  We show that natural supersymmetry can be embedded in a five-dimensional
theory with supersymmetry breaking \`a la Scherk-Schwarz (SS). There is no
'gluino-sucks' problem for stops localized in the four-dimensional brane and
gluinos propagating in the full five-dimensional bulk, and sub-TeV stops are
easily accommodated. The $\mu / B_\mu$ problem is absent as well; the SS
breaking generates a Higgsino Dirac mass and no bilinear Higgs mass parameter
in the superpotential is required. Moreover, for non-maximal SS twists leading
to $\tan \beta \simeq 1$, the Higgs spectrum is naturally split, in agreement
with LHC data. The 125-GeV Higgs mass and radiative electroweak symmetry
breaking can be accommodated by minimally extending the Higgs sector with $Y=0$
$SU(2)_L$ triplets.
