%------------------------------------------------------------------------------
% File : PRV043+1.s : ProoVer 2026
% Proof : Problems/PRV043+1.p
%------------------------------------------------------------------------------
% SZS output start Proof
fof(a1,axiom,
( b1
<=> ( b2
<=> ( b3
<=> ( b4
<=> ( b5
<=> ( b6
<=> ( b7
<=> ( b8
<=> ( b9
<=> ( b10
<=> ( b11
<=> ( b12
<=> ( b13
<=> ( b14
<=> ( b15
<=> ( b16
<=> ( b17
<=> ( b18
<=> ( b19
<=> ( b20
<=> ( b21
<=> ( b22
<=> ( b23
<=> ( b24
<=> ( b25
<=> ( b26
<=> ( b27
<=> ( b28
<=> ( b29
<=> ( b30
<=> ( b31
<=> ( b32
<=> ( b33
<=> ( b34
<=> ( b35
<=> ( b36
<=> ( b37
<=> ( b38
<=> ( b39
<=> ( b40
<=> ( b41
<=> ( b42
<=> ( b43
<=> ( b44
<=> ( b45
<=> ( b46
<=> ( b47
<=> ( b48
<=> ( b49
<=> ( b50
<=> ( b51
<=> ( b52
<=> ( b53
<=> ( b54
<=> ( b55
<=> ( b56
<=> ( b57
<=> ( b58
<=> ( b59
<=> ( b60
<=> ( b61
<=> ( b62
<=> ( b63
<=> ( b64
<=> ( b65
<=> ( b66
<=> ( b67
<=> ( b68
<=> ( b69
<=> ( b70
<=> ( b71
<=> ( b72
<=> ( b73
<=> ( b74
<=> ( b75
<=> ( b76
<=> ( b77
<=> ( b78
<=> ( b79
<=> ( b80
<=> ( b81
<=> ( b82
<=> ( b83
<=> ( b84
<=> ( b85
<=> ( b86
<=> ( b87
<=> ( b88
<=> ( b89
<=> ( b90
<=> ( b91
<=> ( b92
<=> ( b93
<=> ( b94
<=> ( b95
<=> ( b96
<=> ( b97
<=> ( b98
<=> ( b99
<=> b100 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ),
file('Problems/PRV043+1.p',a1) ).
fof(c,conjecture,
( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( b1
<=> b2 )
<=> b3 )
<=> b4 )
<=> b5 )
<=> b6 )
<=> b7 )
<=> b8 )
<=> b9 )
<=> b10 )
<=> b11 )
<=> b12 )
<=> b13 )
<=> b14 )
<=> b15 )
<=> b16 )
<=> b17 )
<=> b18 )
<=> b19 )
<=> b20 )
<=> b21 )
<=> b22 )
<=> b23 )
<=> b24 )
<=> b25 )
<=> b26 )
<=> b27 )
<=> b28 )
<=> b29 )
<=> b30 )
<=> b31 )
<=> b32 )
<=> b33 )
<=> b34 )
<=> b35 )
<=> b36 )
<=> b37 )
<=> b38 )
<=> b39 )
<=> b40 )
<=> b41 )
<=> b42 )
<=> b43 )
<=> b44 )
<=> b45 )
<=> b46 )
<=> b47 )
<=> b48 )
<=> b49 )
<=> b50 )
<=> b51 )
<=> b52 )
<=> b53 )
<=> b54 )
<=> b55 )
<=> b56 )
<=> b57 )
<=> b58 )
<=> b59 )
<=> b60 )
<=> b61 )
<=> b62 )
<=> b63 )
<=> b64 )
<=> b65 )
<=> b66 )
<=> b67 )
<=> b68 )
<=> b69 )
<=> b70 )
<=> b71 )
<=> b72 )
<=> b73 )
<=> b74 )
<=> b75 )
<=> b76 )
<=> b77 )
<=> b78 )
<=> b79 )
<=> b80 )
<=> b81 )
<=> b82 )
<=> b83 )
<=> b84 )
<=> b85 )
<=> b86 )
<=> b87 )
<=> b88 )
<=> b89 )
<=> b90 )
<=> b91 )
<=> b92 )
<=> b93 )
<=> b94 )
<=> b95 )
<=> b96 )
<=> b97 )
<=> b98 )
<=> b99 )
<=> b100 ),
file('Problems/PRV043+1.p',c) ).
