Longer answer: The Shannon–Hartley theorem tells us how much data can be pumped though a communications channel before we get unrecoverable errors. The data capacity for modulating the backscatter will come out of the same "bucket" as the capacity for the active transmitter, meaning it will slightly reduce the channel capacity available to the active transmitter. In practice, the active transmitter is probably not near to the theoretical limit and has a rate much greater than the backscatter transmitter, so it can easily correct the errors caused by the backscatter modulation. Increase the amount of data on the backscatter channel, by upping the rate or number of transmitters, and the active transmitter probably won't be able to recover from the loss of available capacity, and the user will see an increase in bit error rate.
I'd like to see a MIMO version of the backscatter transmitter!
>"Finally, we test the interference of ambient backscattering and find that, even in less favorable conditions, it does not create any noticeable glitches on an off-the-shelf TV, as long as the device is more than 7.2 inches away from the TV antenna."
It's discussed in more detail in 6.4. So far they've looked mostly at TV interference. I'd be surprised if it interfered with anything else at all, but that's all I could find for now.
Does anyone know, with certainty, what to answer to that?
Of course, I'm going by the moto here that 93% of statistics are made up on the spot.
Ionizing radiation (X-rays, gamma radation, etc.) is on the other side of the electromagnetic spectrum relative to visible light. These types of radiation are energetic enough to interfere with and ionize molecules, such as your DNA. This can directly lead to cancer.
The only thing dangerous about RF is that if you disperse too much RF energy into something (ie. your body) it usually comes out as an increase in temperature or as an influx of electrical current, which can cause internal/external burns, etc.
Source: mandatory yearly IEEE mandated RF safety training