Post by Pincho Paxton on Oct 2, 2017 9:55:57 GMT
Link...
Open-access collider data confirm subatomic particle patterns
Pincho says...
The fractals are created by the kissing number problem panning outwards from a nucleus which is a quantum hole. Holes, and fillers build gravity as same sized spin physics which has the same rules as the Kissing number problem
The shapes however are not truly spherical they have an advantage towards the torus shape, and the torus shape is rotational, and that's how it becomes a sphere. A rotational torus has a rotational hole, and a rotational hole is a magnetic pole of least resistance for gravity. What you get from the kissing number problem built from rotational torus holes is a lot of fractals that have changing areas of least resistance. The geometry of these fractals lead to biological shapes, and all of nature, but with evolution also present in the final survival of those shapes. It's a very interesting set of physics that are easy to program into a computer. The 'game Of Life' for real.
Pincho Paxton
Open-access collider data confirm subatomic particle patterns
Pincho says...
The fractals are created by the kissing number problem panning outwards from a nucleus which is a quantum hole. Holes, and fillers build gravity as same sized spin physics which has the same rules as the Kissing number problem
The shapes however are not truly spherical they have an advantage towards the torus shape, and the torus shape is rotational, and that's how it becomes a sphere. A rotational torus has a rotational hole, and a rotational hole is a magnetic pole of least resistance for gravity. What you get from the kissing number problem built from rotational torus holes is a lot of fractals that have changing areas of least resistance. The geometry of these fractals lead to biological shapes, and all of nature, but with evolution also present in the final survival of those shapes. It's a very interesting set of physics that are easy to program into a computer. The 'game Of Life' for real.
Pincho Paxton