 |
|
|
|
|
|
|
|
 |
|
||||||
|
|||||||
you are here: > UCA >
5. Matter- the Unita
 |
The UNITA |
|
| At the conclusion of the previous Chapter (5.7), we described the smallest particle in the Universe to be the UNITA- an object made up of 33 unique points of UCA arranged in the most efficient geometric pattern possible. | ||
| While the arguments listed in the previous chapter may appear common sense, several key questions still remain unanswered- how does the UNITA actually look in terms of geometric shape? How can the UNITA achieve sufficient reference with other points to secure existence (the concept of self reference). | ||
| Let us then begin with the analysis of the UNITA in terms of a simplified diagram of its component parts and their respective purpose. | ||
| 5.16.1 | The Core and Mid layers of the UNITA | |
| Thanks to the set of arguments in the previous chapter, we described the UNITA as being comprised at its core being a single point of UCA referenced by six other points of UCA in a 3 circle configuration. | ||
 |
||
| The diagram above provides a rough approximation of what the core and mid look like in terms of a fuzzy "hollow" sphere. | ||
| 5.16.2 | The Core, Mid and Anchor points | |
| As also outlined in the previous chapter, in order for dimension to be maintained, a configuration of 1 to 6 requires a minimum of 26 additional points to reference their existence. We described these as anchor points. | ||
| The question then arises- how do these anchor points arrange themselves around the moving mid and core? | ||
 |
||
| RED= anchor points | ||
| Because the position of anchor points of UCA maximize efficiency, they also maximize efficiency of motion in form. The shell rotates as a static layer at 1/6 x infinity compared to 1/2 x infinity of the six points of UCA. | ||
| This geometric structure of anchor points in a static layer relative to the core point and having its own level of motion secures not only a stable exterior in which further bonds with other UNITA can occur ( creation of more complex shapes) but achieves self reference for all the points within and without. In this geometric structure, each point is referenced by at least six other points of UCA. | ||
| In other words, the geometric structure of the UNITA achieves self-reference according to the laws of UCA, while still requiring the existence of infinite points of UCA. | ||
| 5.16.3 | The prototype structure | |
| This prototype structure and motion ratios of matter we will see replicated again and again at each layer of matter- the centre, the core remaining fixed to the shell, with the mid free to move in rapid motion, like an engine, with the shell having its own rotation rate. | ||
|
Copyright © 2010 UCADIA. All rights reserved. |
||