  We use the idea of partial compositeness in a minimal supersymmetric model to
relate the fermion and sfermion masses. By assuming that the Higgs and
third-generation matter is (mostly) elementary, while the first- and
second-generation matter is (mostly) composite, the Yukawa coupling hierarchy
can be explained by a linear mixing between elementary states and composite
operators with large anomalous dimensions. If the composite sector also breaks
supersymmetry, then composite sfermions such as selectrons are predicted to be
much heavier than the lighter elementary stops. This inverted sfermion mass
hierarchy is consistent with current experimental limits that prefer light
stops ($\mathcal{O}(10)$ TeV) to accommodate the 125 GeV Higgs boson, while
predicting heavy first- and second-generation sfermions (${\gtrsim 100}$ TeV)
as indicated by flavor physics experiments. The underlying dynamics can be
modelled by a dual 5D gravity theory that also predicts a gravitino dark matter
candidate ($\gtrsim$ keV), together with gauginos and Higgsinos, ranging from
10-90 TeV, that are split from the heavier first- and second-generation
sfermion spectrum. This intricate connection between the fermion and sfermion
mass spectrum can be tested at future experiments.
