  We calculate the rate of the decay $\mu \to e\gamma$ and the electric dipole
moment of the electron in the left-right supersymmetric model when the breaking
of parity occurs at a considerably large scale. The low-energy flavor violation
in the model originates either from the nonvanishing remnants of the left-right
symmetry in the slepton mass matrix or from the direct flavor changing
lepton-slepton-neutralino interaction. The result is found to be large for the
masses of the supersymmetric particles not far from the electroweak scale and
already accessible at the current experimental accuracy. It also provides
nontrivial constraints of the lepton mixing in the model.
