(* Basic_2A1: was: length_inv_pos_sn *)
lemma length_inv_succ_sn: ∀n,L. ↑n = |L| →
∃∃I,K. n = |K| & L = K. ⓘ{I}.
-#n #L #H lapply (sym_eq ??? H) -H
+#n #L #H lapply (sym_eq ??? H) -H
#H elim (length_inv_succ_dx … H) -H /2 width=4 by ex2_2_intro/
qed-.