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The inner Tree of Life as the counterpart of the Tetrahedral Lambda

Tetrahedral Lambda

• The sum of the red integers at the centres of the four faces = 50 (the number value of ELOHIM, the Godname of Binah). This is the number of red hexagonal yods on the sides of the tetractyses in the two triangles and the two squares;
• The sum of the blue integers at the four vertices of the tetrahedron = 100. This is the number of blue hexagonal yods on the sides of the pentagons, hexagons, octagons & decagons;
• The sum of the 10 green integers on the edges of the tetrahedron = 200. This is the number of green hexagonal yods on the sides of the dodecagons and on the internal sides of tetractyses in the pentagons, hexagons, octagons, decagons & dodecagons;
• The sum of the 20 integers on the four faces of the Tetrahedral Lambda = 350. This is the number of hexagonal yods on the sides of the (47+47=94) tetractyses making up the (7+7) enfolded polygons.

Geometrical composition of the (7+7) enfolded polygons

 (7+7) enfolded polygons Corners Sides Triangles Total Root edge 2 1 0 3 Triangles 4 10 6 20 Squares 6 14 8 28 Pentagons 8 18 10 36 Hexagons 8 18 10 36 Octagons 14 30 16 60 Decagons 16 38 20 74 Dodecagons 22 46 24 92 Total 80 175 94 349

The integer 1 at the apex of the Tetrahedral Lambda signifies the Pythagorean Monad — not a number but the source of all numbers, according to the Pythagoreans. The 19 integers below it measure the Divine Whole that emerges from Divine Unity. Their sum is 349. This is the number of corners, sides & triangles making up the (7+7) enfolded polygons of the inner Tree of Life. The sum of the nine integers that are below the apex in the first face of the

tetrahedron = 89. This is the number of corners & sides of the sectors in the first (4+4) enfolded polygons, which constitute a holistic subset of the (7+7) polygons (see Article 48). The sum of the 10 red integers in the remaining faces = 260 = 10×26, where 26 is the number value of YAHWEH, the Godname of Chokmah. This is the sum of the number of corners & sides of the sectors in the last (3+3) polygons and the number of sectors in the (7+7) polygons. The two octagons have 44 corners & sides. This is the sum of the integers 8, 12 & 24 at the centres of the 2nd, 3rd & 4th faces of the Tetrahedral Lambda.

The "Lambda Tetractys" — the first face of the Tetrahedral Lambda

• The counterpart of the number 6 at the centre of the first face is the set of six violet corners of the sectors of the two triangles;
• The counterpart of the integer 8 (=23) at one vertex is the set of eight indigo corners of the two pentagons outside the root edge;
• The counterpart of the integer 27 (=33) at another vertex is the set of eight blue corners of the two hexagons and the 19 blue sides (including the root edge) of their sectors;
• The counterpart of the sum (48) of the six green integers 2, 3, 4, 9, 12 & 18 located at the corners of a hexagon in the first face is the sum of the six green corners of the sectors of the two squares that are outside the root edge and the 42 green sides of the sectors of the two enfolded triangles, the two enfolded squares & the two enfolded pentagons.
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