Fixpoint Qpositive_c (p q n : nat) {struct n} : Qpositive :=
  match n with
  | O => One
  | S n' =>
      match p - q with
      | O => match q - p with
             | O => One
             | v => dL (Qpositive_c p v n')
             end
      | v => nR (Qpositive_c v q n')
      end
  end.

Theorem Qpositive_c_unfold1 : forall p q n : nat, S p + S q + S q <= S n -> Qpositive_c (S p + S q) (S q) (S n) = nR (Qpositive_c (S p) (S q) n).