intros p H; apply Zmult_le_reg_r with (p := radix); auto with zarith.
unfold nNormMin in |- *.
pattern radix at 2 in |- *; rewrite <- (Zpower_nat_1 radix).
rewrite <- Zpower_nat_is_exp; auto with zarith.
replace (pred precision + 1) with precision.
rewrite <- pGivesBound; auto with float.
rewrite <- (Zabs_eq radix); auto with zarith.
rewrite <- Zabs_Zmult; rewrite Zmult_comm; auto with float.
generalize precisionNotZero; case precision; simpl in |- *;
try (intros tmp; Contradict tmp; auto; fail); intros;
rewrite plus_comm; simpl in |- *; auto.
Qed.

Theorem maxMaxBis :
forall (p : float) (z : Z),
Fbounded b p -> (Fexp p < z)%Z -> (Fabs p < Float nNormMin z)%R.