  We present our latest calculations of $K^-$-nuclear quasi-bound states using
a self-consistent scheme for constructing $K^-$-nuclear potentials from various
subthreshold chirally inspired $\bar{K}N$ scattering amplitudes. We consider
in-medium versions of the scattering amplitudes taking into account Pauli
blocking in the intermediate states. The resulting $K^-$ binding energies as
well as the widths exhibit the same A dependence, however, the binding energies
strongly depend on the model used.
