elim (eq_inv_list_empty_append … H0) -H0 #_ #H0 destruct
qed-.
+lemma eq_inv_list_rcons_empty (A):
+ ∀l,a. l⨭{A}a = ⓔ → ⊥.
+#A #l #a #H0
+elim (eq_inv_list_append_empty … H0) -H0 #_ #H0 destruct
+qed-.
+
(* Advanced inversions ******************************************************)
lemma eq_inv_list_rcons_bi (A):