  We analyze the nonequilibrium dynamics and steady-state behavior of the
two-terminal Anderson-Holstein model with a superconducting and a normal
conducting lead. In the deep Kondo limit we develop an analytical description
if no phonons are included and a rate equation approach when phonons are
present. Both cases are compared with the numerically exact diagrammatic Monte
Carlo method obtaining a good agreement. For small voltages we find a
pronounced enhancement of phonon sidebands due to the SC DOS.
