( ~ p47
| ~ p57 )
& ( ( ~ q73
& ~ q72
& ~ q62
& ~ q63 )
| ~ p63 )
& ( ( ~ q22
& ~ q20 )
| ~ q21 )
& ( ( ~ p62
& ~ p42 )
| ~ p52 )
& ( q74
| q75
| p65 )
& ( q50
| p40
| p50 )
& ( q73
| q74
| p64 )
& ( ( ~ p61
& ~ p41 )
| ~ p51 )
& ( ( ~ q16
& ~ q14 )
| ~ q15 )
& ( ~ q11
| ~ q10 )
& ( ~ p15
| ~ p05 )
& ( ~ q61
| ~ q60 )
& ( ( ~ q32
& ~ q31
& ~ q21
& ~ q22 )
| ~ p22 )
& ( ( ~ q41
& ~ q40
& ~ q30
& ~ q31 )
| ~ p31 )
& ( ~ q21
| ~ q20 )
& ( ( ~ p55
& ~ p35 )
| ~ p45 )
& ( q34
| q35
| p25
| p35 )
& ( q70
| q71
| p61 )
& ( ( ~ q63
& ~ q62
& ~ q52
& ~ q53 )
| ~ p53 )
& ( q42
| q43
| p33
| p43 )
& ( q72
| q73
| p63 )
& ~ p72
& ( q24
| q25
| p15
| p25 )
& ( q63
| q64
| p54
| p64 )
& ~ p70
& ( q50
| q51
| p41
| p51 )
& ( ~ p14
| ~ p04 )
& ( ( ~ q46
& ~ q45
& ~ q35
& ~ q36 )
| ~ p36 )
& ( ( ~ p21
& ~ p01 )
| ~ p11 )
& ( ( ~ q25
& ~ q24
& ~ q14
& ~ q15 )
| ~ p15 )
& ( ( ~ q64
& ~ q63
& ~ q53
& ~ q54 )
| ~ p54 )
& ~ p76
& ( ( ~ p40
& ~ p20 )
| ~ p30 )
& ( ( ~ q64
& ~ q62 )
| ~ q63 )
& ( ~ q71
| ~ q70 )
& ( ( ~ q45
& ~ q43 )
| ~ q44 )
& ( ( ~ q11
& ~ q10
& ~ q01 )
| ~ p01 )
& ( ( ~ q65
& ~ q64
& ~ q54
& ~ q55 )
| ~ p55 )
& ( ( ~ q66
& ~ q64 )
| ~ q65 )
& ( ( ~ q52
& ~ q51
& ~ q41
& ~ q42 )
| ~ p42 )
& ( ( ~ q03
& ~ q01 )
| ~ q02 )
& ( ( ~ q35
& ~ q33 )
| ~ q34 )
& ( ( ~ p26
& ~ p06 )
| ~ p16 )
& ( q30
| p20
| p30 )
& ( ( ~ p60
& ~ p40 )
| ~ p50 )
& ( ( ~ q25
& ~ q23 )
| ~ q24 )
& ( ( ~ q75
& ~ q74
& ~ q64
& ~ q65 )
| ~ p65 )
& ( ~ q55
| ~ q56 )
& ( ( ~ q66
& ~ q56 )
| ~ p57 )
& ( q01
| q02
| p02 )
& ( q33
| q34
| p24
| p34 )
& ( ( ~ q26
& ~ q24 )
| ~ q25 )
& ~ q47
& ( ( ~ q50
& ~ q40 )
| ~ p40 )
& ( ( ~ q16
& ~ q06 )
| ~ p07 )
& ( ~ q61
| q62
| p52
| p62 )
& ( ( ~ p22
& ~ p02 )
| ~ p12 )
& ( ( ~ q75
& ~ q65
& ~ q66 )
| ~ p66 )
& ( ~ p53
| ~ p63 )
& ( q26
| p17
| p27 )
& ~ p74
& ( ( ~ q53
& ~ q51 )
| ~ q52 )
& ( ( ~ q24
& ~ q23
& ~ q13
& ~ q14 )
| ~ p14 )
& ( ( ~ p25
& ~ p05 )
| ~ p15 )
& ( ( ~ q42
& ~ q40 )
| ~ q41 )
& ( ( ~ q14
& ~ q13
& ~ q03
& ~ q04 )
| ~ p04 )
& ( ( ~ q63
& ~ q61 )
| ~ q62 )
& ( ( ~ p51
& ~ p31 )
| ~ p41 )
& ( ( ~ p33
& ~ p13 )
| ~ p23 )
& ( ( ~ q36
& ~ q26 )
| ~ p27 )
& ~ q67
& ( q32
| q33
| p23
| p33 )
& ( ~ p54
| ~ p64 )
& ( q10
| p10 )
& ( ( ~ q36
& ~ q34 )
| ~ q35 )
& ( q30
| q31
| p21
| p31 )
& ( ( ~ p34
& ~ p14 )
| ~ p24 )
& ( q70
| p60 )
& ( ( ~ q06
& ~ q04 )
| ~ q05 )
& ( ~ p11
| ~ p01 )
& ~ q57
& ( ~ q41
| ~ q40 )
& ( ~ p16
| ~ p06 )
& ( ( ~ q43
& ~ q42
& ~ q32
& ~ q33 )
| ~ p33 )
& ( ( ~ q26
& ~ q16 )
| ~ p17 )
& ( ( ~ q33
& ~ q31 )
| ~ q32 )
& ( ( ~ p23
& ~ p03 )
| ~ p13 )
& ( ( ~ p32
& ~ p12 )
| ~ p22 )
& ( q51
| q52
| p42
| p52 )
& ( ~ q25
| ~ q26 )
& ( q01
| p01 )
& ( q23
| q24
| p14
| p24 )
& ( q54
| q55
| p45
| p55 )
& ( ( ~ q56
& ~ q46 )
| ~ p47 )
& ( q13
| q14
| p04
| p14 )
& ( ( ~ q61
& ~ q60
& ~ q50
& ~ q51 )
| ~ p51 )
& ( q55
| q56
| p46
| p56 )
& ( q06
| p07 )
& ( ( ~ q65
& ~ q63 )
| ~ q64 )
& ~ q37
& ( ~ q65
| ~ q66 )
& ( ( ~ q53
& ~ q52
& ~ q42
& ~ q43 )
| ~ p43 )
& ( ~ q02
| ~ q01 )
& ( q40
| p30
| p40 )
& ( ( ~ p50
& ~ p30 )
| ~ p40 )
& ( ( ~ p64
& ~ p44 )
| ~ p54 )
& ( ( ~ q34
& ~ q32 )
| ~ q33 )
& ( q46
| p37
| p47 )
& ( ( ~ p42
& ~ p22 )
| ~ p32 )
& ( ( ~ q30
& ~ q20 )
| ~ p20 )
& ( ( ~ p54
& ~ p34 )
| ~ p44 )
& ( ~ q45
| ~ q46 )
& ( ( ~ p27
& ~ p07 )
| ~ p17 )
& ( ~ p55
| ~ p65 )
& ( ( ~ q12
& ~ q10 )
| ~ q11 )
& ( ~ p51
| ~ p61 )
& ( ( ~ p46
& ~ p26 )
| ~ p36 )
& ( q71
| q72
| p62 )
& ( ( ~ q44
& ~ q43
& ~ q33
& ~ q34 )
| ~ p34 )
& ( ( ~ q62
& ~ q60 )
| ~ q61 )
& ( ( ~ q51
& ~ q50
& ~ q40
& ~ q41 )
| ~ p41 )
& ( ( ~ q60
& ~ q50 )
| ~ p50 )
& ( ( ~ q74
& ~ q73
& ~ q63
& ~ q64 )
| ~ p64 )
& ( ( ~ p30
& ~ p10 )
| ~ p20 )
& ( ( ~ q23
& ~ q21 )
| ~ q22 )
& ( ( ~ q72
& ~ q70 )
| ~ q71 )
& ( q03
| q04
| p04 ) ),
inference('cnf.neg',[status(esa)],[cTHM602]) ).
