The White Stone
Vector Equilibrium
Shell of W.S.V.E = 192 sectors
times 8 = 48 ...
times 6 = 48
inner/outer 3F Sphere Shell = (48) + C7L = (48 ).... inner/outer 3F Tetra Shell = (48) + T6L+ lines = (48)
(48) times 4 = 192 sectors
The W.S.V.E. shell accommodates the circular and linear shells and their projected planes of the 7Fold Model
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Hexagonal Planes of W.S.V.E. = 192 sectors
The four groups of hexagonal planes of the W.S.V.E. out the 14 extending sides and 12 external points
inner/outer 3D Triangle Shell = (144) + Zodiac = lines = (48) .... (148)+(48) = 192 sectors
Three of the four groups are parallel to the three sides of the three sides of the 3D Triangle. The remaining group is parallel to the Zodiac and the middle of the 3D Triangle, suspending it.
+
= 24
#1 (violet) hexagonal group = 24 sections = boths sides of Zodiac + lines
#2 (red) hexagonal group = 24 sections = Shell of one side of 3D Triangle
#3(yellow) hexagonal group = 24 sections = Shell of one side of 3D Triangle
#4 (blue) hexagonal group = 24 sections = Shell of one side of 3D Triangle - 
The Hexagonal planes of the W.S.V.E. accommodates the shell of the 3D Triangle and the Zodiac plus lines of the Linear/Circular axes of the Rainbow Equation. |