The Speed of Light

In this article about the speed of light, a very interesting relationship between electric permittivity and the magnetic constant is presented:

c = 1/(e u)^1/2

where

c = speed of light
e = electric permittivity
u = magnetic constant 

What is particularly interesting about this is that the speed of light is only dependent on electric and magnetic forces. This corresponds exactly to the zero-point particles in the Velcro model.

The constants e and u cannot be derived from theory, but must be measured. This again, corresponds to the Velcro model in which the availability of neutrinos and zero-point particles must be measured, as they are variables, rather than constants.

This in turn means that the speed of light, which applies to both the neutrino and the photon, is dependent on their availability!

Permittivity is a measure of electric resistance, so an infinite permittivity would, in the Velcro model, mean that there are no neutrinos available. In such a case, the speed of light would go to zero!

The magnetic constant u is, in the Velcro model, a measure of the availability of photons. In a case where there are no photons available, zero-point or otherwise, the speed of light would go to infinity! Neutrinos will move infinitely fast in space if it was not for zero-point photons getting in their way!

In light of the Velcro model, we are getting a picture in which the speed of light is dependent on the availability of photons and neutrinos.

Furthermore, the speed of light is a mathematical construct made up of distance and time. If we assume distance to be a constant in the universe, then time is dependent on the availability of neutrinos and photons. Instead of saying that neutrinos will go infinitely fast in the absence of photons, we can say that time will stop if there are no photons available.

Time is dependent on the availability of photons.

An aether of zero-point particles surrounding an electron