  In this paper we continue to develop further our prescription
[arXiv:1602.02962] to holographically compute the conformal partial waves of
CFT correlation functions using the gravitational open Wilson network operators
in the bulk. In particular, we demonstrate how to implement it to compute
four-point scalar partial waves in general dimension. In the process we
introduce the concept of OPE modules, that helps us simplify the computations.
Our result for scalar partial waves is naturally given in terms of the
Gegenbauer polynomials. We also provide a simpler proof of a previously known
recursion relation for the even dimensional CFT partial waves, which naturally
leads us to an odd dimensional counterpart.
