fact: Axiom thm_ITLIST_APPEND : forall {_35421 _35431 : Type'}, forall f : _35431 -> _35421 -> _35421, forall a : _35421, forall l1 : list _35431, forall l2 : list _35431, (@fold_right_with_perm_args _35421 _35431 f (@List.app _35431 l1 l2) a) = (@fold_right_with_perm_args _35421 _35431 f l1 (@fold_right_with_perm_args _35421 _35431 f l2 a)).
imports: coq theory_hol types terms axioms