Tree of life superstring theory part 112
Updated: Nov 28, 2020
The (7+7) enfolded polygons of the inner Tree of Life have 1370 yods when they are Type B polygons (see #3 in this section). Of these, 70 yods are corners of polygons, leaving 1300 yods. 650 such yods are associated with each set of seven enfolded polygons, where
and 65 (= 15 + 24 + 33 + 42 + 51) is the number value of אדני, ADONAI, which is the Godname of Malkuth, the last Sephirah of the Tree of Life. In keeping with the meaning of this Sephirah as the material form of the Tree of Life, its Godname expresses how many yods are needed to construct from tetractyses each half of its inner form, starting with the 70 points that mark out this geometrical structure. When the 14 polygons are Type A, they have 524 yods, i.e., 454 yods are not their 70 corners. 227 such yods are associated with each set of seven enfolded Type A polygons. 227 is the 49th prime number, showing how the number 49 of EL ChAI, the Godname of Yesod, the penultimate Sephirah, prescribes how many yods are needed to construct each half of the inner Tree of Life, starting with these 70 corners.