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Proofgold Proposition

∀ x0 x1 . x1x0∀ x2 . x2x0∀ x3 . x3x0∀ x4 . x4x0∀ x5 . x5x0∀ x6 . x6x0∀ x7 . x7x0∀ x8 . x8x0∀ x9 . x9x0∀ x10 . x10x0∀ x11 . x11x0∀ x12 . x12x0∀ x13 . x13x0∀ x14 . x14x0∀ x15 . x15x0∀ x16 . x16x0∀ x17 . x17x0∀ x18 . x18x0∀ x19 . x19x0∀ x20 . x20x0∀ x21 . x21x0∀ x22 . x22x0∀ x23 . x23x0∀ x24 . x24x0∀ x25 . x25x0(x1 = x2∀ x26 : ο . x26)(x1 = x3∀ x26 : ο . x26)(x2 = x3∀ x26 : ο . x26)(x1 = x4∀ x26 : ο . x26)(x2 = x4∀ x26 : ο . x26)(x3 = x4∀ x26 : ο . x26)(x1 = x5∀ x26 : ο . x26)(x2 = x5∀ x26 : ο . x26)(x3 = x5∀ x26 : ο . x26)(x4 = x5∀ x26 : ο . x26)(x1 = x6∀ x26 : ο . x26)(x2 = x6∀ x26 : ο . x26)(x3 = x6∀ x26 : ο . x26)(x4 = x6∀ x26 : ο . x26)(x5 = x6∀ x26 : ο . x26)(x1 = x7∀ x26 : ο . x26)(x2 = x7∀ x26 : ο . x26)(x3 = x7∀ x26 : ο . x26)(x4 = x7∀ x26 : ο . x26)(x5 = x7∀ x26 : ο . x26)(x6 = x7∀ x26 : ο . x26)(x1 = x8∀ x26 : ο . x26)(x2 = x8∀ x26 : ο . x26)(x3 = x8∀ x26 : ο . x26)(x4 = x8∀ x26 : ο . x26)(x5 = x8∀ x26 : ο . x26)(x6 = x8∀ x26 : ο . x26)(x7 = x8∀ x26 : ο . x26)(x1 = x9∀ x26 : ο . x26)(x2 = x9∀ x26 : ο . x26)(x3 = x9∀ x26 : ο . x26)(x4 = x9∀ x26 : ο . x26)(x5 = x9∀ x26 : ο . x26)(x6 = x9∀ x26 : ο . x26)(x7 = x9∀ x26 : ο . x26)(x8 = x9∀ x26 : ο . x26)(x1 = x10∀ x26 : ο . x26)(x2 = x10∀ x26 : ο . x26)(x3 = x10∀ x26 : ο . x26)(x4 = x10∀ x26 : ο . x26)(x5 = x10∀ x26 : ο . x26)(x6 = x10∀ x26 : ο . x26)(x7 = x10∀ x26 : ο . x26)(x8 = x10∀ x26 : ο . x26)(x9 = x10∀ x26 : ο . x26)(x1 = x11∀ x26 : ο . x26)(x2 = x11∀ x26 : ο . x26)(x3 = x11∀ x26 : ο . x26)(x4 = x11∀ x26 : ο . x26)(x5 = x11∀ x26 : ο . x26)(x6 = x11∀ x26 : ο . x26)(x7 = x11∀ x26 : ο . x26)(x8 = x11∀ x26 : ο . x26)(x9 = x11∀ x26 : ο . x26)(x10 = x11∀ x26 : ο . x26)(x1 = x12∀ x26 : ο . x26)(x2 = x12∀ x26 : ο . x26)(x3 = x12∀ x26 : ο . x26)(x4 = x12∀ x26 : ο . x26)(x5 = x12∀ x26 : ο . x26)(x6 = x12∀ x26 : ο . x26)(x7 = x12∀ x26 : ο . x26)(x8 = x12∀ x26 : ο . x26)(x9 = x12∀ x26 : ο . x26)(x10 = x12∀ x26 : ο . x26)(x11 = x12∀ x26 : ο . x26)(x1 = x13∀ x26 : ο . x26)(x2 = x13∀ x26 : ο . x26)(x3 = x13∀ x26 : ο . x26)(x4 = x13∀ x26 : ο . x26)(x5 = x13∀ x26 : ο . x26)(x6 = x13∀ x26 : ο . x26)(x7 = x13∀ x26 : ο . x26)(x8 = x13∀ x26 : ο . x26)(x9 = x13∀ x26 : ο . x26)(x10 = x13∀ x26 : ο . x26)(x11 = x13∀ x26 : ο . x26)(x12 = x13∀ x26 : ο . x26)(x1 = x14∀ x26 : ο . x26)(x2 = x14∀ x26 : ο . x26)(x3 = x14∀ x26 : ο . x26)(x4 = x14∀ x26 : ο . x26)(x5 = x14∀ x26 : ο . x26)(x6 = x14∀ x26 : ο . x26)(x7 = x14∀ x26 : ο . x26)(x8 = x14∀ x26 : ο . x26)(x9 = x14∀ x26 : ο . x26)(x10 = x14∀ x26 : ο . x26)(x11 = x14∀ x26 : ο . x26)(x12 = x14∀ x26 : ο . x26)(x13 = x14∀ x26 : ο . x26)(x1 = x15∀ x26 : ο . x26)(x2 = x15∀ x26 : ο . x26)(x3 = x15∀ x26 : ο . x26)(x4 = x15∀ x26 : ο . x26)(x5 = x15∀ x26 : ο . x26)(x6 = x15∀ x26 : ο . x26)(x7 = x15∀ x26 : ο . x26)(x8 = x15∀ x26 : ο . x26)(x9 = x15∀ x26 : ο . x26)(x10 = x15∀ x26 : ο . x26)(x11 = x15∀ x26 : ο . x26)(x12 = x15∀ x26 : ο . x26)(x13 = x15∀ x26 : ο . x26)(x14 = x15∀ x26 : ο . x26)(x1 = x16∀ x26 : ο . x26)(x2 = x16∀ x26 : ο . x26)(x3 = x16∀ x26 : ο . x26)(x4 = x16∀ x26 : ο . x26)(x5 = x16∀ x26 : ο . x26)(x6 = x16∀ x26 : ο . x26)(x7 = x16∀ x26 : ο . x26)(x8 = x16∀ x26 : ο . x26)(x9 = x16∀ x26 : ο . x26)(x10 = x16∀ x26 : ο . x26)(x11 = x16∀ x26 : ο . x26)(x12 = x16∀ x26 : ο . x26)(x13 = x16∀ x26 : ο . x26)(x14 = x16∀ x26 : ο . x26)(x15 = x16∀ x26 : ο . x26)(x1 = x17∀ x26 : ο . x26)(x2 = x17∀ x26 : ο . x26)(x3 = x17∀ x26 : ο . x26)(x4 = x17∀ x26 : ο . x26)(x5 = x17∀ x26 : ο . x26)(x6 = x17∀ x26 : ο . x26)(x7 = x17∀ x26 : ο . x26)(x8 = x17∀ x26 : ο . x26)(x9 = x17∀ x26 : ο . x26)(x10 = x17∀ x26 : ο . x26)(x11 = x17∀ x26 : ο . x26)(x12 = x17∀ x26 : ο . x26)(x13 = x17∀ x26 : ο . x26)(x14 = x17∀ x26 : ο . x26)(x15 = x17∀ x26 : ο . x26)(x16 = x17∀ x26 : ο . x26)(x1 = x18∀ x26 : ο . x26)(x2 = x18∀ x26 : ο . x26)(x3 = x18∀ x26 : ο . x26)(x4 = x18∀ x26 : ο . x26)(x5 = x18∀ x26 : ο . x26)(x6 = x18∀ x26 : ο . x26)(x7 = x18∀ x26 : ο . x26)(x8 = x18∀ x26 : ο . x26)(x9 = x18∀ x26 : ο . x26)(x10 = x18∀ x26 : ο . x26)(x11 = x18∀ x26 : ο . x26)(x12 = x18∀ x26 : ο . x26)(x13 = x18∀ x26 : ο . x26)(x14 = x18∀ x26 : ο . x26)(x15 = x18∀ x26 : ο . x26)(x16 = x18∀ x26 : ο . x26)(x17 = x18∀ x26 : ο . x26)(x1 = x19∀ x26 : ο . x26)(x2 = x19∀ x26 : ο . x26)(x3 = x19∀ x26 : ο . x26)(x4 = x19∀ x26 : ο . x26)(x5 = x19∀ x26 : ο . x26)(x6 = x19∀ x26 : ο . x26)(x7 = x19∀ x26 : ο . x26)(x8 = x19∀ x26 : ο . x26)(x9 = x19∀ x26 : ο . x26)(x10 = x19∀ x26 : ο . x26)(x11 = x19∀ x26 : ο . x26)(x12 = x19∀ x26 : ο . x26)(x13 = x19∀ x26 : ο . x26)(x14 = x19∀ x26 : ο . x26)(x15 = x19∀ x26 : ο . x26)(x16 = x19∀ x26 : ο . x26)(x17 = x19∀ x26 : ο . x26)(x18 = x19∀ x26 : ο . x26)(x1 = x20∀ x26 : ο . x26)(x2 = x20∀ x26 : ο . x26)(x3 = x20∀ x26 : ο . x26)(x4 = x20∀ x26 : ο . x26)(x5 = x20∀ x26 : ο . x26)(x6 = x20∀ x26 : ο . x26)(x7 = x20∀ x26 : ο . x26)(x8 = x20∀ x26 : ο . x26)(x9 = x20∀ x26 : ο . x26)(x10 = x20∀ x26 : ο . x26)(x11 = x20∀ x26 : ο . x26)(x12 = x20∀ x26 : ο . x26)(x13 = x20∀ x26 : ο . x26)(x14 = x20∀ x26 : ο . x26)(x15 = x20∀ x26 : ο . x26)(x16 = x20∀ x26 : ο . x26)(x17 = x20∀ x26 : ο . x26)(x18 = x20∀ x26 : ο . x26)(x19 = x20∀ x26 : ο . x26)(x1 = x21∀ x26 : ο . x26)(x2 = x21∀ x26 : ο . x26)(x3 = x21∀ x26 : ο . x26)(x4 = x21∀ x26 : ο . x26)(x5 = x21∀ x26 : ο . x26)(x6 = x21∀ x26 : ο . x26)(x7 = x21∀ x26 : ο . x26)(x8 = x21∀ x26 : ο . x26)(x9 = x21∀ x26 : ο . x26)(x10 = x21∀ x26 : ο . x26)(x11 = x21∀ x26 : ο . x26)(x12 = x21∀ x26 : ο . x26)(x13 = x21∀ x26 : ο . x26)(x14 = x21∀ x26 : ο . x26)(x15 = x21∀ x26 : ο . x26)(x16 = x21∀ x26 : ο . x26)(x17 = x21∀ x26 : ο . x26)(x18 = x21∀ x26 : ο . x26)(x19 = x21∀ x26 : ο . x26)(x20 = x21∀ x26 : ο . x26)(x1 = x22∀ x26 : ο . x26)(x2 = x22∀ x26 : ο . x26)(x3 = x22∀ x26 : ο . x26)(x4 = x22∀ x26 : ο . x26)(x5 = x22∀ x26 : ο . x26)(x6 = x22∀ x26 : ο . x26)(x7 = x22∀ x26 : ο . x26)(x8 = x22∀ x26 : ο . x26)(x9 = x22∀ x26 : ο . x26)(x10 = x22∀ x26 : ο . x26)(x11 = x22∀ x26 : ο . x26)(x12 = x22∀ x26 : ο . x26)(x13 = x22∀ x26 : ο . x26)(x14 = x22∀ x26 : ο . x26)(x15 = x22∀ x26 : ο . x26)(x16 = x22∀ x26 : ο . x26)(x17 = x22∀ x26 : ο . x26)(x18 = x22∀ x26 : ο . x26)(x19 = x22∀ x26 : ο . x26)(x20 = x22∀ x26 : ο . x26)(x21 = x22∀ x26 : ο . x26)(x1 = x23∀ x26 : ο . x26)(x2 = x23∀ x26 : ο . x26)(x3 = x23∀ x26 : ο . x26)(x4 = x23∀ x26 : ο . x26)(x5 = x23∀ x26 : ο . x26)(x6 = x23∀ x26 : ο . x26)(x7 = x23∀ x26 : ο . x26)(x8 = x23∀ x26 : ο . x26)(x9 = x23∀ x26 : ο . x26)(x10 = x23∀ x26 : ο . x26)(x11 = x23∀ x26 : ο . x26)(x12 = x23∀ x26 : ο . x26)(x13 = x23∀ x26 : ο . x26)(x14 = x23∀ x26 : ο . x26)(x15 = x23∀ x26 : ο . x26)(x16 = x23∀ x26 : ο . x26)(x17 = x23∀ x26 : ο . x26)(x18 = x23∀ x26 : ο . x26)(x19 = x23∀ x26 : ο . x26)(x20 = x23∀ x26 : ο . x26)(x21 = x23∀ x26 : ο . x26)(x22 = x23∀ x26 : ο . x26)(x1 = x24∀ x26 : ο . x26)(x2 = x24∀ x26 : ο . x26)(x3 = x24∀ x26 : ο . x26)(x4 = x24∀ x26 : ο . x26)(x5 = x24∀ x26 : ο . x26)(x6 = x24∀ x26 : ο . x26)(x7 = x24∀ x26 : ο . x26)(x8 = x24∀ x26 : ο . x26)(x9 = x24∀ x26 : ο . x26)(x10 = x24∀ x26 : ο . x26)(x11 = x24∀ x26 : ο . x26)(x12 = x24∀ x26 : ο . x26)(x13 = x24∀ x26 : ο . x26)(x14 = x24∀ x26 : ο . x26)(x15 = x24∀ x26 : ο . x26)(x16 = x24∀ x26 : ο . x26)(x17 = x24∀ x26 : ο . x26)(x18 = x24∀ x26 : ο . x26)(x19 = x24∀ x26 : ο . x26)(x20 = x24∀ x26 : ο . x26)(x21 = x24∀ x26 : ο . x26)(x22 = x24∀ x26 : ο . x26)(x23 = x24∀ x26 : ο . x26)(x1 = x25∀ x26 : ο . x26)(x2 = x25∀ x26 : ο . x26)(x3 = x25∀ x26 : ο . x26)(x4 = x25∀ x26 : ο . x26)(x5 = x25∀ x26 : ο . x26)(x6 = x25∀ x26 : ο . x26)(x7 = x25∀ x26 : ο . x26)(x8 = x25∀ x26 : ο . x26)(x9 = x25∀ x26 : ο . x26)(x10 = x25∀ x26 : ο . x26)(x11 = x25∀ x26 : ο . x26)(x12 = x25∀ x26 : ο . x26)(x13 = x25∀ x26 : ο . x26)(x14 = x25∀ x26 : ο . x26)(x15 = x25∀ x26 : ο . x26)(x16 = x25∀ x26 : ο . x26)(x17 = x25∀ x26 : ο . x26)(x18 = x25∀ x26 : ο . x26)(x19 = x25∀ x26 : ο . x26)(x20 = x25∀ x26 : ο . x26)(x21 = x25∀ x26 : ο . x26)(x22 = x25∀ x26 : ο . x26)(x23 = x25∀ x26 : ο . x26)(x24 = x25∀ x26 : ο . x26)atleastp u25 x0
type
prop
theory
HotG
name
-
proof
PUXoM..
Megalodon
-
proofgold address
TMWL5..
creator
19851 Pr4zB../f0c73..
owner
19851 Pr4zB../f0c73..
term root
d12ef..