  On simple cubic lattices, we compute low temperature series expansions for
the energy, magnetization and susceptibility of the three-state Potts model in
D=2 and D=3 to 45 and 39 excited bonds respectively, and the eight-state Potts
model in D=2 to 25 excited bonds. We use a recursive procedure which enumerates
states explicitly. We analyze the series using Dlog Pade analysis and
inhomogeneous differential approximants.
