  We explore the possibility of solving the hierarchy problem by combining the
paradigms of supersymmetry and compositeness. Both paradigms are under pressure
from the results of the Large Hadron Collider (LHC), and combining them allows
both a higher confinement scale -- due to effective supersymmetry in the low
energy theory -- and heavier superpartners -- due to the composite nature of
the Higgs boson -- without sacrificing naturalness. The supersymmetric
Randall-Sundrum model provides a concrete example where calculations are
possible, and we pursue a realistic model in this context. With a few
assumptions, we are led to a model with bulk fermions, a left-right gauge
symmetry in the bulk, and supersymmetry breaking on the UV brane. The first two
generations of squarks are decoupled, reducing LHC signatures but also leading
to quadratic divergences at two loops. The model predicts light $W'$ and $Z'$
gauge bosons, and present LHC constraints on exotic gauge bosons imply a high
confinement scale and mild tuning from the quadratic divergences, but the model
is otherwise viable. We also point out that R-parity violation can arise
naturally in this context.
