Coordinates on the augmented moduli space of convex RP2 structures

Let S be an orientable, finite type surface with negative Euler characteristic. The augmented moduli space of convex real projective structures on was first defined and topologized by the author. In this article, we give explicit description topology using coordinates. More precisely, given every point in space, find continuous coordinates quotient a suitable open neighborhood about subgroup mapping class group S. Using this, simpler proof fact that is homeomorphic to orbifold vector bundle regular cubic differentials over Deligne-Mumford compactification Riemann surfaces