  We generalize our previous results relating pluripotential energy with the
electrostatic energy of a measure given by Berman, Boucksom, Guedj and Zeriahi.
As a consequence, we obtain a large deviation principle for a canonical
sequence of probability measures on a nonpluripolar compact set K in C^n. This
is a special case of a result of R. Berman. For n=1, we include a proof that
uses only standard techniques of weighted potential theory.
