  We study Green functions for stationary Stokes systems satisfying the
conormal derivative boundary condition. We establish existence, uniqueness, and
various estimates for the Green function under the assumption that weak
solutions of the Stokes system are continuous in the interior of the domain.
Also, we establish the global pointwise bound for the Green function under the
additional assumption that weak solutions of the conormal derivative problem
for the Stokes system are locally bounded up to the boundary. We provide some
examples satisfying such continuity and boundedness properties.
