The electrons form spatial arrangements with other electrons. Twelve electrons can configure into a spatial arrangement resembling a dodecahedron, which serves as the building block of protons and neutrons.
At first glance, this seems counterintuitive. Traditional science assumes electrons always repel each other due to their similar isotropic electric charge.
Therefore, we need to better understand the oscillation behavior of free electrons.
To recall the animation of an electron:
On each face of such a dodecahedron is an electron active.
In the now available model of the electron, the electric charge is not concentrated at its center. Instead, it rotates around the center, with a diameter roughly equal to the amplitude of the electrical and magnetic manifestations of the photon.
When two electrons are almost perfectly aligned, they can attract each other. However, when they are misaligned, they will repel. This phenomenon is known as Cooper pairing, in which electrons stably align at temperatures close to absolute zero (0 Kelvin). The Dutch Paradigm offers an alternative explanation for this behavior, distinct from the BCS theory, based on a new electron model.
A dodecahedron can facilitate and substantiate this perfect alignment at ambient temperatures by geometrically locking the two electrons in place on opposite faces.
The electron oscillates in chirality at a frequency of 10¹⁴ Hz. As explained, this oscillation is due to the small difference in frequency of the gamma photon relative to the gamma neutrino in the electron. At the change-over of chirality, the electric manifestation of the photon makes a change-over to opposite asymmetry.
When a naked electron oscillates, it can transform into a positron. If multiple electrons are present, they can attract each other by rotating into positions of mutual attraction.
This rotation is similar to the behavior exhibited by magnets in a simple setup.
Therefore, the electrons can rotate towards each other at a frequency within the bandwidth of approx. 10¹⁴ Hz.
It is the second part of the spinor action.
In the presence of a proton, the electron would rotate with each oscillation. However, in the early stage of the physical universe, protons are not yet present. The electrons oscillate at a frequency of 10¹⁴ Hz and may occasionally rotate if potential attraction is possible with another electron. Each unpaired electron exhibits this behavior and, on average, neither attracts nor repels relative to each other.
In the early stages of the universe’s development, electrons were formed in large numbers within a chaotic mix of other gamma photons and neutrinos. It is challenging to imagine how new structures could emerge from such a complex and seemingly chaotic mixture of particles. Nevertheless, it is possible for electrons to collide at an angle, adding the activity of the Lorentz force to the Coulomb force.
The asymmetrical electric manifestation interacts with the magnetic manifestation of another electron, and consequently, they become mutually subjected to the Lorentz force. This Lorentz force introduces a spatial and random movement of such a couple of electrons.
The Dutch Paradigm suggests that random spatial configurations of electrons emerge in a dodecahedral arrangement from a mix of electrons.
In an illustration:
Twelve electrons have the potential to accidentally arrange themselves into a spatial configuration resembling a dodecahedron, with one electron located on each face. Under formation, each electron will exert Lorentz forces on its neighboring electrons.
In this configuration of the dodecahedron, the 12 electrons will stabilize in this spatial formation relative to the additional strong Coulomb forces when the opposite electrons align in attraction.
The dodecahedron possesses several noteworthy properties:
- Exceptional stability against disturbances.
- A rest speed of zero relative to the speed of light.
- Electrical neutrality.
- A resulting neutral spin.
- The ability to have a free spinor rotation per electron.
Once a dodecahedron arrangement forms, it excludes itself from the mix due to a resulting reduction in propagation speed. The kinetic rest speed of a dodecahedron is 0c. The remaining particles interact at relativistic speeds and gradually decrease in density as each new dodecahedron arrangement is formed. The dodecahedron is the only arrangement among Plato’s solids that can stabilize a construct of electrons with the assistance of the Lorentz force.
No material is involved in constructing the dodecahedron, although there is a significant manifestation.
Constructs of 12 electrons in a dodecahedron arrangement encounter other particles and also similar arrangements of 12 electrons in a dodecahedron arrangement. It will form twin dodecahedrons as the arrangements for the constructs neutron and proton.
12 electrons accidentally collide in a spatial arrangement of a dodecahedron, with an electron on each face. Once such an arrangement is there, each electron will exert Lorentz forces with neighboring electrons. The vectors of these forces are all pointing inwards to the opposite electron.
In such an arrangement, the 12 electrons are locked in position with very strong Lorentz forces. This arrangement, therefore:
- is extremely stable
- propagates at speed zero compared to the speed of light
- is electrically neutral
- the resulting spin is neutral
- free spinor rotation per electron is not possible anymore
Once a dodecahedron arrangement forms, it excludes itself from the mix due to a resulting reduction in propagation speed. The kinetic rest speed of a dodecahedron is 0c. The remaining particles interact at relativistic speeds and gradually decrease in density as each new dodecahedron arrangement is formed. The dodecahedron is the only arrangement among Plato’s solids that can stabilize a construct of electrons with the assistance of the Lorentz force.
No material is involved in constructing the dodecahedron, although there is a significant manifestation.
Constructs of 12 electrons in a dodecahedron arrangement encounter other particles and also similar arrangements of 12 electrons in a dodecahedron arrangement. It will form twin dodecahedrons as the arrangements for the constructs neutron and proton.
Before delving into twin dodecahedrons, it is essential to understand the behavioral characteristics exhibited by an arrangement of electrons in a dodecahedron.