Let's go through Maxwell's light equations for a moment

My claim here is that all physicists have done is found Avogadro's number, yet again, and the whole formulation is based on that number and the assumption that electrons pack a sphere. These equations, below, simply is a restatement of all the sphere packing theories.

Let's start, I use all standard electrodynamics here.  The first thing that happens is physicists create a nearly straight magnetic line through a nearly spherical cloud of charge. Then they align their sensor so that the change in charge is nearly vertical from the magnetic line, that is they get their instrument exactly perpindicular to the sphere surface.  Now, to test the relationship between the charge and the magnetic, they insert some tiny batch of electrons which move in response to charge motion.  They adjuat the instrument to nullify all spurious motion.

What do they find?  The Compton match between the fermion and the boson, the relative rates of actions between the two for the given radius.  The given radius is as close to a standing wave of charge/magnetic as they can get.  So what they end up doing is calibrating radius and relative actions along one degree of freedom.  Now, from there getting the speed of light is simply taking all the charge from the sphere, laying them out in a line and counting up the number of radiuses. That gets them radiuses/second for a planar, single more wave.

When tehy do all this, under the assumption of good sphere making, then the equation above will encapsulate the entire experiment. The mass of the electron, or amy of the other units, can be a free variable that lets them scale the remaining units. The reason this all works is simply that the Compton match is maximum entropy, and thus the light is finite spectrum. But relative to the mass of the electron, Newton's approximation works just fine for most engineering work.  It is not a bad solution for engineers.

Look at the atomic orbitals.

They do not look like they are packing a uniform sphere, but if you remove the myth of stable mass and forces, and just work the solution as packed vacuum, then the units of packed vacuum do appear to make an Avogadro sphere.  The packed vacuum units do this with connected power series, Lucas sequences. But these power series do not uniformly the over lap mode and its inverse, so they are short order power series.  From these short order power series, another power series uses them to concoct another short order power serie.

Electrons appear when error causes redundant exchanges, and some exchanges go to Null, and that causes a fermion to result, the Compton match is maintains.  So electrons really do disappear and reappear in the atom, appearing whenever redundancy grows. Magnetic overlap modes appear to be the inverse of charge overlap modes. And that mode, the impedance of space, in fact appears to be the sequence limit, its an actual Fibonacci number.  It defines the longest power series that can be maintained.  The finite set of exchange modes is simply a result of the finite spectrum of light, and the compression causes the optimum discrete spectrum of packing modes.

Fermions simply collect the round off error from a short order Boson power series, and they re-distribute that round off error around the atom as needed.  So the excess energy needed, the adaptation energy, is the klinetic energy of these fermions as they are destroyed and created to make Ito's calculus work.  That excess energy should appear in either the hyperbolic equations or the Shannon maximum entropy equations. lets use Shannon:

c/b = log2(e+SNR)

e is 1 when this is a fixed cable.  e should be 1/2+sqrt(5)/2 when this is a sphere.  e can be a bit larger if the sphere is contained in a vacuum with variations. e likely goes up to the second lagrange, but I have not, and will likely not, work that problem.  Pi is simply the maximum amount of divergence the overlap modes can have and still remain connected.  Remaining connected is the same as making sure empty space does not exist. Empty space does not exist, there is no such thing.  So there is no other choice for the vacuum when it is compressed.