  We build model structures on the category of equivariant simplicial operads
with weak equivalences determined by families of subgroups, in the context of
operads with a varying set of colors (and building on the fixed color model
structures in the prequel). In particular, by specifying to the family of graph
subgroups (or, more generally, one of the indexing systems of Blumberg-Hill),
we obtain model structures on the category of equivariant simplicial operads
whose weak equivalences are determined by norm map data.
