  We construct multisphaleron solutions in the Weinberg-Salam theory. The
multisphaleron solutions carry Chern-Simons charge $n/2$, where $n$ is an
integer, counting the winding of the fields in the azimuthal angle. The
well-known sphaleron has $n=1$. The multisphalerons possess axial symmetry and
parity reflection symmetry. We vary the Higgs mass and the mixing angle. For
small $n$ the energies of the multisphalerons are on the order of $n$ times the
energy of the sphaleron and their magnetic dipole moments are on the order of
$n$ times the magnetic dipole moment of the sphaleron.
