***wanted to post this DD because of your avatar***
I had the most amazing breakthroughs with Platonic solids last night! I cannot take credit for these ideas though. They were taught to me by the ancient ones.

Side note: it might not make much sense right now because I haven't "cleaned" it up yet, like I said I was getting in and out of bed last night to write this stuff down quickly. That's how I usually take notes, I jot down everything that comes to my mind and then I go back and start looking stuff up to clarify and unify everything.

Chaos theory and cooper paired electrons. 110115

Calabi Yau and nested tetrahedrons. Calabi Yau and nested Platonic solids.
***dont forget the high electro negativity of Flourine atoms ;)

Chaos theory mathematics "rules" when electrons take the spiral IN to the nucleus. Set theory mathematics "rules" when electrons take the spiral OUT the electron shells.

100% - 18.5% = 81.5%
81.5% / 3 = 27.666666667

The first set of triple 6's represent pure energy (light or dark) aka tetrahedral and the spirit.
The second set of triple 6's represent physical matter aka cube and the body.
The last set of 667 represent dark matter aka gluon/glue. This last set would also be representative of Pentaquark gluon plasma, the dodecahedral and the soul. This shape can fit any other shape nested inside or outside of it, which is why it acts like glue or a bonding agent.

The octahedron is a curled up dimension between the pure energy (light or dark) tetrahedral dimension and the cube aka physical matter dimension. The octahedron shape of a diamond REPELS and acts like radiation. This could be representative of evolution in a micro sense. Although I might have this backwards...?

The icosahedron is another curled up dimension between the physical matter dimension aka cube and the dark matter dimension aka dodecahedral (Pentaquark gluon plasma).

The dodecahedron can act like a torus if spinning properly, if this the case then the dodecahedron/torus will act like gravity and ATTRACT particles. This could be representative of decay in a micro sense. I could possibly have this backwards too...?

I think the tetrahedral and the dodecahedral dimensions should be gold and the octahedron should be pink and the icosahedron is purple. But this is just my Personal opinion.

The cube will alternate between white and black.



Bi-laterally symmetric dimension to this physical reality dimension = CHAOS THEORY aka implosion. Electrons gain energy while moving IN the electron shells
Mirror image dimension to this physical reality dimension = SET THEORY aka explosion. Electrons gain energy while moving OUT the electron shells.

Chaos theory
One paragraph from Chaos theory wiki:
[link to en.m.wikipedia.org (secure)]
consider the simple dynamical system produced by (1) repeatedly doubling an initial value. This system has sensitive dependence on initial conditions everywhere, (2) since any pair of nearby points will eventually become widely separated. However, this example has no topological mixing, and therefore has no chaos. Indeed, (3)it has extremely simple behavior: all points except 0 will tend to positive or negative infinity.

(1) shows us the fractaling of the system, whether in or out. X or Y axis?
(2) shows us the effects of cooper paired electrons APPEARING to be bound but really aren't, they're only bound by entanglement between dimensions. X or Y axis?
(3) the last sentence shows us that the Z axis IS the neutral or 0 in a binary triplet situation. Remember green is the color of neutrality and the "background" color of our reality...think green screen here, where the red (positive pole-heat) and the blue (negative pole-cold) "play".

Another paragraph from Chaos Theory wiki:
[link to en.m.wikipedia.org (secure)]
Unlike fixed-point attractors and limit cycles, the attractors that arise from chaotic systems, known as strange attractors, have great detail and complexity. Strange attractors occur in both continuous dynamical systems (such as the Lorenz system) and in some discrete systems (such as the Hénon map). Other discrete dynamical systems have a repelling structure called a Julia set which forms at the boundary between basins of attraction of fixed points – Julia sets can be thought of as strange repellers. Both strange attractors and Julia sets typically have a fractal structure, and the fractal dimension can be calculated for them.
While the Poincaré–Bendixson theorem shows that a continuous dynamical system on the Euclidean plane cannot be chaotic, two-dimensional continuous systems with non-Euclidean geometry can exhibit chaotic behavior. Perhaps surprisingly, (1) chaos may occur also in linear systems, provided they are infinite dimensional. A theory of linear chaos is being developed in a branch of mathematical analysis known as functional analysis.

(1) infinite dimensional = fractal dimensions