  We define a graph algebra version of the stationary phase integration over
the coadjoint orbits in the Reshetikhin formula for the colored Jones-HOMFLY
polynomial. As a result, we obtain a `universal' U(1)-RCC invariant of links in
rational homology spheres, which determines the U(1)-RCC invariants based on
simple Lie algebras. We formulate a rationality conjecture about the structure
of this invariant.
