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The two sets of seven regular polygons generated by joining pairs of red points by straight lines have 70 corners. They constitute the "inner form" of the (outer) Tree of Life. |

Here is an animation that shows the 70 corners of the (7+7) enfolded polygons being created by successive, straight lines that join pairs of white generator points (red dashed lines for dodecagons, orange lines for decagons, yellow lines for octagons, green lines for hexagons, blue lines for pentagons, indigo lines for squares & violet lines for triangles):

As the outer form of each descending Tree of Life emanates from its previous one, creating a set of overlapping Trees, so, too, each outer form is accompanied by its inner counterpart of (7+7) enfolded polygons. All the sets of these polygons lie in the plane passing through the Pillar of Mercy and the Pillar of Judgement (the central Pillar of Equilibrium does not lie in this plane). The overlap between polygons belonging to adjacent sets results in only two corners of polygons coinciding with those of polygons in another set, namely, the topmost corner of the hexagon coincides with the lowest corner of the hexagon in the next higher set, whilst its lowest corner coincides with the top of the hexagon belonging to the next lower set.

The successive emanation of the outer forms of 10 Trees of Life is accompanied by their inner forms, two sets of 7 enfolded, regular polygons, one set being the mirror image of the other. |

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