  In this paper we revisit the analysis of vacua in N=2 SQCD with generic bare
quark masses, softly broken by a mass term for the chiral superfield \Phi in
the adjoint representation of the gauge group. These vacua are labelled by an
integer r (r vacua) and can be studied at the semiclassical level by means of
the equations of motion (for large mass) or nonperturbatively by means of the
Seiberg-Witten curve (for small mass). Making use of the Konishi anomaly and of
the Dijkgraaf-Vafa superpotential we are able to interpolate between these two
limits and better understand the properties of these vacua. In particular, we
clarify the origin of the two to one map that relates semiclassical to quantum
vacua.