thf(zip_derived_cl0,plain,
( ( q40
| q41
| p31
| p41 )
& ( ( ( (~) @ q35 )
& ( (~) @ q34 )
& ( (~) @ q24 )
& ( (~) @ q25 ) )
| ( (~) @ p25 ) )
& ( (~) @ q00 )
& ( ( ( (~) @ q12 )
& ( (~) @ q11 )
& ( (~) @ q01 )
& ( (~) @ q02 ) )
| ( (~) @ p02 ) )
& ( q60
| q61
| p51
| p61 )
& ( ( ( (~) @ q54 )
& ( (~) @ q52 ) )
| ( (~) @ q53 ) )
& ( q64
| q65
| p55
| p65 )
& ( ( ( (~) @ q71 )
& ( (~) @ q70 )
& ( (~) @ q60 )
& ( (~) @ q61 ) )
| ( (~) @ p61 ) )
& ( (~) @ q17 )
& ( (~) @ q77 )
& ( ( ( (~) @ q15 )
& ( (~) @ q14 )
& ( (~) @ q04 )
& ( (~) @ q05 ) )
| ( (~) @ p05 ) )
& ( ( ( (~) @ p37 )
& ( (~) @ p17 ) )
| ( (~) @ p27 ) )
& ( q05
| q06
| p06 )
& ( q02
| q03
| p03 )
& ( ( ( (~) @ q55 )
& ( (~) @ q53 ) )
| ( (~) @ q54 ) )
& ( (~) @ p71 )
& ( (~) @ p00 )
& ( (~) @ p67 )
& ( ( ( (~) @ q31 )
& ( (~) @ q30 )
& ( (~) @ q20 )
& ( (~) @ q21 ) )
| ( (~) @ p21 ) )
& ( q44
| q45
| p35
| p45 )
& ( (~) @ q07 )
& ( q52
| q53
| p43
| p53 )
& ( q12
| q13
| p03
| p13 )
& ( ( ( (~) @ q54 )
& ( (~) @ q53 )
& ( (~) @ q43 )
& ( (~) @ q44 ) )
| ( (~) @ p44 ) )
& ( ( ( (~) @ q04 )
& ( (~) @ q02 ) )
| ( (~) @ q03 ) )
& ( ( ( (~) @ p66 )
& ( (~) @ p46 ) )
| ( (~) @ p56 ) )
& ( q35
| q36
| p26
| p36 )
& ( ( ( (~) @ q55 )
& ( (~) @ q54 )
& ( (~) @ q44 )
& ( (~) @ q45 ) )
| ( (~) @ p45 ) )
& ( ( ( (~) @ p65 )
& ( (~) @ p45 ) )
| ( (~) @ p55 ) )
& ( ( ( (~) @ q46 )
& ( (~) @ q36 ) )
| ( (~) @ p37 ) )
& ( ( ( (~) @ p36 )
& ( (~) @ p16 ) )
| ( (~) @ p26 ) )
& ( ( (~) @ q74 )
| ( (~) @ q75 ) )
& ( q21
| q22
| p12
| p22 )
& ( ( ( (~) @ q13 )
& ( (~) @ q11 ) )
| ( (~) @ q12 ) )
& ( ( ( (~) @ q36 )
& ( (~) @ q35 )
& ( (~) @ q25 )
& ( (~) @ q26 ) )
| ( (~) @ p26 ) )
& ( ( (~) @ q15 )
| ( (~) @ q16 ) )
& ( q25
| q26
| p16
| p26 )
& ( ( ( (~) @ q34 )
& ( (~) @ q33 )
& ( (~) @ q23 )
& ( (~) @ q24 ) )
| ( (~) @ p24 ) )
& ( ( ( (~) @ q62 )
& ( (~) @ q61 )
& ( (~) @ q51 )
& ( (~) @ q52 ) )
| ( (~) @ p52 ) )
& ( ( ( (~) @ q05 )
& ( (~) @ q03 ) )
| ( (~) @ q04 ) )
& ( ( ( (~) @ q73 )
& ( (~) @ q71 ) )
| ( (~) @ q72 ) )
& ( q41
| q42
| p32
| p42 )
& ( ( ( (~) @ q70 )
& ( (~) @ q60 ) )
| ( (~) @ p60 ) )
& ( ( (~) @ q35 )
| ( (~) @ q36 ) )
& ( ( ( (~) @ q56 )
& ( (~) @ q55 )
& ( (~) @ q45 )
& ( (~) @ q46 ) )
| ( (~) @ p46 ) )
& ( (~) @ p75 )
& ( (~) @ p73 )
& ( ( ( (~) @ p45 )
& ( (~) @ p25 ) )
| ( (~) @ p35 ) )
& ( q65
| q66
| p56
| p66 )
& ( q14
| q15
| p05
| p15 )
& ( ( ( (~) @ p35 )
& ( (~) @ p15 ) )
| ( (~) @ p25 ) )
& ( q15
| q16
| p06
| p16 )
& ( q04
| q05
| p05 )
& ( (~) @ q27 )
& ( ( ( (~) @ q22 )
& ( (~) @ q21 )
& ( (~) @ q11 )
& ( (~) @ q12 ) )
| ( (~) @ p12 ) )
& ( q36
| p27
| p37 )
& ( ( ( (~) @ q45 )
& ( (~) @ q44 )
& ( (~) @ q34 )
& ( (~) @ q35 ) )
| ( (~) @ p35 ) )
& ( ( ( (~) @ p47 )
& ( (~) @ p27 ) )
| ( (~) @ p37 ) )
& ( ( ( (~) @ p63 )
& ( (~) @ p43 ) )
| ( (~) @ p53 ) )
& ( ( ( (~) @ q14 )
& ( (~) @ q12 ) )
| ( (~) @ q13 ) )
& ( ( ( (~) @ q43 )
& ( (~) @ q41 ) )
| ( (~) @ q42 ) )
& ( ( (~) @ q31 )
| ( (~) @ q30 ) )
& ( ( ( (~) @ p24 )
& ( (~) @ p04 ) )
| ( (~) @ p14 ) )
& ( ( (~) @ q51 )
| ( (~) @ q50 ) )
& ( ( ( (~) @ q23 )
& ( (~) @ q22 )
& ( (~) @ q12 )
& ( (~) @ q13 ) )
| ( (~) @ p13 ) )
& ( ( ( (~) @ q72 )
& ( (~) @ q71 )
& ( (~) @ q61 )
& ( (~) @ q62 ) )
| ( (~) @ p62 ) )
& ( ( (~) @ q05 )
| ( (~) @ q06 ) )
& ( ( ( (~) @ q56 )
& ( (~) @ q54 ) )
| ( (~) @ q55 ) )
& ( ( ( (~) @ q46 )
& ( (~) @ q44 ) )
| ( (~) @ q45 ) )
& ( ( ( (~) @ q52 )
& ( (~) @ q50 ) )
| ( (~) @ q51 ) )
& ( ( ( (~) @ q21 )
& ( (~) @ q20 )
& ( (~) @ q10 )
& ( (~) @ q11 ) )
| ( (~) @ p11 ) )
& ( (~) @ q76 )
& ( q60
| p50
| p60 )
& ( ( ( (~) @ p31 )
& ( (~) @ p11 ) )
| ( (~) @ p21 ) )
& ( ( ( (~) @ q15 )
& ( (~) @ q13 ) )
| ( (~) @ q14 ) )
& ( ( ( (~) @ q44 )
& ( (~) @ q42 ) )
| ( (~) @ q43 ) )
& ( ( ( (~) @ q20 )
& ( (~) @ q10 ) )
| ( (~) @ p10 ) )
& ( ( (~) @ p20 )
| ( (~) @ p10 ) )
& ( ( ( (~) @ q13 )
& ( (~) @ q12 )
& ( (~) @ q02 )
& ( (~) @ q03 ) )
| ( (~) @ p03 ) )
& ( q45
| q46
| p36
| p46 )
& ( ( ( (~) @ p52 )
& ( (~) @ p32 ) )
| ( (~) @ p42 ) )
& ( ( ( (~) @ q16 )
& ( (~) @ q15 )
& ( (~) @ q05 )
& ( (~) @ q06 ) )
| ( (~) @ p06 ) )
& ( q43
| q44
| p34
| p44 )
& ( q53
| q54
| p44
| p54 )
& ( ( ( (~) @ q75 )
& ( (~) @ q73 ) )
| ( (~) @ q74 ) )
& ( ( ( (~) @ p41 )
& ( (~) @ p21 ) )
| ( (~) @ p31 ) )
& ( ( ( (~) @ q42 )
& ( (~) @ q41 )
& ( (~) @ q31 )
& ( (~) @ q32 ) )
| ( (~) @ p32 ) )
& ( q20
| p10
| p20 )
& ( ( ( (~) @ p53 )
& ( (~) @ p33 ) )
| ( (~) @ p43 ) )
& ( q56
| p47
| p57 )
& ( ( ( (~) @ q32 )
& ( (~) @ q30 ) )
| ( (~) @ q31 ) )
& ( (~) @ p77 )
& ( q31
| q32
| p22
| p32 )
& ( ( ( (~) @ q74 )
& ( (~) @ q72 ) )
| ( (~) @ q73 ) )
& ( ( ( (~) @ p57 )
& ( (~) @ p37 ) )
| ( (~) @ p47 ) )
& ( ( ( (~) @ q26 )
& ( (~) @ q25 )
