  Higher-dimensional solutions for Einstein-Maxwell equations that generalize
the charged Nariai spacetime are obtained. The solutions presented here are
made from the direct product of several 2-spaces of constant curvature. These
solutions turn out to have many magnetic charges, contrary to the usual
higher-dimensional generalization of the Nariai spacetime, which has no
magnetic charge at all. These solutions are then used to generate black hole
metrics. Finally, it is analyzed how these generalized Nariai solutions are
modified in more general theories of gravity.
