  We report recent progress on the test of mode coupling theory for molecular
liquids (MMCT) for molecules of arbitrary shape. The MMCT equations in the long
time limit are solved for supercooled water including all molecular degrees of
freedom. In contrast to our earlier treatment of water as a linear molecule, we
find that the glass transition temperature $T_c$ is overestimated by the theory
as was found in the case of simple liquids. The nonergodicity parameters are
calculated from the "full" set of MMCT-equations truncated at $l_{co}=2$. These
results are compared $(i)$ with the nonergodicity parameters from MMCT with
$l_{co}=2$ in the "dipole" approximation $n=n'=0$ and the diagonalization
approximation $n=n'=0$,$l=l'$ and $(ii)$ with the corresponding results from a
MD-simulation. This work supports the possibility that a reduction to the most
prominent correlators may constitute a valid approximation for solving the MMCT
equations for rigid molecules.