& ( (~) @ q15 )
& ( (~) @ q16 ) )
| ( (~) @ p16 ) )
& ( q11
| q12
| p02
| p12 )
& ( ( (~) @ p50 )
| ( (~) @ p60 ) )
& ( ( ( (~) @ p56 )
& ( (~) @ p36 ) )
| ( (~) @ p46 ) )
& ( ( (~) @ p17 )
| ( (~) @ p07 ) )
& ( q16
| p07
| p17 )
& ( ( (~) @ p13 )
| ( (~) @ p03 ) )
& ( ( (~) @ p12 )
| ( (~) @ p02 ) )
& ( q62
| q63
| p53
| p63 )
& ( q20
| q21
| p11
| p21 )
& ( ( ( (~) @ p44 )
& ( (~) @ p24 ) )
| ( (~) @ p34 ) )
& ( q66
| p57 )
& ( q22
| q23
| p13
| p23 )
& ( q75
| p66 )
& ( ( ( (~) @ q24 )
& ( (~) @ q22 ) )
| ( (~) @ q23 ) )
& ( ( ( (~) @ q66 )
& ( (~) @ q65 )
& ( (~) @ q55 )
& ( (~) @ q56 ) )
| ( (~) @ p56 ) )
& ( q10
| q11
| p01
| p11 )
& ( ( ( (~) @ p43 )
& ( (~) @ p23 ) )
| ( (~) @ p33 ) )
& ( ( ( (~) @ q33 )
& ( (~) @ q32 )
& ( (~) @ q22 )
& ( (~) @ q23 ) )
| ( (~) @ p23 ) )
& ( ( ( (~) @ q40 )
& ( (~) @ q30 ) )
| ( (~) @ p30 ) )
& ( ( (~) @ p56 )
| ( (~) @ p66 ) )
& ( ( (~) @ p52 )
| ( (~) @ p62 ) )
& ( ( (~) @ p47 )
| ( (~) @ p57 ) )
& ( ( ( (~) @ q73 )
& ( (~) @ q72 )
& ( (~) @ q62 )
& ( (~) @ q63 ) )
| ( (~) @ p63 ) )
& ( ( ( (~) @ q22 )
& ( (~) @ q20 ) )
| ( (~) @ q21 ) )
& ( ( ( (~) @ p62 )
& ( (~) @ p42 ) )
| ( (~) @ p52 ) )
& ( q74
| q75
| p65 )
& ( q50
| p40
| p50 )
& ( q73
| q74
| p64 )
& ( ( ( (~) @ p61 )
& ( (~) @ p41 ) )
| ( (~) @ p51 ) )
& ( ( ( (~) @ q16 )
& ( (~) @ q14 ) )
| ( (~) @ q15 ) )
& ( ( (~) @ q11 )
| ( (~) @ q10 ) )
& ( ( (~) @ p15 )
| ( (~) @ p05 ) )
& ( ( (~) @ q61 )
| ( (~) @ q60 ) )
& ( ( ( (~) @ q32 )
& ( (~) @ q31 )
& ( (~) @ q21 )
& ( (~) @ q22 ) )
| ( (~) @ p22 ) )
& ( ( ( (~) @ q41 )
& ( (~) @ q40 )
& ( (~) @ q30 )
& ( (~) @ q31 ) )
| ( (~) @ p31 ) )
& ( ( (~) @ q21 )
| ( (~) @ q20 ) )
& ( ( ( (~) @ p55 )
& ( (~) @ p35 ) )
| ( (~) @ p45 ) )
& ( q34
| q35
| p25
| p35 )
& ( q70
| q71
| p61 )
& ( ( ( (~) @ q63 )
& ( (~) @ q62 )
& ( (~) @ q52 )
& ( (~) @ q53 ) )
| ( (~) @ p53 ) )
& ( q42
| q43
| p33
| p43 )
& ( q72
| q73
| p63 )
& ( (~) @ p72 )
& ( q24
| q25
| p15
| p25 )
& ( q63
| q64
| p54
| p64 )
& ( (~) @ p70 )
& ( q50
| q51
| p41
| p51 )
& ( ( (~) @ p14 )
| ( (~) @ p04 ) )
& ( ( ( (~) @ q46 )
& ( (~) @ q45 )
& ( (~) @ q35 )
& ( (~) @ q36 ) )
| ( (~) @ p36 ) )
& ( ( ( (~) @ p21 )
& ( (~) @ p01 ) )
| ( (~) @ p11 ) )
& ( ( ( (~) @ q25 )
& ( (~) @ q24 )
& ( (~) @ q14 )
& ( (~) @ q15 ) )
| ( (~) @ p15 ) )
& ( ( ( (~) @ q64 )
& ( (~) @ q63 )
& ( (~) @ q53 )
& ( (~) @ q54 ) )
| ( (~) @ p54 ) )
& ( (~) @ p76 )
& ( ( ( (~) @ p40 )
& ( (~) @ p20 ) )
| ( (~) @ p30 ) )
& ( ( ( (~) @ q64 )
& ( (~) @ q62 ) )
| ( (~) @ q63 ) )
& ( ( (~) @ q71 )
| ( (~) @ q70 ) )
& ( ( ( (~) @ q45 )
& ( (~) @ q43 ) )
| ( (~) @ q44 ) )
& ( ( ( (~) @ q11 )
& ( (~) @ q10 )
& ( (~) @ q01 ) )
| ( (~) @ p01 ) )
& ( ( ( (~) @ q65 )
& ( (~) @ q64 )
& ( (~) @ q54 )
& ( (~) @ q55 ) )
| ( (~) @ p55 ) )
& ( ( ( (~) @ q66 )
& ( (~) @ q64 ) )
| ( (~) @ q65 ) )
& ( ( ( (~) @ q52 )
& ( (~) @ q51 )
& ( (~) @ q41 )
& ( (~) @ q42 ) )
| ( (~) @ p42 ) )
& ( ( ( (~) @ q03 )
& ( (~) @ q01 ) )
| ( (~) @ q02 ) )
& ( ( ( (~) @ q35 )
& ( (~) @ q33 ) )
| ( (~) @ q34 ) )
& ( ( ( (~) @ p26 )
& ( (~) @ p06 ) )
| ( (~) @ p16 ) )
& ( q30
| p20
| p30 )
& ( ( ( (~) @ p60 )
& ( (~) @ p40 ) )
| ( (~) @ p50 ) )
& ( ( ( (~) @ q25 )
& ( (~) @ q23 ) )
| ( (~) @ q24 ) )
& ( ( ( (~) @ q75 )
& ( (~) @ q74 )
& ( (~) @ q64 )
& ( (~) @ q65 ) )
| ( (~) @ p65 ) )
& ( ( (~) @ q55 )
| ( (~) @ q56 ) )
& ( ( ( (~) @ q66 )
& ( (~) @ q56 ) )
| ( (~) @ p57 ) )
& ( q01
| q02
| p02 )
& ( q33
| q34
| p24
| p34 )
& ( ( ( (~) @ q26 )
& ( (~) @ q24 ) )
| ( (~) @ q25 ) )
& ( (~) @ q47 )
& ( ( ( (~) @ q50 )
& ( (~) @ q40 ) )
| ( (~) @ p40 ) )
& ( ( ( (~) @ q16 )
& ( (~) @ q06 ) )
| ( (~) @ p07 ) )
& ( ( (~) @ q61 )
| q62
| p52
| p62 )
& ( ( ( (~) @ p22 )
& ( (~) @ p02 ) )
| ( (~) @ p12 ) )
& ( ( ( (~) @ q75 )
& ( (~) @ q65 )
& ( (~) @ q66 ) )
| ( (~) @ p66 ) )
& ( ( (~) @ p53 )
| ( (~) @ p63 ) )
& ( q26
| p17
| p27 )
& ( (~) @ p74 )
& ( ( ( (~) @ q53 )
& ( (~) @ q51 ) )
| ( (~) @ q52 ) )
& ( ( ( (~) @ q24 )
& ( (~) @ q23 )
& ( (~) @ q13 )
& ( (~) @ q14 ) )
| ( (~) @ p14 ) )
& ( ( ( (~) @ p25 )
& ( (~) @ p05 ) )
| ( (~) @ p15 ) )
& ( ( ( (~) @ q42 )
& ( (~) @ q40 ) )
| ( (~) @ q41 ) )
& ( ( ( (~) @ q14 )
& ( (~) @ q13 )
& ( (~) @ q03 )
& ( (~) @ q04 ) )
| ( (~) @ p04 ) )
& ( ( ( (~) @ q63 )
& ( (~) @ q61 ) )
| ( (~) @ q62 ) )
& ( ( ( (~) @ p51 )
& ( (~) @ p31 ) )
| ( (~) @ p41 ) )
& ( ( ( (~) @ p33 )
& ( (~) @ p13 ) )
| ( (~) @ p23 ) )
& ( ( ( (~) @ q36 )
& ( (~) @ q26 ) )
| ( (~) @ p27 ) )
& ( (~) @ q67 )
& ( q32
| q33
| p23
| p33 )
& ( ( (~) @ p54 )
| ( (~) @ p64 ) )
& ( q10
| p10 )
& ( ( ( (~) @ q36 )
& ( (~) @ q34 ) )
| ( (~) @ q35 ) )
& ( q30
| q31
| p21
| p31 )
& ( ( ( (~) @ p34 )
& ( (~) @ p14 ) )
| ( (~) @ p24 ) )
& ( q70
