  It is widely thought that increasing bounds on the gluino mass, which feeds
down to the stop mass through renormalization group running, are making a light
stop increasingly unlikely. Here we present a counter-example. We examine the
case of the Minimal Composite Supersymmetric Standard Model which has a light
composite stop. The large anomalous dimension of the stop from strong dynamics
pushes the stop mass toward a quasi-fixed point in the infrared, which is
smaller than standard estimates by a factor of a large logarithm. The gluino
can be about three times heavier than the stop, which is comparable to
hierarchy achieved with supersoft Dirac gluino masses. Thus, in this class of
models, a heavy gluino is not necessarily indicative of a heavy stop.
