  Two aspects of the color charge in Coulomb gauge continuum Yang-Mills theory
are discussed. The first aspect is the existence of a conserved and vanishing
total charge exhibited within the first order functional formalism. The second
aspect is the closure of the set of Slavnov-Taylor identities in the second
order functional formalism, such that the exact solution for temporal Green's
functions is in principle possible and thereby preserving the color charge.