| p60 )
& ( ( ( (~) @ q06 )
& ( (~) @ q04 ) )
| ( (~) @ q05 ) )
& ( ( (~) @ p11 )
| ( (~) @ p01 ) )
& ( (~) @ q57 )
& ( ( (~) @ q41 )
| ( (~) @ q40 ) )
& ( ( (~) @ p16 )
| ( (~) @ p06 ) )
& ( ( ( (~) @ q43 )
& ( (~) @ q42 )
& ( (~) @ q32 )
& ( (~) @ q33 ) )
| ( (~) @ p33 ) )
& ( ( ( (~) @ q26 )
& ( (~) @ q16 ) )
| ( (~) @ p17 ) )
& ( ( ( (~) @ q33 )
& ( (~) @ q31 ) )
| ( (~) @ q32 ) )
& ( ( ( (~) @ p23 )
& ( (~) @ p03 ) )
| ( (~) @ p13 ) )
& ( ( ( (~) @ p32 )
& ( (~) @ p12 ) )
| ( (~) @ p22 ) )
& ( q51
| q52
| p42
| p52 )
& ( ( (~) @ q25 )
| ( (~) @ q26 ) )
& ( q01
| p01 )
& ( q23
| q24
| p14
| p24 )
& ( q54
| q55
| p45
| p55 )
& ( ( ( (~) @ q56 )
& ( (~) @ q46 ) )
| ( (~) @ p47 ) )
& ( q13
| q14
| p04
| p14 )
& ( ( ( (~) @ q61 )
& ( (~) @ q60 )
& ( (~) @ q50 )
& ( (~) @ q51 ) )
| ( (~) @ p51 ) )
& ( q55
| q56
| p46
| p56 )
& ( q06
| p07 )
& ( ( ( (~) @ q65 )
& ( (~) @ q63 ) )
| ( (~) @ q64 ) )
& ( (~) @ q37 )
& ( ( (~) @ q65 )
| ( (~) @ q66 ) )
& ( ( ( (~) @ q53 )
& ( (~) @ q52 )
& ( (~) @ q42 )
& ( (~) @ q43 ) )
| ( (~) @ p43 ) )
& ( ( (~) @ q02 )
| ( (~) @ q01 ) )
& ( q40
| p30
| p40 )
& ( ( ( (~) @ p50 )
& ( (~) @ p30 ) )
| ( (~) @ p40 ) )
& ( ( ( (~) @ p64 )
& ( (~) @ p44 ) )
| ( (~) @ p54 ) )
& ( ( ( (~) @ q34 )
& ( (~) @ q32 ) )
| ( (~) @ q33 ) )
& ( q46
| p37
| p47 )
& ( ( ( (~) @ p42 )
& ( (~) @ p22 ) )
| ( (~) @ p32 ) )
& ( ( ( (~) @ q30 )
& ( (~) @ q20 ) )
| ( (~) @ p20 ) )
& ( ( ( (~) @ p54 )
& ( (~) @ p34 ) )
| ( (~) @ p44 ) )
& ( ( (~) @ q45 )
| ( (~) @ q46 ) )
& ( ( ( (~) @ p27 )
& ( (~) @ p07 ) )
| ( (~) @ p17 ) )
& ( ( (~) @ p55 )
| ( (~) @ p65 ) )
& ( ( ( (~) @ q12 )
& ( (~) @ q10 ) )
| ( (~) @ q11 ) )
& ( ( (~) @ p51 )
| ( (~) @ p61 ) )
& ( ( ( (~) @ p46 )
& ( (~) @ p26 ) )
| ( (~) @ p36 ) )
& ( q71
| q72
| p62 )
& ( ( ( (~) @ q44 )
& ( (~) @ q43 )
& ( (~) @ q33 )
& ( (~) @ q34 ) )
| ( (~) @ p34 ) )
& ( ( ( (~) @ q62 )
& ( (~) @ q60 ) )
| ( (~) @ q61 ) )
& ( ( ( (~) @ q51 )
& ( (~) @ q50 )
& ( (~) @ q40 )
& ( (~) @ q41 ) )
| ( (~) @ p41 ) )
& ( ( ( (~) @ q60 )
& ( (~) @ q50 ) )
| ( (~) @ p50 ) )
& ( ( ( (~) @ q74 )
& ( (~) @ q73 )
& ( (~) @ q63 )
& ( (~) @ q64 ) )
| ( (~) @ p64 ) )
& ( ( ( (~) @ p30 )
& ( (~) @ p10 ) )
| ( (~) @ p20 ) )
& ( ( ( (~) @ q23 )
& ( (~) @ q21 ) )
| ( (~) @ q22 ) )
& ( ( ( (~) @ q72 )
& ( (~) @ q70 ) )
| ( (~) @ q71 ) )
& ( q03
| q04
| p04 ) ),
inference(cnf,[status(esa)],[zf_stmt_0]) ).
thf(zip_derived_cl181,plain,
( q30
| p20
| p30 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl410,plain,
( q30
| p20
| p30 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl181]) ).
thf(zip_derived_cl98,plain,
( ( (~) @ p20 )
| ( (~) @ p10 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl331,plain,
( ~ p20
| ~ p10 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl98]) ).
thf(zip_derived_cl927,plain,
( p30
| q30
| ~ p10 ),
inference('sup-',[status(thm)],[zip_derived_cl410,zip_derived_cl331]) ).
thf(zip_derived_cl100,plain,
( q45
| q46
| p36
| p46 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl333,plain,
( q45
| q46
| p36
| p46 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl100]) ).
thf(zip_derived_cl51,plain,
( ( ( (~) @ p36 )
& ( (~) @ p16 ) )
| ( (~) @ p26 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl288,plain,
( ( ( (~) @ p36 )
& ( (~) @ p16 ) )
| ~ p26 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl51]) ).
thf(zip_derived_cl531,plain,
( ~ p36
| ~ p26 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl288]) ).
thf(zip_derived_cl913,plain,
( p46
| q46
| q45
| ~ p26 ),
inference('sup-',[status(thm)],[zip_derived_cl333,zip_derived_cl531]) ).
thf(zip_derived_cl264,plain,
( q03
| q04
| p04 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl488,plain,
( q03
| q04
| p04 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl264]) ).
thf(zip_derived_cl229,plain,
( q23
| q24
| p14
| p24 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl454,plain,
( q23
| q24
| p14
| p24 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl229]) ).
thf(zip_derived_cl164,plain,
( ( (~) @ p14 )
| ( (~) @ p04 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl394,plain,
( ~ p14
| ~ p04 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl164]) ).
thf(zip_derived_cl1172,plain,
( p24
| q24
| q23
| ~ p04 ),
inference('sup-',[status(thm)],[zip_derived_cl454,zip_derived_cl394]) ).
thf(zip_derived_cl1286,plain,
( q04
| q03
| q23
| q24
| p24 ),
inference('sup-',[status(thm)],[zip_derived_cl488,zip_derived_cl1172]) ).
thf(zip_derived_cl113,plain,
( q31
| q32
| p22
| p32 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl345,plain,
( q31
| q32
| p22
| p32 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl113]) ).
