(** Proof independence of Qquadratic_Qpositive_to_Qpositive: *)

Scheme quadraticAcc_ind_dep := Induction for quadraticAcc Sort Prop.

Lemma Qquadratic_Qpositive_to_Qpositive_0' : forall (a b c d e f g h : Z) (p1 p2 : Qpositive) (hyp : quadraticAcc a b c d e f g h p1 p2), p1 <> One -> p2 = One -> forall hyp_ni : homographicAcc (a + b) (c + d) (e + f) (g + h) p1, Qquadratic_Qpositive_to_Qpositive a b c d e f g h p1 p2 hyp = Qhomographic_Qpositive_to_Qpositive (a + b) (c + d) (e + f) (g + h) p1 hyp_ni.