Does a rotating magnetic monopole have electric and magnetic moment in classical view?

Would a rotating sphere of magnetic monopole charge have electric moment? In a duality transformation $E\rightarrow B\cdot c$ etc. how is the magnetic moment translated $m = I\cdot S$ ? $M_{el} = \frac{d}{dt}(-\frac{Q_{mag}}{c})\cdot S$ ? A more general question would a sphere charged with monopoles have other moments that the monopole in the multipole expansion? Like electron is predicted to have electric dipole moment also.