Proofgold Term Root Disambiguation

λ x0 x1 x2 . and (and (and (x0 ∈ omega) (x1 ∈ omega)) (x2 ∈ omega)) (or (∃ x3 . and (x3 ∈ omega) (add_nat x0 (mul_nat x3 x2) = x1)) (∃ x3 . and (x3 ∈ omega) (add_nat x1 (mul_nat x3 x2) = x0)))

as obj
b3e62..^{equiv_nat_mod}

as prop
-

theory
HotG

stx
3b6f0..

address
TMbQx..^{equiv_nat_mod}