  We discuss the dynamics of field configurations encoded in the certain class
of electric (magnetic) dipole-charged states in the Proca theory of the real
massive vector field. We construct such states so as to ensure that the long
distance structure of the mean electromagnetic field in them is initially set
by the formula describing the electromagnetic field of the electric (magnetic)
dipole. We analyze then how such a mean electromagnetic field evolves in time.
We find that far away from the center of the initial field configuration, the
long range component of the mean electromagnetic field harmonically oscillates,
which leads to the phenomenon of the periodic oscillations of the electric
(magnetic) dipole moment. We also find that near the center of the initial
field configuration, the mean electromagnetic field escapes from its initial
arrangement and a spherical shock wave propagating with the speed of light
appears in the studied system. A curious configuration of the axisymmetric mean
electric field is found to accompany the mean magnetic field in magnetic
dipole-charged states.
