Tree of life superstring theory part 51
Kether is the seed from which the nine other Sephiroth of the Tree of Life grow. An n-sided regular polygon with its sectors turned into...
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64 TETRAHEDRON GRID E8 STRING THEORY
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Stephen M Phillips
Feb 23, 20172 min read
Tree of life superstring theory part 50
When the 94 sectors of the (7+7) enfolded, regular polygons of the inner Tree of Life are Type A triangles, they contain 1370 yods. This...
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Stephen M Phillips
Feb 23, 20171 min read
Tree of life superstring theory part 49
A Type A triangle has 15 hexagonal yods. When the 42 triangles in the 2-d Sri Yantra surrounding its central one is a Type A triangle,...
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Stephen M Phillips
Feb 22, 20173 min read
Tree of life superstring theory part 48
Converted into tetractyses, the 16 triangles of the outer Tree of Life contain 70 yods. Just as the measure of human life is 70 years,...
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Stephen M Phillips
Feb 20, 20173 min read
Tree of life superstring theory part 47
The 60 yods surrounding the centre of a Type B square generate the number 240 when weighted with the Tetrad. This is the number of...
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Stephen M Phillips
Feb 19, 20174 min read
Tree of life Superstring theory part 46
Confirmation that the number (6720) of edges of the 421 polytope appears in the inner form of 10 overlapping Trees of Life is provided by...
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Stephen M Phillips
Feb 18, 20173 min read
Tree of life superstring theory part 45
The 70 enfolded Type C polygons representing the inner form of 10 overlapping Trees of Life are displayed below: The outer and inner...
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Stephen M Phillips
Feb 18, 20171 min read
Tree of life superstring theory part 44
Using the formula introduced in #9, the number of yods in 67 overlapping Trees of Life = Y(67) = 3370. The topmost tetractys has 10 yods....
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Stephen M Phillips
Feb 17, 20174 min read
Tree of life superstring theory part 43
The 421 polytope has 240 vertices and 6720 edges There are 240 white dots & white sides of triangles in every 10 overlapping Trees of...
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Stephen M Phillips
Feb 16, 20174 min read
Tree of life superstring theory part 42
We found in #21 that 6720 yods other than corners of sectors surround the centres of the 48 sectors of the seven separate polygons of the...
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Stephen M Phillips
Feb 15, 20174 min read
Tree of life superstring theory part 41
A 2nd-order tetractys has 85 yods. 13 yods line each side, so each sector of an n-gon adds (85−13=72) yods when it is a 2nd-order...
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Stephen M Phillips
Feb 14, 20176 min read
Tree of life superstring theory part 40
Correspondence between the Cosmic Tree of Life and the 3-dimensional Sri Yantra The seven cosmic planes of consciousness There are 504...
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Stephen M Phillips
Feb 14, 20176 min read
Tree of life superstring theory part 39
In Sacred geometry/Tree of Life, we discussed various methods of transforming examples of sacred geometry in order to decode the...
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Stephen M Phillips
Feb 14, 20173 min read
Tree of life superstring theory part 38
The lowest Tree in any set of overlapping Trees of Life consists of 19 triangles. When their 57 sectors are turned into tetractyses, they...
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Stephen M Phillips
Feb 14, 20173 min read
Tree of life superstring theory part 37
<a href="There are 13 polyhedra (Archimedean solids) whose faces consist of two or more regular polygons meeting in identical vertices....
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Stephen M Phillips
Feb 14, 20173 min read
Tree of life Superstring theory part 36
Pythagoras founded* a school of philosophy in Croton in southern Italy that was renowned throughout the ancient Mediterranean world. As...
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Dimensional consciousness(LC)
Feb 4, 20171 min read
Tree of life superstring theory part 35
1 circle 3 circles 10 circles 1+3+10=14=77=711=72=YHWH=tetragrammaton=god 10/3/1=3.3333333 2+6+20=28=7x4=16x4=64=(64 tetrahedron...
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Dimensional consciousness(LC)
Feb 3, 20171 min read
tree of life superstring theory part 34
(The 10 tree of life is not inorganic it is the 10 spacetime dimensions and the 12 tree of life is the 12 vibrational dimensions, two...
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Stephen M Phillips
Feb 3, 20171 min read
tree of life superstring theory part 33
The ten yods in the tetractys symbolize the ten Sephiroth, each of which can be represented by a Tree of Life. Suppose, then, that we...
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Stephen M Phillips
Feb 3, 201710 min read
tree of life superstring theory part 32
A Type A n-gon has (6n+1) yods. The sum of the first (6n+1) integers 1, 2, 3, ... (6n+1) that can be assigned to its yods = ½(6n+1)(6n+2)...
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