  We study the properties of $^{74}$Kr, and particularly the Gamow Teller
strength distribution, using a deformed selfconsistent HF+RPA method with
Skyrme type interactions. Results are presented for two density-dependent
effective two-body interactions, including the dependence on deformation of the
HF energy that exhibits two minima at close energies and distant deformations,
one prolate and one oblate. We study the role of deformation, residual
interaction, pairing and RPA correlations on the Gamow Teller strength
distribution. Results on moments of inertia and gyromagnetic factors, as well
as on $E0$ and $M1$ transitions are also presented.
