  We demonstrate that electroweak baryogenesis can occur in a supersymmetric
model with an exact R-symmetry. The minimal R-symmetric supersymmetric model
contains chiral superfields in the adjoint representation, giving Dirac gaugino
masses, and an additional set of "R-partner" Higgs superfields, giving
R-symmetric \mu-terms. New superpotential couplings between the adjoints and
the Higgs fields can simultaneously increase the strength of the electroweak
phase transition and provide additional tree-level contributions to the
lightest Higgs mass. Notably, no light stop is present in this framework, and
in fact, we require both stops to be above a few TeV to provide sufficient
radiative corrections to the lightest Higgs mass to bring it up to 125 GeV.
Large CP-violating phases in the gaugino/higgsino sector allow us to match the
baryon asymmetry of the Universe with no constraints from electric dipole
moments due to R-symmetry. We briefly discuss some of the more interesting
phenomenology, particularly of the of the lightest CP-odd scalar.
