I talked to Moray King this evening regarding Fibonacci chirps. First, we understand that a "chirp" is a rapidly switching series of frequencies at intervals of half of the wavelength of the original E/M wavelength.

Then, a Fibonacci chirp is frequency series, going ever higher with time, at intervals of the Fibonacci sequence. In other words, the zero crossings will resemble whistler waves in a plasma, with frequency increases at time intervals of the Fibonacci sequence. In the case of an active non-linear vacuum, it seems that these Fibonacci chirps will act to convert a 4-real-dimensional wave into a 3-real-dimensional wave, with an energy gain in the process, due to structurings in the vacuum. In order to receive such a Fibonacci chirp, we would need a large number of resonators ready to go, at each zero-crossing frequency in the Fibonacci sequence. (Sounds expensive.) There will be a non-linear mixing and non-linear resonances. In terms of an antenna, we would be looking at something resembling the antenna of the Lakhovsky Multiwave Oscillator.

To make things more interesting, we could build the antenna in a centripetal Fibonacci spiral form resembling the Shauberger propulsion system, then put the antenna in a plasma. Something to play with. :)

Here's that link to gravitonics again: http://www.geocities.com/karitahdu/gravitonpower.html (link no longer active).