Hexagonal numbers and the Hexaflor as a fractaling cube that produces the Krystal-Fibonacci spiral

The fractaling cube can be viewed as a hexagon that produces the Fibonacci spiral, this is related to the cube octahedron producing the Fibonacci spiral so it is a Krystal-Fibonacci spiral. The fractaling cube/hexagon, which produces the Krystal-Fibonacci spiral, forms the hexagonal numbers and when we extend the hexagonal number sequence geometrically produces doubled fractaling hexagons.

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