Corollary Forall_sublist_first : forall {A} {d : Inhabitant A} (P : A -> Prop) i j l
  (Hrangei : 0 <= i <= Zlength l) (Hi : Forall P (sublist 0 i l)) (Hi' : ~P (Znth i l))
  (Hrangej : 0 <= j <= Zlength l) (Hj : Forall P (sublist 0 j l)) (Hj' : ~P (Znth j l)),
  i = j.

Lemma sublist_repeat : forall {A} i j k (v : A), 0 <= i -> i <= j <= k -> sublist i j (repeat v (Z.to_nat k)) = repeat v (Z.to_nat (j - i)).