  We compute the Fourier coefficients of a minimal parabolic Eisenstein
distribution on the double cover of SL$(3)$ over $\mathbb{Q}$. Two key aspects
of the paper are an explicit formula for the constant term, and formulas for
the Fourier coefficients at the ramified place $p=2$. Additionally, the
unramified non-degenerate Fourier coefficients of this Eisenstein distribution
fit into the combinatorial description provided by
Brubaker-Bump-Friedberg-Hoffstein in `Weyl group multiple Dirichlet series.
III. Eisenstein series and twisted unstable $A_r$'.
