  We extend the recently proposed symmetry breaking scenario of QCD$_3$ to the
so-called "master" $(2+1)$d bosonization duality, which has bosonic and
fermionic matter on both ends. Using anomaly arguments, a phase diagram emerges
with several novel regions. We then construct $2+1$ dimensional dualities for
flavored quivers using node-by-node dualization. Such dualities are applicable
to theories which live on domain walls in QCD$_4$-like theories with dynamical
quarks. We also derive dualities for quivers based on orthogonal and symplectic
gauge groups. Lastly, we support the conjectured dualities using holographic
constructions, even though several aspects of this holographic construction
remain mostly qualitative.
