  We consider quiver theories in four dimensions with a large ultra-violet
cutoff. These theories require that an ordered set of vacuum expectation values
for the link fields develops dynamically and can be obtained from the coarse
deconstruction of extra-dimensional theories in an AdS background. These
full-hierarchy quiver theories form a large class which include AdS$_5$ models
as a limit, but which have a distinctive phenomenology. As an example, in this
paper we show that fermions can be introduced in a way that can at the same
time generate the fermion mass hierarchy and have flavor violation consistent
with experimental bounds, when the mass scale of the color-octect gauge
excitation is above $3 {\rm TeV}$. We also show that electroweak precision
constraints are satisfied by this mass scale, without the need to extend the
gauge sector to protect against custodial violation.
