by John Cryan

Chaonic Spinout

If a chaon gets separated from the spacetime matrix, it dies. This happens often when a chaon reaches the limits of spacetime bound in a photon. Disengaged from its fellow chaons, the photon breaks apart. The individual freed chaons each spin out to infinity, losing all energy, and vanish. They no longer have the ability to renew their energy from the surrounding chaons of spacetime, or to limit their spins through the fundamental frictions caused by engagement with other free or bound chaons.

Dimensional Engagement

Each chaon produces a single, outward-directed, force vector which rotates, lighthouse-like, as the chaon spins. The purest repulsive energy of chaons manifests in three dimensions. The purest attractive energy manifests in two. Repulsive chaonic spin is point-based, like a ball bearing. Attractive spin is axial, like that of the Earth. There is a dimensional continuum from point (zero dimensions) to line (1-D) to area (2-D) to volumetric (3-D, or three dimensions). There is also a continuum from no spin (only reached at the point of chaonic death), to repulsive spin (off a point), to attractive spin (off a line, or axis). The combination of repulsive and attractive spins from many points across this continuum forms new continua of limited or complex spin objects (only off a volumetric entity, which is created by the attractive engagement binding three or more chaons). Limited or complex spin off a volumetric entity, with any non-zero angle of force vector recurvature (see next section below), builds bigger, more complex volumetric entities, with three dimensions, but many two-dimensional characteristics, such as symmetries, or mirroring. The largest examples are spiral galaxies.

The Basis for Arms-length Chaonic Engagement

Chaons only produce one, outward-pointing, force vector. If it stays straight, it is repulsive. If it curves, it is attractive (a ‘vector hug’). The tighter it curves, the more attractive it is. The recurving action locks the chaons together, tighter and tighter. The Spirograph model is a useful beginning for forming simple, attractive chaon maths, from which more complex, dynamic volumetric maths can be derived. The key transformation of a new, dynamic metamorphic topology is spiral-to-helix (‘Slinky’).

Mass, Spin, and Charge

Bigger chaons have more mass/energy (at the individual chaonic level, mass and energy are the exact same thing, as there is no potential energy in chaons, just kinetic). They spin faster, with more attractive, recurving force, operating at its strongest in two dimensions. Smaller chaons have less energy, spin more slowly, and their closer to straight-line, repulsive force operates more and more over three dimensions as spin reduces from axial-based to point-based. There is a continuum of chaonic size (mass), spin, and force strength and charge (force vector direction – straight or recurved).

Time is the Emergent Expression of Chaonic Motion

It varies based on scale and multi-chaonic spacetime structures considered. ‘Ambient Time’ is the local average time passage rate based on the collective density and actions of chaons within a given volume of spacetime. Motion includes individual chaonic spin, strength and action of individual and collective (complex, or volumetric) force vectors, and Big Bang Momentum chaonic movement, both individual and collective. Time is also a cumulative quality of the interaction between free and bound chaons.