Master Wilson loop operators in large-N lattice QCD${}_2$

An explicit solution is found for the most general independent correlation functions in lattice QCD${}_2$ with Wilson action. The large-$N$ limit of these correlations may be used to reconstruct the eigenvalue distributions of Wilson loop operators for arbitrary loops. Properties of these spectral densities are discussed in the region $\beta <{\beta }_c=\frac{1}{2}$.