fact: Axiom thm_EX : forall {_34132 : Type'} (h : _34132) (P : _34132 -> Prop) (t : list _34132), ((@EX _34132 P (@nil _34132)) = False) /\ ((@EX _34132 P (@cons _34132 h t)) = ((P h) \/ (@EX _34132 P t))).
imports: coq theory_hol types terms axioms