Tree of life superstring theory 4/8

Mar 23, 201716 min read

Tree of life superstring theory part 91

The 24 vertices of each of the (5+5) 24-cells making up the compound of two 600-cells whose 240 vertices determine the 240 root vectors...

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Stephen M Phillips

Mar 21, 20173 min read

Tree of life superstring theory part 90

13 yods line each side of the array, so that a parallelogram made up of two triangular arrays of 91 yods placed back to back contains...

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Stephen M Phillips

Mar 20, 20172 min read

Tree of life superstring theory part 89

The 600-cell has 1200 triangular faces. A triangle has three corners, three sides & a triangular area, i.e., seven geometrical elements....

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Stephen M Phillips

Mar 20, 20172 min read

Tree of life superstring theory part 88

A Type C polygon has Type B triangles as its sectors. Apart from their shared centre, there are five corners, 14 sides & nine triangles...

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Stephen M Phillips

Mar 19, 20172 min read

Tree of life superstring theory part 87

An octagon whose sectors are tetractyses contains 49 yods. This is the number value of EL CHAI ("God Almighty"), the Godname of Yesod....

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Stephen M Phillips

Mar 19, 20173 min read

Tree of life superstring theory part 86

The square is the symbol of the Tetrad (4). Weighted with the Tetrad, the 60 yods surrounding the centre of the Type B square generate...

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Stephen M Phillips

Mar 18, 20174 min read

Tree of life superstring theory part 85

Heptagon with Type A triangles as sectors A symbol of the seven-fold nature of Man and the seven Sephiroth of the spiritual cosmos, the...

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Stephen M Phillips

Mar 18, 20172 min read

Tree of life superstring theory part 84

A 2nd-order tetractys contains 85 yods, where 85 = 40 + 41 + 42 + 43.13 yods line each side, so that (85−13=72) yods are added by each...

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Stephen M Phillips

Mar 18, 20172 min read

Tree of life superstring theory part 83

ADONAI (Hebrew: אדני, ADNI), the Godname of Malkuth with number value 65, prescribes the 10-tree with 65 SLs. In fact, its very letter...

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Stephen M Phillips

Mar 17, 20171 min read

Tree of life superstring theory part 82

With Type A triangles as the sectors of their faces and their internal triangles, the five Platonic solids have 1820 yods surrounding...

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Stephen M Phillips

Mar 17, 20171 min read

Tree of life superstring theory part 81

The 240 hexagonal yods in the faces of the dodecahedron and the 240 hexagonal yods in the faces of the icosahedron are the counterpart of...

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Stephen M Phillips

Mar 14, 20171 min read

Tree of life superstring theory part 80

The first six separate, regular polygons in the inner Tree of Life have 36 corners and the seventh polygon has 12 corners. The...

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Stephen M Phillips

Mar 14, 20173 min read

Tree of life superstring theory part 79

Most books and websites devoted to sacred geometry never reveal the true reason why the Platonic solids are an example of "sacred...

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Stephen M Phillips

Mar 14, 20177 min read

Tree of life superstring theory part 78

We found on page 16 that, when its 595 triangles are tetractyses, the 49-tree mapping the cosmic physical plane contains 2480 yods....

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Stephen M Phillips

Mar 14, 20173 min read

Tree of life superstring theory part 77

The (7+7) enfolded polygons have 444 hexagonal yods when the 94 sectors are tetractyses (see here). (444−94=350) hexagonal yods line...

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Stephen M Phillips

Mar 13, 20173 min read

Tree of life superstring theory part 76

The seven separate polygons of the inner Tree of Life have 48 sectors, where 48 is the number value of Kokab, the Mundane Chakra of Hod....

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Stephen M Phillips

Mar 13, 20172 min read

Tree of life superstring theory part 75

The sixth regular polygon in the inner form of the Tree of Life is the decagon. Constructed from tetractyses, it is the polygonal...

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Stephen M Phillips

Mar 13, 20171 min read

Tree of life superstring theory part 74

Further evidence that the number 176, which was recorded by Besant & Leadbeater as measuring the augmentation of major whorls in the...

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Stephen M Phillips

Mar 12, 20171 min read

Tree of life superstring theory part 73

Whereas the ten yods of the 1st-order tetractys (the Pythagorean tetractys) denote the ten whorls of the UPA/superstring, the 2nd-order...

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Stephen M Phillips

Mar 11, 20171 min read

Tree of life superstring theory part 72

We have seen that the 1680 turns in each helical whorl of the UPA/superstring are symbolised by: 1. 1680 yods below the top of the tenth,...

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