  We consider low scale slow roll inflation driven by the gauge invariant flat
directions {\bf udd} and {\bf LLe} of the Minimally Supersymmetric Standard
Model at the vicinity of a saddle point of the scalar potential. We study the
stability of saddle point and the slow roll regime by considering radiative and
supergravity corrections. The latter are found to be harmless, but the former
require a modest finetuning of the saddle point condition. We show that while
the inflaton decays almost instantly, full thermalization occurs late,
typically at a temperature $T\approx 10^{7}$ GeV, so that there is no gravitino
problem. We also compute the renormalization group running of the inflaton mass
and relate it to slepton masses that may be within the reach of LHC and could
be precisely determined in a future Linear Collider experiment.