thf(zip_derived_cl194,plain,
( ( ( (~) @ p22 )
& ( (~) @ p02 ) )
| ( (~) @ p12 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl422,plain,
( ( ( (~) @ p22 )
& ( (~) @ p02 ) )
| ~ p12 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl194]) ).
thf(zip_derived_cl734,plain,
( ~ p22
| ~ p12 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl422]) ).
thf(zip_derived_cl1146,plain,
( p32
| q32
| q31
| ~ p12 ),
inference('sup-',[status(thm)],[zip_derived_cl345,zip_derived_cl734]) ).
thf(zip_derived_cl73,plain,
( q04
| q05
| p05 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl308,plain,
( q04
| q05
| p05 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl73]) ).
thf(zip_derived_cl160,plain,
( q24
| q25
| p15
| p25 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl391,plain,
( q24
| q25
| p15
| p25 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl160]) ).
thf(zip_derived_cl148,plain,
( ( (~) @ p15 )
| ( (~) @ p05 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl380,plain,
( ~ p15
| ~ p05 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl148]) ).
thf(zip_derived_cl1035,plain,
( p25
| q25
| q24
| ~ p05 ),
inference('sup-',[status(thm)],[zip_derived_cl391,zip_derived_cl380]) ).
thf(zip_derived_cl1252,plain,
( q05
| q04
| q24
| q25
| p25 ),
inference('sup-',[status(thm)],[zip_derived_cl308,zip_derived_cl1035]) ).
thf(zip_derived_cl34,plain,
( q02
| q03
| p03 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl275,plain,
( q02
| q03
| p03 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl34]) ).
thf(zip_derived_cl128,plain,
( q22
| q23
| p13
| p23 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl360,plain,
( q22
| q23
| p13
| p23 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl128]) ).
thf(zip_derived_cl122,plain,
( ( (~) @ p13 )
| ( (~) @ p03 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl354,plain,
( ~ p13
| ~ p03 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl122]) ).
thf(zip_derived_cl999,plain,
( p23
| q23
| q22
| ~ p03 ),
inference('sup-',[status(thm)],[zip_derived_cl360,zip_derived_cl354]) ).
thf(zip_derived_cl1243,plain,
( q03
| q02
| q22
| q23
| p23 ),
inference('sup-',[status(thm)],[zip_derived_cl275,zip_derived_cl999]) ).
thf(zip_derived_cl104,plain,
( q53
| q54
| p44
| p54 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl337,plain,
( q53
| q54
| p44
| p54 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl104]) ).
thf(zip_derived_cl126,plain,
( ( ( (~) @ p44 )
& ( (~) @ p24 ) )
| ( (~) @ p34 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl358,plain,
( ( ( (~) @ p44 )
& ( (~) @ p24 ) )
| ~ p34 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl126]) ).
thf(zip_derived_cl637,plain,
( ~ p44
| ~ p34 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl358]) ).
thf(zip_derived_cl972,plain,
( p54
| q54
| q53
| ~ p34 ),
inference('sup-',[status(thm)],[zip_derived_cl337,zip_derived_cl637]) ).
thf(zip_derived_cl188,plain,
( q33
| q34
| p24
| p34 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl417,plain,
( q33
| q34
| p24
| p34 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl188]) ).
thf(zip_derived_cl83,plain,
( ( ( (~) @ p24 )
& ( (~) @ p04 ) )
| ( (~) @ p14 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl317,plain,
( ( ( (~) @ p24 )
& ( (~) @ p04 ) )
| ~ p14 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl83]) ).
thf(zip_derived_cl577,plain,
( ~ p24
| ~ p14 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl317]) ).
thf(zip_derived_cl1090,plain,
( p34
| q34
| q33
| ~ p14 ),
inference('sup-',[status(thm)],[zip_derived_cl417,zip_derived_cl577]) ).
thf(zip_derived_cl21,plain,
( q40
| q41
| p31
| p41 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl265,plain,
( q40
| q41
| p31
| p41 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl21]) ).
thf(zip_derived_cl94,plain,
( ( ( (~) @ p31 )
& ( (~) @ p11 ) )
| ( (~) @ p21 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl327,plain,
( ( ( (~) @ p31 )
& ( (~) @ p11 ) )
| ~ p21 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl94]) ).
thf(zip_derived_cl597,plain,
( ~ p31
| ~ p21 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl327]) ).
thf(zip_derived_cl920,plain,
( p41
| q41
| q40
| ~ p21 ),
inference('sup-',[status(thm)],[zip_derived_cl265,zip_derived_cl597]) ).
thf(zip_derived_cl245,plain,
( q46
| p37
| p47 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl469,plain,
( q46
| p37
| p47 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl245]) ).
thf(zip_derived_cl32,plain,
( ( ( (~) @ p37 )
& ( (~) @ p17 ) )
| ( (~) @ p27 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl273,plain,
( ( ( (~) @ p37 )
& ( (~) @ p17 ) )
| ~ p27 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl32]) ).
thf(zip_derived_cl507,plain,
( ~ p37
| ~ p27 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl273]) ).
thf(zip_derived_cl1006,plain,
( p47
| q46
| ~ p27 ),
inference('sup-',[status(thm)],[zip_derived_cl469,zip_derived_cl507]) ).
thf(zip_derived_cl235,plain,
( q06
| p07 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl460,plain,
( q06
| p07 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl235]) ).
thf(zip_derived_cl197,plain,
( q26
| p17
| p27 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl425,plain,
( q26
| p17
| p27 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl197]) ).
thf(zip_derived_cl120,plain,
( ( (~) @ p17 )
| ( (~) @ p07 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl352,plain,
( ~ p17
| ~ p07 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl120]) ).
thf(zip_derived_cl956,plain,
( p27
| q26
| ~ p07 ),
inference('sup-',[status(thm)],[zip_derived_cl425,zip_derived_cl352]) ).
thf(zip_derived_cl979,plain,
( q06
| q26
| p27 ),
inference('sup-',[status(thm)],[zip_derived_cl460,zip_derived_cl956]) ).
thf(zip_derived_cl125,plain,
( q20
| q21
| p11
| p21 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl357,plain,
( q20
| q21
| p11
| p21 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl125]) ).
thf(zip_derived_cl217,plain,
( ( (~) @ p11 )
| ( (~) @ p01 ) ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl443,plain,
( ~ p11
| ~ p01 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl217]) ).
thf(zip_derived_cl990,plain,
( p21
| q21
| q20
| ~ p01 ),
inference('sup-',[status(thm)],[zip_derived_cl357,zip_derived_cl443]) ).
thf(zip_derived_cl211,plain,
( q10
| p10 ),
inference(lazy_cnf_and,[status(thm)],[zip_derived_cl0]) ).
thf(zip_derived_cl437,plain,
( q10
| p10 ),
inference(lazy_cnf_or,[status(thm)],[zip_derived_cl211]) ).
thf(zip_derived_cl927_001,plain,
( p30
| q30
| ~ p10 ),
inference('sup-',[status(thm)],[zip_derived_cl410,zip_derived_cl331]) ).
thf(zip_derived_cl941,plain,
( q10
| q30
| p30 ),
inference('sup-',[status(thm)],[zip_derived_cl437,zip_derived_cl927]) ).