fof(s,plain,
( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( b1
<=> b2 )
<=> b3 )
<=> b4 )
<=> b5 )
<=> b6 )
<=> b7 )
<=> b8 )
<=> b9 )
<=> b10 )
<=> b11 )
<=> b12 )
<=> b13 )
<=> b14 )
<=> b15 )
<=> b16 )
<=> b17 )
<=> b18 )
<=> b19 )
<=> b20 )
<=> b21 )
<=> b22 )
<=> b23 )
<=> b24 )
<=> b25 )
<=> b26 )
<=> b27 )
<=> b28 )
<=> b29 )
<=> b30 )
<=> b31 )
<=> b32 )
<=> b33 )
<=> b34 )
<=> b35 )
<=> b36 )
<=> b37 )
<=> b38 )
<=> b39 )
<=> b40 )
<=> b41 )
<=> b42 )
<=> b43 )
<=> b44 )
<=> b45 )
<=> b46 )
<=> b47 )
<=> b48 )
<=> b49 )
<=> b50 )
<=> b51 )
<=> b52 )
<=> b53 )
<=> b54 )
<=> b55 )
<=> b56 )
<=> b57 )
<=> b58 )
<=> b59 )
<=> b60 )
<=> b61 )
<=> b62 )
<=> b63 )
<=> b64 )
<=> b65 )
<=> b66 )
<=> b67 )
<=> b68 )
<=> b69 )
<=> b70 )
<=> b71 )
<=> b72 )
<=> b73 )
<=> b74 )
<=> b75 )
<=> b76 )
<=> b77 )
<=> b78 )
<=> b79 )
<=> b80 )
<=> b81 )
<=> b82 )
<=> b83 )
<=> b84 )
<=> b85 )
<=> b86 )
<=> b87 )
<=> b88 )
<=> b89 )
<=> b90 )
<=> b91 )
<=> b92 )
<=> b93 )
<=> b94 )
<=> b95 )
<=> b96 )
<=> b97 )
<=> b98 )
<=> b99 )
<=> b100 ),
inference(reassociate,[status(thm)],[a1]) ).
fof(negc,negated_conjecture,
~ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( b1
<=> b2 )
<=> b3 )
<=> b4 )
<=> b5 )
<=> b6 )
<=> b7 )
<=> b8 )
<=> b9 )
<=> b10 )
<=> b11 )
<=> b12 )
<=> b13 )
<=> b14 )
<=> b15 )
<=> b16 )
<=> b17 )
<=> b18 )
<=> b19 )
<=> b20 )
<=> b21 )
<=> b22 )
<=> b23 )
<=> b24 )
<=> b25 )
<=> b26 )
<=> b27 )
<=> b28 )
<=> b29 )
<=> b30 )
<=> b31 )
<=> b32 )
<=> b33 )
<=> b34 )
<=> b35 )
<=> b36 )
<=> b37 )
<=> b38 )
<=> b39 )
<=> b40 )
<=> b41 )
<=> b42 )
<=> b43 )
<=> b44 )
<=> b45 )
<=> b46 )
<=> b47 )
<=> b48 )
<=> b49 )
<=> b50 )
<=> b51 )
<=> b52 )
<=> b53 )
<=> b54 )
<=> b55 )
<=> b56 )
<=> b57 )
<=> b58 )
<=> b59 )
<=> b60 )
<=> b61 )
<=> b62 )
<=> b63 )
<=> b64 )
<=> b65 )
<=> b66 )
<=> b67 )
<=> b68 )
<=> b69 )
<=> b70 )
<=> b71 )
<=> b72 )
<=> b73 )
<=> b74 )
<=> b75 )
<=> b76 )
<=> b77 )
<=> b78 )
<=> b79 )
<=> b80 )
<=> b81 )
<=> b82 )
<=> b83 )
<=> b84 )
<=> b85 )
<=> b86 )
<=> b87 )
<=> b88 )
<=> b89 )
<=> b90 )
<=> b91 )
<=> b92 )
<=> b93 )
<=> b94 )
<=> b95 )
<=> b96 )
<=> b97 )
<=> b98 )
<=> b99 )
<=> b100 ),
inference(negated_conjecture,[status(cth)],[c]) ).
fof(bot,plain,
$false,
inference(consequence,[status(thm)],[negc,s]) ).
% SZS output end Proof