  We explore the up flavor structure of composite pseudo Nambu-Goldstone-boson
Higgs models, where we focus on the flavor anarchic minimal $SO(5)$ case. We
identify the different sources of flavor violation in this framework and
emphasise the differences from the anarchic Randall-Sundrum scenario. In
particular, the fact that the flavor symmetry does not commute with the
symmetries that stabilize the Higgs potential may constrain the flavor
structure of the theory. In addition, we consider the interplay between the
fine tuning of the model and flavor violation. We find that generically the
tuning of this class of models is worsen in the anarchic case due to the
contributions from the additional fermion resonances. We show that, even in the
presence of custodial symmetry, large top flavor violating rate are naturally
expected. In particular, $t\to cZ$ branching ratio of order of $10^{-5}$ is
generic for this class of models. Thus, this framework can be tested in the
next run of the LHC as well as in other future colliders. We also find that the
top flavor violation is weakly correlated with the increase amount of fine
tuning. Finally, other related flavor violation effects, such as $t \to ch$ and
in the $D$ system, are found to be too small to be observed by the current and
near future colliders.
