blob: 9bc18330634acba61f13a77cbdb334aa74661ac2 [file] [edit]
def foo (h : ∃ x: Nat, True) := h.1
theorem contradiction : False :=
(by decide : 0 ≠ 1) (show foo ⟨0, trivial⟩ = foo ⟨1, trivial⟩ from rfl)