Platonic Form Vibrations

Applied to angles of convergence for levitation craft

Diameter          24.805 mm              
VE = Radius    12.4025 mm               

Tetrahedron Side                 [Side Length = Radius x 1.63299316211]           [Radius = 0.6123724356003390 x SL]
Octahedron Side                 [Side Length = Radius x  1.4142137247462]      [Radius = 0.7071067  x Side Length]
Cube Side                           [Side Length = Radius x 1.154700410091850]   [Radius = 0.8660255 x Side Length]
    
Icosahedron Side                [Side Length = Radius x  0.9510565163]             [Radius = 1.0514622242329019 x SL]
Dodecahedron                    [Side Length = Radius x  0.71364427144419]     [Radius = 1.401258358 x Side Length]
Circle                                 [1/2 Circumference  =  pi/2  x diameter]                [  2 / pi  x diameter]

1 x   = 24.805 mm
12 x = 297.66 mm

                                                Outflow                                   Inflow
Tetrahedron Side                      20.25319769 mm                  7.5949491325 mm
Circle                                       19.48180144307 mm            7.895676726788927607 mm
Octahedron Side                      17.53978572116 mm             8.76989084675 mm   
Cube Side                                14.321171836164 mm         10.74088126375 mm
              
Icosahedron Side                      11.79547844341075 mm     13.0407602360 mm
Dodecahedron                            8.850973076586 mm         17.379106785095 mm

Concept

At first glance there are only two platonic form vibrations suitable to Antigravity work.
These are Icosahedron and Dodecahedron, which have segment lengths smaller then the radius of the spherical form.
Thus they will have "high frequency setting outside low frequency" as a coupling form already present.
Dodecahedron will be on the outer ring, and Icosahedron inside it along the curve of the craft.

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