fact: Axiom thm_ITLIST_EXTRA : forall {_35467 _35468 : Type'} (f : _35468 -> _35467 -> _35467) (a : _35468) (b : _35467), forall l : list _35468, (@fold_right_with_perm_args _35467 _35468 f (@List.app _35468 l (@cons _35468 a (@nil _35468))) b) = (@fold_right_with_perm_args _35467 _35468 f l (f a b)).
imports: coq theory_hol types terms axioms