  We discuss a new Random Matrix Model for QCD with a chemical potential that
is based on the symmetries of the Dirac operator and can be solved exactly for
all eigenvalue correlations for any number of flavors. In the microscopic limit
of small energy levels the results should be an accurate description of QCD.
This new model can also be scaled so that all physical observables remain at
their $\mu=0$ values until a first order chiral restoration transition is
reached. This gives a more realistic model for the QCD phase diagram than
previous RMM. We also mention how the model might aid in determining the phase
diagram of QCD from future numerical simulations.
