fact: Axiom thm_EL_MAP2 : forall {_36600 _36601 _36602 : Type'}, forall f : _36602 -> _36601 -> _36600, forall l : list _36602, forall m : list _36601, forall k : nat, ((Peano.lt k (@List.length _36602 l)) /\ (Peano.lt k (@List.length _36601 m))) -> (@EL _36600 k (@MAP2 _36600 _36602 _36601 f l m)) = (f (@EL _36602 k l) (@EL _36601 k m)).
imports: coq theory_hol types terms axioms