  The solution of time dependent Hartree-Fock-Bogoliubov equations by the
Wigner function moments method predicts four low-lying $1^+$ states. Three of
them are known as various scissors modes. Fourth state is disposed below all
scissors modes and has the electrical nature. It is found that it represents
one of three branches of $2^+$ state which can exist in spherical nuclei and
which is split in deformed nuclei. It is discovered, that the antiferromagnetic
properties of nuclei lead to the splitting of $2^+$ states already at the zero
deformation.