thf(zip_derived_cl0_002,plain,
( ( q40
| q41
| p31
| p41 )
& ( ( ( (~) @ q35 )
& ( (~) @ q34 )
& ( (~) @ q24 )
& ( (~) @ q25 ) )
| ( (~) @ p25 ) )
& ( (~) @ q00 )
& ( ( ( (~) @ q12 )
& ( (~) @ q11 )
& ( (~) @ q01 )
& ( (~) @ q02 ) )
| ( (~) @ p02 ) )
& ( q60
| q61
| p51
| p61 )
& ( ( ( (~) @ q54 )
& ( (~) @ q52 ) )
| ( (~) @ q53 ) )
& ( q64
| q65
| p55
| p65 )
& ( ( ( (~) @ q71 )
& ( (~) @ q70 )
& ( (~) @ q60 )
& ( (~) @ q61 ) )
| ( (~) @ p61 ) )
& ( (~) @ q17 )
& ( (~) @ q77 )
& ( ( ( (~) @ q15 )
& ( (~) @ q14 )
& ( (~) @ q04 )
& ( (~) @ q05 ) )
| ( (~) @ p05 ) )
& ( ( ( (~) @ p37 )
& ( (~) @ p17 ) )
| ( (~) @ p27 ) )
& ( q05
| q06
| p06 )
& ( q02
| q03
| p03 )
& ( ( ( (~) @ q55 )
& ( (~) @ q53 ) )
| ( (~) @ q54 ) )
& ( (~) @ p71 )
& ( (~) @ p00 )
& ( (~) @ p67 )
& ( ( ( (~) @ q31 )
& ( (~) @ q30 )
& ( (~) @ q20 )
& ( (~) @ q21 ) )
| ( (~) @ p21 ) )
& ( q44
| q45
| p35
| p45 )
& ( (~) @ q07 )
& ( q52
| q53
| p43
| p53 )
& ( q12
| q13
| p03
| p13 )
& ( ( ( (~) @ q54 )
& ( (~) @ q53 )
& ( (~) @ q43 )
& ( (~) @ q44 ) )
| ( (~) @ p44 ) )
& ( ( ( (~) @ q04 )
& ( (~) @ q02 ) )
| ( (~) @ q03 ) )
& ( ( ( (~) @ p66 )
& ( (~) @ p46 ) )
| ( (~) @ p56 ) )
& ( q35
| q36
| p26
| p36 )
& ( ( ( (~) @ q55 )
& ( (~) @ q54 )
& ( (~) @ q44 )
& ( (~) @ q45 ) )
| ( (~) @ p45 ) )
& ( ( ( (~) @ p65 )
& ( (~) @ p45 ) )
| ( (~) @ p55 ) )
& ( ( ( (~) @ q46 )
& ( (~) @ q36 ) )
| ( (~) @ p37 ) )
& ( ( ( (~) @ p36 )
& ( (~) @ p16 ) )
| ( (~) @ p26 ) )
& ( ( (~) @ q74 )
| ( (~) @ q75 ) )
& ( q21
| q22
| p12
| p22 )
& ( ( ( (~) @ q13 )
& ( (~) @ q11 ) )
| ( (~) @ q12 ) )
& ( ( ( (~) @ q36 )
& ( (~) @ q35 )
& ( (~) @ q25 )
& ( (~) @ q26 ) )
| ( (~) @ p26 ) )
& ( ( (~) @ q15 )
| ( (~) @ q16 ) )
& ( q25
| q26
| p16
| p26 )
& ( ( ( (~) @ q34 )
& ( (~) @ q33 )
& ( (~) @ q23 )
& ( (~) @ q24 ) )
| ( (~) @ p24 ) )
& ( ( ( (~) @ q62 )
& ( (~) @ q61 )
& ( (~) @ q51 )
& ( (~) @ q52 ) )
| ( (~) @ p52 ) )
& ( ( ( (~) @ q05 )
& ( (~) @ q03 ) )
| ( (~) @ q04 ) )
& ( ( ( (~) @ q73 )
& ( (~) @ q71 ) )
| ( (~) @ q72 ) )
& ( q41
| q42
| p32
| p42 )
& ( ( ( (~) @ q70 )
& ( (~) @ q60 ) )
| ( (~) @ p60 ) )
& ( ( (~) @ q35 )
| ( (~) @ q36 ) )
& ( ( ( (~) @ q56 )
& ( (~) @ q55 )
& ( (~) @ q45 )
& ( (~) @ q46 ) )
| ( (~) @ p46 ) )
& ( (~) @ p75 )
& ( (~) @ p73 )
& ( ( ( (~) @ p45 )
& ( (~) @ p25 ) )
| ( (~) @ p35 ) )
& ( q65
| q66
| p56
| p66 )
& ( q14
| q15
| p05
| p15 )
& ( ( ( (~) @ p35 )
& ( (~) @ p15 ) )
| ( (~) @ p25 ) )
& ( q15
| q16
| p06
| p16 )
& ( q04
| q05
| p05 )
& ( (~) @ q27 )
& ( ( ( (~) @ q22 )
& ( (~) @ q21 )
& ( (~) @ q11 )
& ( (~) @ q12 ) )
| ( (~) @ p12 ) )
& ( q36
| p27
| p37 )
& ( ( ( (~) @ q45 )
& ( (~) @ q44 )
& ( (~) @ q34 )
& ( (~) @ q35 ) )
| ( (~) @ p35 ) )
& ( ( ( (~) @ p47 )
& ( (~) @ p27 ) )
| ( (~) @ p37 ) )
& ( ( ( (~) @ p63 )
& ( (~) @ p43 ) )
| ( (~) @ p53 ) )
& ( ( ( (~) @ q14 )
& ( (~) @ q12 ) )
| ( (~) @ q13 ) )
& ( ( ( (~) @ q43 )
& ( (~) @ q41 ) )
| ( (~) @ q42 ) )
& ( ( (~) @ q31 )
| ( (~) @ q30 ) )
& ( ( ( (~) @ p24 )
& ( (~) @ p04 ) )
| ( (~) @ p14 ) )
& ( ( (~) @ q51 )
| ( (~) @ q50 ) )
& ( ( ( (~) @ q23 )
& ( (~) @ q22 )
& ( (~) @ q12 )
& ( (~) @ q13 ) )
| ( (~) @ p13 ) )
& ( ( ( (~) @ q72 )
& ( (~) @ q71 )
& ( (~) @ q61 )
& ( (~) @ q62 ) )
| ( (~) @ p62 ) )
& ( ( (~) @ q05 )
| ( (~) @ q06 ) )
& ( ( ( (~) @ q56 )
& ( (~) @ q54 ) )
| ( (~) @ q55 ) )
& ( ( ( (~) @ q46 )
& ( (~) @ q44 ) )
| ( (~) @ q45 ) )
& ( ( ( (~) @ q52 )
& ( (~) @ q50 ) )
| ( (~) @ q51 ) )
& ( ( ( (~) @ q21 )
& ( (~) @ q20 )
& ( (~) @ q10 )
& ( (~) @ q11 ) )
| ( (~) @ p11 ) )
& ( (~) @ q76 )
& ( q60
| p50
| p60 )
& ( ( ( (~) @ p31 )
& ( (~) @ p11 ) )
| ( (~) @ p21 ) )
& ( ( ( (~) @ q15 )
& ( (~) @ q13 ) )
| ( (~) @ q14 ) )
& ( ( ( (~) @ q44 )
& ( (~) @ q42 ) )
| ( (~) @ q43 ) )
& ( ( ( (~) @ q20 )
& ( (~) @ q10 ) )
| ( (~) @ p10 ) )
& ( ( (~) @ p20 )
| ( (~) @ p10 ) )
& ( ( ( (~) @ q13 )
& ( (~) @ q12 )
& ( (~) @ q02 )
& ( (~) @ q03 ) )
| ( (~) @ p03 ) )
& ( q45
| q46
| p36
| p46 )
& ( ( ( (~) @ p52 )
& ( (~) @ p32 ) )
| ( (~) @ p42 ) )
& ( ( ( (~) @ q16 )
& ( (~) @ q15 )
& ( (~) @ q05 )
& ( (~) @ q06 ) )
| ( (~) @ p06 ) )
& ( q43
| q44
| p34
| p44 )
& ( q53
| q54
| p44
| p54 )
& ( ( ( (~) @ q75 )
& ( (~) @ q73 ) )
| ( (~) @ q74 ) )
& ( ( ( (~) @ p41 )
& ( (~) @ p21 ) )
| ( (~) @ p31 ) )
& ( ( ( (~) @ q42 )
& ( (~) @ q41 )
& ( (~) @ q31 )
& ( (~) @ q32 ) )
| ( (~) @ p32 ) )
& ( q20
| p10
| p20 )
& ( ( ( (~) @ p53 )
& ( (~) @ p33 ) )
| ( (~) @ p43 ) )
& ( q56
| p47
| p57 )
& ( ( ( (~) @ q32 )
& ( (~) @ q30 ) )
| ( (~) @ q31 ) )
& ( (~) @ p77 )
& ( q31
| q32
| p22
| p32 )
& ( ( ( (~) @ q74 )
& ( (~) @ q72 ) )
| ( (~) @ q73 ) )
& ( ( ( (~) @ p57 )
& ( (~) @ p37 ) )
| ( (~) @ p47 ) )
& ( ( ( (~) @ q26 )
& ( (~) @ q25 )
& ( (~) @ q15 )
& ( (~) @ q16 ) )
| ( (~) @ p16 ) )
