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Proofgold Signed Transaction

vin
PrPhD../c9e52..
PUKBT../44905..
vout
PrPhD../bb608.. 3.41 bars
TMLE6../5c18a.. ownership of 6e6dc.. as prop with payaddr PrPhD.. rightscost 0.00 controlledby PrPhD.. upto 0
TMQaw../3cb90.. ownership of c87ea.. as prop with payaddr PrPhD.. rightscost 0.00 controlledby PrPhD.. upto 0
PURwQ../78279.. doc published by PrPhD..
Definition FalseFalse := ∀ x0 : ο . x0
Definition notnot := λ x0 : ο . x0False
Theorem 6e6dc.. : ∀ x0 : ι → ι → ο . ∀ x1 : ι → ι . ∀ x2 x3 : ι → ι → ο . ∀ x4 : ι → ο . ∀ x5 : ι → ι → ι . ∀ x6 x7 . ∀ x8 : ι → ο . ∀ x9 . ∀ x10 : ι → ο . ∀ x11 . ∀ x12 : ι → ο . ∀ x13 x14 . ∀ x15 x16 : ι → ι → ι . ∀ x17 : ι → ι . ∀ x18 : ι → ο . ∀ x19 x20 x21 . ∀ x22 : ι → ο . ∀ x23 x24 x25 x26 : ι → ι → ι . ∀ x27 : ι → ι . ∀ x28 . ∀ x29 x30 : ι → ο . ∀ x31 x32 . ∀ x33 : ι → ο . ∀ x34 : ι → ι → ι → ο . ∀ x35 x36 x37 . ∀ x38 : ι → ο . (∀ x39 x40 . x38 x40(x40 = x39False)x38 x39False)(∀ x39 x40 . x0 x39 x40x38 x40False)(∀ x39 . x38 x39(x39 = x37False)False)(∀ x39 x40 x41 . x0 x39 x40x2 x40 (x1 x41)x38 x41False)(∀ x39 x40 x41 . x0 x40 x41x2 x41 (x1 x39)(x2 x40 x39False)False)(∀ x39 x40 . x3 x40 x39(x2 x40 (x1 x39)False)False)(∀ x39 x40 . x2 x40 (x1 x39)(x3 x40 x39False)False)(∀ x39 . x4 x39(x5 x6 x39 = x39False)False)(∀ x39 x40 . x2 x39 x40(x38 x40False)(x0 x39 x40False)False)(∀ x39 x40 . x0 x40 x39(x2 x40 x39False)False)((x2 x37 x36False)False)(∀ x39 x40 x41 . x4 x41x4 x39x4 x40(x5 (x5 x41 x39) x40 = x5 x41 (x5 x39 x40)False)False)((x2 x6 x35False)False)((x2 x6 x7False)False)((x34 x6 x35 x7False)False)((x8 x6False)False)(x38 x6False)((x5 x6 x6 = x6False)False)(∀ x39 . (x3 x39 x39False)False)(∀ x39 x40 x41 . (x38 x41False)(x38 x39False)x2 x39 (x1 x41)x2 x40 x39(x34 x40 x41 x39False)False)(∀ x39 x40 x41 . (x38 x41False)(x38 x39False)x2 x39 (x1 x41)x34 x40 x41 x39(x2 x40 x39False)False)((x7 = x36False)False)((x33 x32False)False)(x38 x32False)((x33 x31False)False)((x4 x9False)False)(x38 x9False)((x10 x11False)False)((x30 x11False)False)((x12 x11False)False)(x38 x11False)((x4 x13False)False)((x29 x28False)False)((x10 x14False)False)(∀ x39 . x29 x39(x27 (x27 x39) = x39False)False)(∀ x39 x40 . x29 x40x29 x39(x15 x40 x40 = x40False)False)(∀ x39 x40 . x29 x40x29 x39(x26 x40 x40 = x40False)False)(∀ x39 x40 . (x38 x40False)x4 x40(x38 x39False)x4 x39x38 (x5 x40 x39)False)(∀ x39 x40 . x29 x40x29 x39(x29 (x25 x40 x39)False)False)(∀ x39 x40 . x29 x40x29 x39(x29 (x16 x40 x39)False)False)((x10 x36False)False)(x38 x36False)(∀ x39 x40 . x4 x40x4 x39(x4 (x24 x40 x39)False)False)(∀ x39 x40 . x29 x40x29 x39(x29 (x15 x40 x39)False)False)(∀ x39 x40 . x4 x40x4 x39(x4 (x5 x40 x39)False)False)(∀ x39 x40 . x29 x40x29 x39(x29 (x26 x40 x39)False)False)(∀ x39 x40 . (x38 x40False)(x38 x39False)x2 x39 (x1 x40)(x34 (x23 x39 x40) x40 x39False)False)(∀ x39 . (x2 (x17 x39) x39False)False)(∀ x39 x40 x41 . (x38 x41False)(x38 x39False)x2 x39 (x1 x41)x34 x40 x41 x39(x2 x40 x41False)False)((x2 x7 (x1 x35)False)False)(∀ x39 . x29 x39(x29 (x27 x39)False)False)(∀ x39 x40 . x29 x40x29 x39(x16 x40 x39 = x27 (x26 x40 x39)False)False)(∀ x39 x40 . x29 x40x29 x39(x15 x40 x39 = x27 (x26 (x27 x40) (x27 x39))False)False)(∀ x39 x40 . x29 x40x29 x39(x26 x40 x39 = x5 x40 x39False)False)(∀ x39 . x29 x39(x27 x39 = x24 x6 x39False)False)(∀ x39 x40 . x29 x40x29 x39(x25 x40 x39 = x27 (x15 x40 x39)False)False)(∀ x39 x40 . x29 x40x29 x39(x25 x40 x39 = x25 x39 x40False)False)(∀ x39 x40 . x29 x40x29 x39(x16 x40 x39 = x16 x39 x40False)False)(∀ x39 x40 . x29 x40x29 x39(x15 x40 x39 = x15 x39 x40False)False)(∀ x39 x40 . x29 x40x29 x39(x26 x40 x39 = x26 x39 x40False)False)(∀ x39 x40 . x4 x40x4 x39(x5 x40 x39 = x5 x39 x40False)False)(∀ x39 . x38 x39(x18 x39False)False)(∀ x39 . x2 x39 x36(x33 x39False)False)(∀ x39 . x38 x39(x33 x39False)False)(∀ x39 . x33 x39(x10 x39False)False)(∀ x39 x40 . x10 x40x2 x39 x40(x10 x39False)False)(∀ x39 . x38 x39(x22 x39False)False)(∀ x39 . x38 x39(x10 x39False)False)(∀ x39 . x33 x39(x4 x39False)False)(∀ x39 . x12 x39x30 x39(x10 x39False)False)(∀ x39 . x2 x39 x35(x4 x39False)False)(∀ x39 . x29 x39(x33 x39False)False)(∀ x39 . x10 x39(x30 x39False)False)(∀ x39 . x10 x39(x12 x39False)False)(∀ x39 x40 . x18 x40x2 x39 (x1 x40)(x18 x39False)False)(∀ x39 x40 . x0 x39 x40x0 x40 x39False)(x16 x19 (x25 x20 x21) = x15 (x15 (x27 x19) x20) x21False)((x29 x21False)False)((x29 x20False)False)((x29 x19False)False)False (proof)