fact: Axiom thm_ALL_EL : forall {_36142 : Type'}, forall P : _36142 -> Prop, forall l : list _36142, (forall i : nat, (Peano.lt i (@List.length _36142 l)) -> P (@EL _36142 i l)) = (@List.Forall _36142 P l).
imports: coq theory_hol types terms axioms