& ( q11
| q12
| p02
| p12 )
& ( ( (~) @ p50 )
| ( (~) @ p60 ) )
& ( ( ( (~) @ p56 )
& ( (~) @ p36 ) )
| ( (~) @ p46 ) )
& ( ( (~) @ p17 )
| ( (~) @ p07 ) )
& ( q16
| p07
| p17 )
& ( ( (~) @ p13 )
| ( (~) @ p03 ) )
& ( ( (~) @ p12 )
| ( (~) @ p02 ) )
& ( q62
| q63
| p53
| p63 )
& ( q20
| q21
| p11
| p21 )
& ( ( ( (~) @ p44 )
& ( (~) @ p24 ) )
| ( (~) @ p34 ) )
& ( q66
| p57 )
& ( q22
| q23
| p13
| p23 )
& ( q75
| p66 )
& ( ( ( (~) @ q24 )
& ( (~) @ q22 ) )
| ( (~) @ q23 ) )
& ( ( ( (~) @ q66 )
& ( (~) @ q65 )
& ( (~) @ q55 )
& ( (~) @ q56 ) )
| ( (~) @ p56 ) )
& ( q10
| q11
| p01
| p11 )
& ( ( ( (~) @ p43 )
& ( (~) @ p23 ) )
| ( (~) @ p33 ) )
& ( ( ( (~) @ q33 )
& ( (~) @ q32 )
& ( (~) @ q22 )
& ( (~) @ q23 ) )
| ( (~) @ p23 ) )
& ( ( ( (~) @ q40 )
& ( (~) @ q30 ) )
| ( (~) @ p30 ) )
& ( ( (~) @ p56 )
| ( (~) @ p66 ) )
& ( ( (~) @ p52 )
| ( (~) @ p62 ) )
& ( ( (~) @ p47 )
| ( (~) @ p57 ) )
& ( ( ( (~) @ q73 )
& ( (~) @ q72 )
& ( (~) @ q62 )
& ( (~) @ q63 ) )
| ( (~) @ p63 ) )
& ( ( ( (~) @ q22 )
& ( (~) @ q20 ) )
| ( (~) @ q21 ) )
& ( ( ( (~) @ p62 )
& ( (~) @ p42 ) )
| ( (~) @ p52 ) )
& ( q74
| q75
| p65 )
& ( q50
| p40
| p50 )
& ( q73
| q74
| p64 )
& ( ( ( (~) @ p61 )
& ( (~) @ p41 ) )
| ( (~) @ p51 ) )
& ( ( ( (~) @ q16 )
& ( (~) @ q14 ) )
| ( (~) @ q15 ) )
& ( ( (~) @ q11 )
| ( (~) @ q10 ) )
& ( ( (~) @ p15 )
| ( (~) @ p05 ) )
& ( ( (~) @ q61 )
| ( (~) @ q60 ) )
& ( ( ( (~) @ q32 )
& ( (~) @ q31 )
& ( (~) @ q21 )
& ( (~) @ q22 ) )
| ( (~) @ p22 ) )
& ( ( ( (~) @ q41 )
& ( (~) @ q40 )
& ( (~) @ q30 )
& ( (~) @ q31 ) )
| ( (~) @ p31 ) )
& ( ( (~) @ q21 )
| ( (~) @ q20 ) )
& ( ( ( (~) @ p55 )
& ( (~) @ p35 ) )
| ( (~) @ p45 ) )
& ( q34
| q35
| p25
| p35 )
& ( q70
| q71
| p61 )
& ( ( ( (~) @ q63 )
& ( (~) @ q62 )
& ( (~) @ q52 )
& ( (~) @ q53 ) )
| ( (~) @ p53 ) )
& ( q42
| q43
| p33
| p43 )
& ( q72
| q73
| p63 )
& ( (~) @ p72 )
& ( q24
| q25
| p15
| p25 )
& ( q63
| q64
| p54
| p64 )
& ( (~) @ p70 )
& ( q50
| q51
| p41
| p51 )
& ( ( (~) @ p14 )
| ( (~) @ p04 ) )
& ( ( ( (~) @ q46 )
& ( (~) @ q45 )
& ( (~) @ q35 )
& ( (~) @ q36 ) )
| ( (~) @ p36 ) )
& ( ( ( (~) @ p21 )
& ( (~) @ p01 ) )
| ( (~) @ p11 ) )
& ( ( ( (~) @ q25 )
& ( (~) @ q24 )
& ( (~) @ q14 )
& ( (~) @ q15 ) )
| ( (~) @ p15 ) )
& ( ( ( (~) @ q64 )
& ( (~) @ q63 )
& ( (~) @ q53 )
& ( (~) @ q54 ) )
| ( (~) @ p54 ) )
& ( (~) @ p76 )
& ( ( ( (~) @ p40 )
& ( (~) @ p20 ) )
| ( (~) @ p30 ) )
& ( ( ( (~) @ q64 )
& ( (~) @ q62 ) )
| ( (~) @ q63 ) )
& ( ( (~) @ q71 )
| ( (~) @ q70 ) )
& ( ( ( (~) @ q45 )
& ( (~) @ q43 ) )
| ( (~) @ q44 ) )
& ( ( ( (~) @ q11 )
& ( (~) @ q10 )
& ( (~) @ q01 ) )
| ( (~) @ p01 ) )
& ( ( ( (~) @ q65 )
& ( (~) @ q64 )
& ( (~) @ q54 )
& ( (~) @ q55 ) )
| ( (~) @ p55 ) )
& ( ( ( (~) @ q66 )
& ( (~) @ q64 ) )
| ( (~) @ q65 ) )
& ( ( ( (~) @ q52 )
& ( (~) @ q51 )
& ( (~) @ q41 )
& ( (~) @ q42 ) )
| ( (~) @ p42 ) )
& ( ( ( (~) @ q03 )
& ( (~) @ q01 ) )
| ( (~) @ q02 ) )
& ( ( ( (~) @ q35 )
& ( (~) @ q33 ) )
| ( (~) @ q34 ) )
& ( ( ( (~) @ p26 )
& ( (~) @ p06 ) )
| ( (~) @ p16 ) )
& ( q30
| p20
| p30 )
& ( ( ( (~) @ p60 )
& ( (~) @ p40 ) )
| ( (~) @ p50 ) )
& ( ( ( (~) @ q25 )
& ( (~) @ q23 ) )
| ( (~) @ q24 ) )
& ( ( ( (~) @ q75 )
& ( (~) @ q74 )
& ( (~) @ q64 )
& ( (~) @ q65 ) )
| ( (~) @ p65 ) )
& ( ( (~) @ q55 )
| ( (~) @ q56 ) )
& ( ( ( (~) @ q66 )
& ( (~) @ q56 ) )
| ( (~) @ p57 ) )
& ( q01
| q02
| p02 )
& ( q33
| q34
| p24
| p34 )
& ( ( ( (~) @ q26 )
& ( (~) @ q24 ) )
| ( (~) @ q25 ) )
& ( (~) @ q47 )
& ( ( ( (~) @ q50 )
& ( (~) @ q40 ) )
| ( (~) @ p40 ) )
& ( ( ( (~) @ q16 )
& ( (~) @ q06 ) )
| ( (~) @ p07 ) )
& ( ( (~) @ q61 )
| q62
| p52
| p62 )
& ( ( ( (~) @ p22 )
& ( (~) @ p02 ) )
| ( (~) @ p12 ) )
& ( ( ( (~) @ q75 )
& ( (~) @ q65 )
& ( (~) @ q66 ) )
| ( (~) @ p66 ) )
& ( ( (~) @ p53 )
| ( (~) @ p63 ) )
& ( q26
| p17
| p27 )
& ( (~) @ p74 )
& ( ( ( (~) @ q53 )
& ( (~) @ q51 ) )
| ( (~) @ q52 ) )
& ( ( ( (~) @ q24 )
& ( (~) @ q23 )
& ( (~) @ q13 )
& ( (~) @ q14 ) )
| ( (~) @ p14 ) )
& ( ( ( (~) @ p25 )
& ( (~) @ p05 ) )
| ( (~) @ p15 ) )
& ( ( ( (~) @ q42 )
& ( (~) @ q40 ) )
| ( (~) @ q41 ) )
& ( ( ( (~) @ q14 )
& ( (~) @ q13 )
& ( (~) @ q03 )
& ( (~) @ q04 ) )
| ( (~) @ p04 ) )
& ( ( ( (~) @ q63 )
& ( (~) @ q61 ) )
| ( (~) @ q62 ) )
& ( ( ( (~) @ p51 )
& ( (~) @ p31 ) )
| ( (~) @ p41 ) )
& ( ( ( (~) @ p33 )
& ( (~) @ p13 ) )
| ( (~) @ p23 ) )
& ( ( ( (~) @ q36 )
& ( (~) @ q26 ) )
| ( (~) @ p27 ) )
& ( (~) @ q67 )
& ( q32
| q33
| p23
| p33 )
& ( ( (~) @ p54 )
| ( (~) @ p64 ) )
& ( q10
| p10 )
& ( ( ( (~) @ q36 )
& ( (~) @ q34 ) )
| ( (~) @ q35 ) )
& ( q30
| q31
| p21
| p31 )
& ( ( ( (~) @ p34 )
& ( (~) @ p14 ) )
| ( (~) @ p24 ) )
& ( q70
| p60 )
& ( ( ( (~) @ q06 )
& ( (~) @ q04 ) )
| ( (~) @ q05 ) )
& ( ( (~) @ p11 )
| ( (~) @ p01 ) )
& ( (~) @ q57 )
