  We revisit the dyon-anti-dyon liquid model for the Yang-Mills confining
vacuum discussed by Diakonov and Petrov, by retaining the effects of the
classical interactions mediated by the streamline between the dyons and
anti-dyons. In the SU(2) case the model describes a 4-component strongly
interacting Coulomb liquid in the center symmetric phase. We show that in the
linearized screening approximation the streamline interactions yield
Debye-Huckel type corrections to the bulk parameters such as the pressure and
densities, but do not alter significantly the large distance behavior of the
correlation functions in leading order. The static scalar and charged structure
factors are consistent with a plasma of a dyon-anti-dyon liquid with a Coulomb
parameter $\Gamma_{D\bar D}\approx 1$ in the dyon-anti-dyon channel. Heavy
quarks are still linearly confined and the large spatial Wilson loops still
exhibit area laws in leading order. The t$^\prime$ Hooft loop is shown to be 1
modulo Coulomb corrections.
