intros x y H'.
case (Rtotal_order (FtoRradix y) (FtoRradix x)); auto with real.
intros H'0; elim H'0; clear H'0; intros H'1.
Contradict H'.
rewrite Fle_bool_correct_r; auto with real.
red in |- *; intros H'; discriminate.
red in |- *; rewrite H'1; auto with real.
Contradict H'.
rewrite Fle_bool_correct_r; auto with real.
red in |- *; intros H'; discriminate.
red in |- *; auto with real.
Qed.

Lemma Fle_Zle :
forall n1 n2 d : Z, (n1 <= n2)%Z -> Fle (Float n1 d) (Float n2 d).