fact: Axioms (i63le_leb_true_equiv : forall (x y : i63), x <=? y = true <-> x <= y) (i63lt_ltb_true_equiv : forall (x y : i63), x <? y = true <-> x < y) (i63le_leb_false_equiv : forall (x y : i63), x <=? y = false <-> ~ x <= y) (i63lt_ltb_false_equiv : forall (x y : i63), x <? y = false <-> ~ x < y) (i63eq_eqb_true_equiv : forall (x y : i63), i63eqb x y = true <-> x = y) (i63eq_eqb_false_equiv : forall (x y : i63), i63eqb x y = false <-> ~ x = y).
imports: Coq(RelationClasses ZArith Int63 Lia)