fact: Axiom thm_list_of_seq : forall {A : Type'} (s : nat -> A) (n : nat), ((@list_of_seq A s (NUMERAL 0)) = (@nil A)) /\ ((@list_of_seq A s (S n)) = (@List.app A (@list_of_seq A s n) (@cons A (s n) (@nil A)))).
imports: coq theory_hol types terms axioms