Hmm... let's get something straight here.
The special relativity law establishes that no two objects can be moving at a speed relative to each other larger than the speed of light. Or in better words, the speed of light is the same for all observers regardless of their motion. So far, we agree.
But the expansion of the universe doesn't have that constraint. I need to remind you that here we are not talking of moving objects respecting the laws of inertia, but of a paradoxical moving inert object respecting the Metric Expansion of the Universe. There's no e=mc2 in the expansion of the universe.
EDIT: Link is even better than I first thought. Check the second and third paragraphs.