  We consider a colored version of the SYK model, that is we distinguish the
$D$ vector fermionic fields involved in the interaction by a color. We obtain
the full $1/N$ series of both the quenched and annealed free energies of the
model and show that at leading order the two are identical. The results can be
used to study systematically the $1/N$ corrections to this leading order
behavior.
