The homogeneous ball of extremely compacted unifying particles in the arena must expand until the density reaches the ideal density for matter formation. You will remember that the expansion is caused by the energy density differential between the energy density of the homogeneous ball of extremely compacted EEPs and the relatively low energy density of the greater universe surrounding the dense energy ball. You have EEPs moving from high energy density to low energy density; a process I refer to as equalization of the energy density differential.

As this differential is reduced to the ideal energy density for matter formation, matter forms quickly across the entire expanse, almost simultaneously.

EEPs can finally form groupings when the density declines because they reach the point where they can pulse sufficiently to complete their contraction phase before the space that they are contracting in is intruded on by the expansion phase of an adjacent EEP.

When an EEP completes this contraction fully and when it occurs at precisely the instant that the adjacent EEP has reached its full expansion, the two adjacent EEPs get synchronized and from that point forward are joined and hold each other together. Their alternating pulses, i.e. their opposite energy density fluctuations form a bond between them. The opposite energy density fluctuations act as a zone of alternating energy density differential causing them to attract each other when synchronized.

EEPs within a proton can be bonded in this way to multiple EEPs via this energy density differential caused by alternating expansion and contraction. Trying to visualize the interaction of billions of EEPs synchronized in a proton is daunting; it is the kind of application that super computers are best at.

Because there is no overlap or intrusion due to the synchronization, the joined EEPs pulse alternately in the same space without overlap. Prior to this synchronization they were competing for space and impeded each other, keeping each other from sufficiently contracting.

Synchronization happens as just the right energy density of EEPs in space is reached. It can’t occur when the energy density is too high, it occurs quickly and abundantly when the density is just right, and it stops occurring when the space is dominated by protons that quickly form when the ideal density occurs. We get a certain number of protons per volume of space at this energy density.

As the protons form, the merged EEPs occupy less space than they did in the instant before they merged. This occurs because before the ideal energy density there was chaotic jostling where the density was too high to allow and EEPs to complete their full pulse cycle without overlapping with adjacent EEPs and there was no opportunity for synchronization due to the overlapping across the entire expanse. When energy density lowers enough and first allows this full contracting and thus allows the synchronization of EEPs pulsing in the same space alternately, there is a more orderly environment and a very high occurrence of synchronization that has the effect of significantly lowering the energy density across the entire expansion almost simultaneously. This is also an important point for later discussion of the variable rate of expansion during abundant matter formation.

Synchronized groupings have vacated some space surrounding the new grouping and the EEPs in the energy density of space rush in to fill the vacated space. Vacated space has the ultimate low energy density and creates an immediate energy density differential that the EEPs in the surrounding space must equalize. They rush toward the low energy density. During this rush additional synchronization occurs and the grouping grows into a larger and larger synchronized entity until stability is achieved. Stability is achieved when the surface of the grouping is so orderly that there is no niche for an additional EEP to fit in. Every place on the surface is occupied by an EEP and the surface takes on a boundary-like characteristic because EEPs can no longer penetrate it.

About the proton as a whole, the proton surface consists of EEPs that are expanding and contracting, and as a surface EEP contracts, it leaves the surface by moving below the surface and an expanding EEP replaces it on the surface. The surface is always covered by an optimum density of expanding EEPs. Think about it as if the EEPs that have just finished their contraction just below the surface will start their expansion, just as the EEPs on the surface are beginning their contraction. The expanding EEPs will push up into the space that is being vacated by the contraction of the EEPs on the surface. The surface area of the proton sphere is the barrier that the swarming EEPs come into contact with but they can never find an opening because of the perfect stability of the proton at optimum density.

So here is the first clue as to the size of the EEP. There is a relationship between the surface of the proton, i.e. the number of EEPs on the surface at any given time, and the volume of the proton, i.e. the total number of EEPs in the entire proton.

The radius of the proton in “average EEP diameters” is one of the figures that enter into the calculation of the number of EEPs on the surface of the proton. In the next post I will explain how I determine the “average EEP diameters” that make up the radius of the proton, and I will explain the second relationship that I came upon that allows for the first estimates of the size and energy of the EEP.

Note that the EEP always has positive energy. The electric charge is the energy density differential between two energy environments. The negative charge assigned to an electron is an energy differential between the EEPs that make up the electron and the low energy density surrounding the proton.