  The purpose of this paper is to study the topology of certain toric varieties
$X_I$, arising as quotients of the action of $\C^*$ on complements of
arrangements of coordinate subspaces in $\C^n$, and to improve the homotopy
stability dimension for the inclusion map $i_d:\Hol_d^*(S^2,X_I)\to
\Map_d^*(S^2,X_I)$ given in \cite{GKY1} by using spectral sequences induced
from simplicial resolutions.
