  We look at the recently proposed idea that susy breaking can be accomplished
in a meta-stable vacuum. In the context of one of the simplest models (the
Seiberg-dual of super-QCD), we address the following question: if we look at
this theory as it cools from high temperature, is it at all possible that we
can end up in a susy-breaking meta-stable vacuum? To get an idea about the
answer, we look at the free energy of the system at high temperature. We
conclude that the phase-structure of the free-energy as the temperature drops,
is indeed such that there is a second order phase transition in the direction
of the non-susy vacuum at a finite $T=T_c^Q$. On the other hand, the potential
barrier in the direction of the susy vacuum is there all the way till $T \sim
0$.
