  Given a marked surface (S,M) we can add arcs to the surface to create a
triangulation, T, of that surface. For each triangulation, T, we can associate
a cluster algebra. In this paper we will consider the torus of genus n with two
interior marked points (called punctures). We will construct a specific
triangulation of this surface which yeilds a specific quiver. Then in the sense
of work by Keller we will produce a maximal green sequence for this quiver.