& ( ( (~) @ q41 )
| ( (~) @ q40 ) )
& ( ( (~) @ p16 )
| ( (~) @ p06 ) )
& ( ( ( (~) @ q43 )
& ( (~) @ q42 )
& ( (~) @ q32 )
& ( (~) @ q33 ) )
| ( (~) @ p33 ) )
& ( ( ( (~) @ q26 )
& ( (~) @ q16 ) )
| ( (~) @ p17 ) )
& ( ( ( (~) @ q33 )
& ( (~) @ q31 ) )
| ( (~) @ q32 ) )
& ( ( ( (~) @ p23 )
& ( (~) @ p03 ) )
| ( (~) @ p13 ) )
& ( ( ( (~) @ p32 )
& ( (~) @ p12 ) )
| ( (~) @ p22 ) )
& ( q51
| q52
| p42
| p52 )
& ( ( (~) @ q25 )
| ( (~) @ q26 ) )
& ( q01
| p01 )
& ( q23
| q24
| p14
| p24 )
& ( q54
| q55
| p45
| p55 )
& ( ( ( (~) @ q56 )
& ( (~) @ q46 ) )
| ( (~) @ p47 ) )
& ( q13
| q14
| p04
| p14 )
& ( ( ( (~) @ q61 )
& ( (~) @ q60 )
& ( (~) @ q50 )
& ( (~) @ q51 ) )
| ( (~) @ p51 ) )
& ( q55
| q56
| p46
| p56 )
& ( q06
| p07 )
& ( ( ( (~) @ q65 )
& ( (~) @ q63 ) )
| ( (~) @ q64 ) )
& ( (~) @ q37 )
& ( ( (~) @ q65 )
| ( (~) @ q66 ) )
& ( ( ( (~) @ q53 )
& ( (~) @ q52 )
& ( (~) @ q42 )
& ( (~) @ q43 ) )
| ( (~) @ p43 ) )
& ( ( (~) @ q02 )
| ( (~) @ q01 ) )
& ( q40
| p30
| p40 )
& ( ( ( (~) @ p50 )
& ( (~) @ p30 ) )
| ( (~) @ p40 ) )
& ( ( ( (~) @ p64 )
& ( (~) @ p44 ) )
| ( (~) @ p54 ) )
& ( ( ( (~) @ q34 )
& ( (~) @ q32 ) )
| ( (~) @ q33 ) )
& ( q46
| p37
| p47 )
& ( ( ( (~) @ p42 )
& ( (~) @ p22 ) )
| ( (~) @ p32 ) )
& ( ( ( (~) @ q30 )
& ( (~) @ q20 ) )
| ( (~) @ p20 ) )
& ( ( ( (~) @ p54 )
& ( (~) @ p34 ) )
| ( (~) @ p44 ) )
& ( ( (~) @ q45 )
| ( (~) @ q46 ) )
& ( ( ( (~) @ p27 )
& ( (~) @ p07 ) )
| ( (~) @ p17 ) )
& ( ( (~) @ p55 )
| ( (~) @ p65 ) )
& ( ( ( (~) @ q12 )
& ( (~) @ q10 ) )
| ( (~) @ q11 ) )
& ( ( (~) @ p51 )
| ( (~) @ p61 ) )
& ( ( ( (~) @ p46 )
& ( (~) @ p26 ) )
| ( (~) @ p36 ) )
& ( q71
| q72
| p62 )
& ( ( ( (~) @ q44 )
& ( (~) @ q43 )
& ( (~) @ q33 )
& ( (~) @ q34 ) )
| ( (~) @ p34 ) )
& ( ( ( (~) @ q62 )
& ( (~) @ q60 ) )
| ( (~) @ q61 ) )
& ( ( ( (~) @ q51 )
& ( (~) @ q50 )
& ( (~) @ q40 )
& ( (~) @ q41 ) )
| ( (~) @ p41 ) )
& ( ( ( (~) @ q60 )
& ( (~) @ q50 ) )
| ( (~) @ p50 ) )
& ( ( ( (~) @ q74 )
& ( (~) @ q73 )
& ( (~) @ q63 )
& ( (~) @ q64 ) )
| ( (~) @ p64 ) )
& ( ( ( (~) @ p30 )
& ( (~) @ p10 ) )
| ( (~) @ p20 ) )
& ( ( ( (~) @ q23 )
& ( (~) @ q21 ) )
| ( (~) @ q22 ) )
& ( ( ( (~) @ q72 )
& ( (~) @ q70 ) )
| ( (~) @ q71 ) )
& ( q03
| q04
| p04 ) ),
inference(cnf,[status(esa)],[zf_stmt_0]) ).
thf(zip_derived_cl1401,plain,
$false,
inference(eprover,[status(thm)],[zip_derived_cl927,zip_derived_cl913,zip_derived_cl1286,zip_derived_cl1146,zip_derived_cl1252,zip_derived_cl1243,zip_derived_cl972,zip_derived_cl1090,zip_derived_cl920,zip_derived_cl1006,zip_derived_cl979,zip_derived_cl990,zip_derived_cl941,zip_derived_cl0]) ).
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.13 % Problem : SYO182^5 : TPTP v8.1.2. Released v4.0.0.
% 0.00/0.14 % Command : python3 /export/starexec/sandbox2/solver/bin/portfolio.lams.parallel.py %s %d /export/starexec/sandbox2/tmp/tmp.V3jZ64xsdN true
% 0.16/0.34 % Computer : n013.cluster.edu
% 0.16/0.34 % Model : x86_64 x86_64
% 0.16/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.16/0.34 % Memory : 8042.1875MB
% 0.16/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.16/0.34 % CPULimit : 300
% 0.16/0.34 % WCLimit : 300
% 0.16/0.34 % DateTime : Sat Aug 26 05:28:47 EDT 2023
% 0.16/0.34 % CPUTime :
% 0.16/0.34 % Running portfolio for 300 s
% 0.16/0.34 % File : /export/starexec/sandbox2/benchmark/theBenchmark.p
% 0.16/0.34 % Number of cores: 8
% 0.16/0.35 % Python version: Python 3.6.8
% 0.16/0.35 % Running in HO mode
% 0.19/0.60 % Total configuration time : 828
% 0.19/0.60 % Estimated wc time : 1656
% 0.19/0.60 % Estimated cpu time (8 cpus) : 207.0
% 0.19/0.67 % /export/starexec/sandbox2/solver/bin/lams/40_c.s.sh running for 80s
% 0.19/0.68 % /export/starexec/sandbox2/solver/bin/lams/15_e_short1.sh running for 30s
% 0.19/0.68 % /export/starexec/sandbox2/solver/bin/lams/40_c_ic.sh running for 80s
% 0.19/0.68 % /export/starexec/sandbox2/solver/bin/lams/35_full_unif4.sh running for 80s
% 0.19/0.73 % /export/starexec/sandbox2/solver/bin/lams/40_noforms.sh running for 90s
% 0.19/0.76 % /export/starexec/sandbox2/solver/bin/lams/40_b.comb.sh running for 70s
% 1.47/0.76 % /export/starexec/sandbox2/solver/bin/lams/20_acsne_simpl.sh running for 40s
% 1.47/0.76 % /export/starexec/sandbox2/solver/bin/lams/30_sp5.sh running for 60s
% 63.42/8.86 % Solved by lams/15_e_short1.sh.
% 63.42/8.86 % done 497 iterations in 8.066s
% 63.42/8.86 % SZS status Theorem for '/export/starexec/sandbox2/benchmark/theBenchmark.p'
% 63.42/8.86 % SZS output start Refutation
% See solution above
% 63.42/8.87
% 63.42/8.87
% 63.42/8.87 % Terminating...
% 63.86/8.98 % Runner terminated.
% 63.86/8.99 % Zipperpin 1.5 exiting
%------------------------------------------------------------------------------