  We demonstrate that in the system with anisotropic distribution of the
defect-induced random local field directions in the n-dimensional space of
vector order parameter with the O(n) symmetry, the defect-induced effective
anisotropy arises for the space dimensionality 2<d<4. If the anisotropy
constant exceeds the threshold value, then an inhomogeneous state predicted by
Imry and Ma becomes energetically unfavorable, and the system goes back to the
state with the long-range order.
