fact: Axiom thm_REPLICATE : forall {_34076 : Type'} (n : nat) (x : _34076), ((@repeat_with_perm_args _34076 (NUMERAL 0) x) = (@nil _34076)) /\ ((@repeat_with_perm_args _34076 (S n) x) = (@cons _34076 x (@repeat_with_perm_args _34076 n x))).
imports: coq theory_hol types terms axioms