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**#30 Examples of the holistic parameter 84**

a) The 2nd-order tetractys has 85 yods, where

85 = 4^{0} + 4^{1} + 4^{2} + 4^{3}.

Surrounding its central one (white yod) are 84 yods, where

84 = 1^{2} + 3^{2} + 5^{2} + 7^{2}.

What this means is that 84 differentiations of Sephiroth higher than Malkuth become expressed in
the last one — the 85th — when generating the outer form of a holistic system, symbolised by this yod. The example
*par* *excellence* of this on the cosmic scale is provided by the Cosmic Tree of Life. Its 91 Trees of Life comprise 84 Trees that extend
above the 7-tree mapping the seven subplanes of the physical universe and express the six Sephiroth of
Construction above Malkuth.

b) A Type B triangle has 46 yods. Two such joined triangles have 88 yods. 84 red yods are outside the root edge containing four black yods. Alternatively, given the two joined triangles, 84 more yods are needed to transform them into Type B triangles.

c) The Lambra Tetractys (see here) is a tetractys of 10 integers. It is the
*arithmetic* representation of the fundamental structure of holistic systems. The sum of the nine
integers surrounding the circled, central integer 6 is 84.

d) The lowest Tree of Life in any set of overlapping Trees is the 1-tree. It is made up of
**80** yods, where **80** is the number of Yesod (see table in #1). There are two hexagonal yods on either side of the central Pillar of
Equilibrium up to its apex that belong to the second Tree. There are 84 yods up this point. They comprise
**48** red yods up Chesed, the first Sephirah of Construction, and
**36** black yods above this Sephirah. **48** is the number value of
*Kokab*, the Mundane Chakra of Hod, and **36** is the number value of ELOHA, the
Godname of Geburah.

e) Of the 84 yods surrounding the centre of the 2nd-order tetractys,
**48** red yods are hexagonal yods of the seven 1st-order tetractyses expressing the seven
Sephiroth of Construction and **36** black yods are either corners of 1st-order tetractyses or
hexagonal yods of the 1st-order tetractyses at the three corners of the 2nd-order tetractys (in both cases, they
symbolize the Supernal Triad of Kether, Chokmah & Binah).

f) Outside the root edge are 84 yods lining the sides of the first six enfolded polygons. They
comprise **48** red yods on the sides of the square, hexagon & decagon and
**36** black yods on the sides of the triangle, pentagon & octagon. It is readily verified
that these are the only possible combinations of polygons with either **36** or
**48** yods lining their sides outside the root edge. Associated with each set of the first six
enfolded polygons are **168** yods other than their corners, where **168** is
the number value of *Cholem* *Yesodeth*, the Mundane Chakra of Malkuth. Remarkably, the former
combination of polygons has 90 yods and the latter combination has 78 yods, where 90 is the number of
*Yesodeth* and 78 is the number of *Cholem:*

In other words, the region of the 1-tree above Chesed, whose **36** yods
correspond to the **36** yods lining the triangle, pentagon & octagon, determines the number
of *Cholem,* whilst the region up to Chesed, whose **48** yods correspond to the
**48** yods lining the square, hexagon & decagon, determines the number of *Yesodeth*!
The likelihood that this could be coincidental is implausible in the extreme. Instead, what this remarkable
property demonstrates is the way in which the geometrical basis of the ancient Hebrew Godnames, Archangelic Names,
Orders of Angels & Mundane Chakras remains mathematically meaningful in sacred geometries other than the one
that has been historicallly associated with them, namely, the outer form of the Tree of Life
(*Otz* *Chiim*). It is because they have a *mathematical* meaning that they
transcend their cultural origin.

As we saw in #7, the **36**:**48** division appears in the
3-dimensional Sri Yantra as the **36** corners of its first & second layers of triangles
and the **48** corners of its third & fourth layers of triangles.

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