  In the first part of this work we have established an efficient method to
obtain a topological classification of locally discrete, finitely generated,
virtually free subgroups of real-analytic circle diffeomorphisms. In this
second part we describe several consequences, among which the solution (within
this setting) to an old conjecture by P. R. Dippolito [Ann. Math. 107 (1978),
403-453] that actions with invariant Cantor sets must be semi-conjugate to
piecewise linear actions. In addition, we exhibit examples of locally discrete,
minimal actions which are not of Fuchsian type.
