  First we show that tight nonorthogonal fusion frames a relatively easy to com
by. In order to do this we need to establish a classification of how to to wire
a self adjoint operator as a product of (nonorthogonal) projection operators.
We also discuss the link between nonorthogonal fusion frames and positive
operator valued measures, we define and study a nonorthogonal fusion frame
potential, and we introduce the idea of random nonorthogonal fusion frames.
