this sort of thing has been known about for years, and it doesn't really violate the speed of light as an absolute limit on the speed at which information or influances can travel.
The key to this sort of thing is the differences between the 'phase velocity' of a wave and the 'group velocity'
This page has a good (though somewhat mathematical) discussion about the issue, here's a snip that applies to just this situation:
Unfortunately we frequently read in the newspapers about how someone has succeeded in transmitting a wave with a group velocity exceeding c, and we are asked to regard this as an astounding discovery, overturning the principles of relativity, etc. The problem with these stories is that the group velocity corresponds to the actual signal velocity only under conditions of normal dispersion, or, more generally, under conditions when the group velocity is less than the phase velocity. In other circumstances, the group velocity does not necessarily represent the actual propagation speed of any information or energy. For example, in a regime of anomalous dispersion, which means the refractive index decreases with increasing wave number, the preceding formula shows that what we called the group velocity exceeds what we called the phase velocity. In such circumstances the group velocity no longer represents the speed at which information or energy propagates.