Colors for the 5 Platonic solids

I have cracked a puzzle that may have not been cracked, at least not in any recent history. I had a Hypothesis and that was that if there are 6 vertices on an Octahedron, with 4 faces/planes looking from each point, there must be 6 different combinations of 4 colors or 4 elements, and sure enough that worked out and was an easy puzzle to fiqure out - and the theory was proven correct. When I looked at the Icosahedron, I had a similar hypothesis, and that was there were 12 vertice points with 5 faces/sides, a pentagon, per point. It took 2 weeks to fiqure out the puzzle but it was well worth the time to have fulfilled my theory being 5 different color combinations for each of the 12 points. Here it is -->

As you can See in the Complete chart below the colors fit with the platonic solids perfectly.

Numerology of the color words gave confirmation, which has greatly helped give confidence to unfold some of the diagrams and apply the right prizmic colors and particle theory of the 124875 matrix in this material 3d world