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In this paper we describe gauge invariant multi-quark states generalising thepath integral framework developed by Parrinello, Jona-Lasinio and Zwanziger toamend the Faddeev-Popov approach. This allows us to produce states such that,in a limit which we call the ice-limit, fermions are dressed with glueexclusively from the fundamental modular region associated with Coulomb gauge.The limit can be taken analytically without difficulties, avoiding the Gribovproblem. This is llustrated by an unambiguous construction of gauge invariantmesonic states for which we simulate the static quark--antiquark potential.

The ice-limit of Coulomb gauge Yang-Mills theory