Corollary upd_Znth_eq' : forall {A}{d: Inhabitant A} x (l1 l2 : list A) i (Hi : 0 <= i < Zlength l1)
  (Hlen : Zlength l1 = Zlength l2)
  (Heq : forall j, 0 <= j < Zlength l1 -> j <> i -> Znth j l1 = Znth j l2),
  upd_Znth i l1 x = upd_Znth i l2 x.

Lemma In_sublist_upto : forall n x i j, In x (sublist i j (upto n)) -> 0 <= i -> i <= x < j /\ x < Z.of_nat n.