  We discuss how flavour GUT models in the context of supergravity can be
completed with a simple SUSY breaking sector, such that the flavour-dependent
(non-universal) soft breaking terms can be calculated. As an example, we
discuss a model based on an SU(5) GUT symmetry and $A_4$ family symmetry, plus
additional discrete "shaping symmetries" and a $\mathbb{Z}_4^\mathrm{R}$
symmetry. We calculate the soft terms and identify the relevant high scale
input parameters, and investigate the resulting predictions for the low scale
observables, such as flavour violating processes, the sparticle spectrum and
the dark matter relic density.
