  In our previous paper, we determined a unified combinatorial framework to
look at a large number of colored partition identities, and studied the five
identities corresponding to the exceptional modular equations of prime degree
of the Schroeter, Russell and Ramanujan type. The goal of this paper is to use
the master bijection of our previous work to show combinatorially several new
and highly nontrivial colored partition identities. We conclude by listing a
number of further interesting identities of the same type as conjectures.
