blob: 5c3f598b3a8bfeae2aa3a8bf089ab8bb1c874520 [file] [edit]
namespace Bla
inductive Nat where
| z : Nat
| s : Nat → Nat
def add : Nat → Nat → Nat
| a, Nat.z => a
| a, Nat.s b => Nat.s (add a b)
theorem ex (x : Nat) : add Nat.z x = x := by
induction x
done
end Bla