(1) The fact that it is the equation E = vXB, that when incorporated into the modern day Maxwell's equations, allows them to be written in total time derivative format, as opposed to the more commonly accepted partial time derivative format.

This is a most important factor when it comes to refuting the assertion by Albert Einstein, that Maxwell's equations apply equally in all reference frames, and that as such, Maxwell's equations therefore confirm Einstein's false postulate that the speed of light is a universal constant.

The very reason that E = vXB currently sits outside of the main body of Maxwell's equations is indeed the very reason that the textbooks can only write Maxwell's equations in partial time derivative format, and hence they can only consider the 'local aspect' of EM theory at a sationary point in the vortex sea. The 'convective aspect' of electromagnetic theory, that relates to induced fields at a point in space that is moving relative to Maxwell's vortex sea, is easily obtained by taking the "curl" of both sides of the equation E = vXB.

When we then combine the local and the convective aspects, we obtain a total time derivative formulation of Maxwell's equations that are in perfect harmony with classical Galilean wave mechanics. See Appendix A in this web link, http://www.zpenergy.com/downloads/tombe.pdf

(2) That in Maxwell's 1861 paper 'On Physical Lines of Force', equation (77) in part II is in fact the Lorentz Force, F = qE + qvXB. Maxwell had already discovered this equation long before Lorentz. It appears again in Maxwell's 1864 paper. Check out this web link. Scroll down and look at equation (D).
http://www.mathematik.tu-darmstadt.de/~bruhn/Original-MAXWELL.htm

Or alternatively look at equation 1.4 in the Andre Waser web link,
http://www.zpenergy.com/downloads/Orig_maxwell_equations.pdf

And to look at equation (77) in part II of Maxwell's 1861 paper, check out,
http://www.zpenergy.com/downloads/maxwell_oplf.pdf

(3) Robert Distinti has failed to reveal the physical mechanism for the equation F = qvXB. He has failed to reveal the fact that we are dealing with a Coriolis force in a rotating electrostatic aether. Whatever that aether might happen to be, it is being driven into vortices by the rotating electron positron dipoles. In the magnetized state, the dipole alignment of the vortex sea, effectively leads to a rotating frame of reference for electrostatic purposes.

Yours sincerely,
David Tombe