The Principles of Cosmogenesis in the Subatomic Realm

The quark-gluon plasma (QGP) at this point carries the potential for the formation of hadrons and gluons setting the stage for the formation of atomic particles (AP).

SP(n) = 2n

SP(1/16) = 2(1/16)

This results in formation of neutrons, the first atomic particle to form.

SP = 1/8

The forces are represented as follows:

F_DE = 2F_G and F_G = 1/2 F_DE

The strong force manifests as the dynamic agent effecting change through work, manifesting its influence through gluons each time it balances and balance quarks for the formation of atomic particles.

SP(n) = 2n

SP(1/8) = 2(1/8)

This results in the formation of protons, the second atomic particle to form.

SP = 1/4

The forces are represented as follows:

F_DE = 2F_G and F_G = 1/2 F_DE

Through the exertion of work by Dark Energy, Primordial Mass comes to realize its manifestation as Dark Matter.

SP(n) = 2n

SP(1/4) = 2(1/4)

This results in the formation of an electron, thus the first atom forms.

SP = 1/2

F_DE = 2F_G and F_G = 1/2 F_DE

Once the atom is formed, support is required to get the entire atom into a state of liberty, where further reactions and more stable interactions can take place in the process of cosmogenesis.

(F_DE)_s = 1/2 (F_DE) (Force of Dark Energy)

(F_G)_s = 1/2 F_G (Force of Gravity)

A state of equilibrium is realized by the atom when balance is reached between the Strong Force and the Weak Force, a culmination harmonized through the comprehensive support extended by the Strong Force and the Weak Force as a principle.

(F_DE)_b = (F_DE)² or (F_DE)_b = [(F_DE)_s]² (Force of Dark Energy)

((F_G))_b = (F_G)² or ((F_G))_b = [(F_G)_s]² (Force of Gravity)

The ultimate liberty of the atom materializes upon its organic and intricate equilibrium within its subatomic forces, the Strong Force and the Weak Force.

The forces are represented as follows:

F_DE = 2F_G

and

F_G = 1/2F_DE